(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 10.2' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 604118, 11924] NotebookOptionsPosition[ 542435, 10585] NotebookOutlinePosition[ 598921, 11750] CellTagsIndexPosition[ 598840, 11745] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", "FirstSlide", CellTags->"SlideShowHeader"], Cell["\<\ Computational Politics: The Wolfram Data Drop Meets Election 2016\ \>", "Title", CellChangeTimes->{{3.448190122176695*^9, 3.44819012385317*^9}, { 3.485609127497636*^9, 3.485609133015955*^9}, {3.514308355088097*^9, 3.514308374696691*^9}, 3.5146594348020153`*^9, 3.5146601881617107`*^9, { 3.654012124317669*^9, 3.654012144480792*^9}}], Cell["\<\ Evan Ott, University of Texas at Austin Wolfram Student Ambassador Program\ \>", "Subtitle", CellChangeTimes->{{3.485609136120798*^9, 3.4856091511532907`*^9}, { 3.4856091945334663`*^9, 3.485609199379443*^9}, {3.4951031489375*^9, 3.49510314984375*^9}, {3.495106455296875*^9, 3.495106455453125*^9}, { 3.5143083846926413`*^9, 3.514308395249558*^9}, 3.5443793532699003`*^9, 3.621626517580729*^9, {3.621626691998458*^9, 3.6216267186543407`*^9}, { 3.621695156698331*^9, 3.621695160632772*^9}, {3.622213306499199*^9, 3.622213328771823*^9}, {3.6540121470079536`*^9, 3.654012206764574*^9}, { 3.654012345708227*^9, 3.654012348531352*^9}}], Cell[TextData[{ Cell[BoxData[ GraphicsBox[{InsetBox[ GraphicsBox[{}, ContentSelectable->True, ImageSize->{480, 360}, PlotRange->{{0, 480/360}, {0, 1}}], Scaled[{0, 0}], Center, Scaled[{0.5, 0.5}]], InsetBox[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJztW8tu20YUDdouutQnsH+gT2CKfoCQ/sAkQLOtkBYosuMiiwBFIiex63eo WLZsd8NP4C7dlesWsMayxUUWBbfesfdSd+TL0ZAc6hkEGuAklszHnMP7mjv0 d09+fvT0qwcPHvzyLfzz6PFvD589e/z8x2/gw/fPf/3pydfwww+AhwD8cjM2 YzM243MZ8fmfDUB73fNY5wD+AcCjn13Ug/5vrHlqKxnENWUaePRZQQJ8gPgS NSEfkBUa6EA93PXOfHFD4+vhdzfvPwhASP4hS7QIPxctaK4dgFPzvKbGycPv r35/LQAJIAXIwda7cLh/FI7OLsISLWrde9GD+Kv5BLbPhuY+pYF8u+MAXODf ALQAHdQCNUE9yEYSgxbeEmlWcTH5r6TYboxhFN/0c1r4O+DvAVJCBOgAUIsm wEcbGbzaigq0CNcRN4lrkc8mFMMcdnxDnzva+dWbnTZpIAAh00EhQX0GnbcO 6OApu4BzI+2e+Lm5Yg3cEg30ZyRIk5xOg+29CDTw9GujT5AdyCktXm2hXYRo FzfH3cCg/cp0qKGBETfdHtpAatKAD9KD24ckH2mjTVzv7AWafa1MB7JtPRbo z8WI0dmlBO7SRgM1SIuIaSEoViTyzXak6SBXFR90f0Reg5394LbX9wtieIbr vSNlA6mKBzGrlSu0ULHTwc8lOkTLVyCbd44n8OHcguHYX3Oxa9TrB+wYya4l 2PVUTDXatOKvhtKB/GKleTPWcr2mwYSn3Dv0IY5nfjt4txux37mGa2IN1Ynv a0WrWoh0SA1xcqmxQddA7h4GBg0UEk0j3+L6ItbWFWWD4mSi5c2l+kScrxV1 P3cAHeJu0sMqZlHsVfdpVR0PGgRQS+ixQcxNtnh+uVpxeOhP7GAyJ+AKECwP TOJgzXs5NseBBk5WO4zryUmeqHu/knm4ZJ8d8oNcTGQ5HzHlh+j/trlQjbtP n1oAjyAAlfaD9STW1fPYAmqOdkfPuWotW6SBy3nUuT+d4wIkINWQoB50jAPo AHKxhdZdui2EltxbNlxLwGOiYPPEuYsa/JsG7iYt1M+ZzUHObFJN6We28PqN niMcSx30ur4MaB8hPn+MBVpeUM9KsLl6lhqYnn8RArQDtDXSIKsjaV2Rav0H 6zhUoEMy6p2HN/5JgPEf8jzafWSI+boGnjbnEG2jhL9bg7/CxBdYPY21dIB9 mLr+UKbD8KhrqoFy9RDWh8hfxQPNDnI+bYpvBs2s+ZMGbdIgwHpB94c6GtTQ wbsy1HuMU6PCp32K/Y0ZNJh6rtSPytbaVDuiv/KaqXCuc+gQVF2DYrcNJ1kz Fhhtm/UdxjHh9Jzbwkx7OiYdrg+Oef1XWPeSL3g1uc2rQcBiQqjlSG8WDYp0 gDwgq3QoiAeLQqdAA7W+xt5bcHPk87lX2m2JBg3Nr7JcIf84iMp0uLuvD5YB YaGBd729O3NuMOhg6p/p60HPoINtPKgLp0CDFtNAgAaqtkcYbceSfzOe7g0l 1/vH3B+iovXg3biWWXosIA1cpcGsfG35a35QyJ80QJ/wl+0HpMHEF0ZguwD8 37s9PRdQ4xWet0z+pMEiY2PpWljTwAekCNAA69y6taKw4B/a9kNg7tGCNHAr NPBVbgTu4USDXj8ADbya/PPxr3+ZVuWBCg0aC9ChMKbF476GYGsG9INkosHJ GdqBVY1k4o97ArBO4vEvZWsDUVYvG7QQFCOTmvxL7Rhz9223N1k7Am9H8Ufg eg9QOU/j84drA/9OxXqJr5tC1T8o0MCZIU+EdyU9pHjc95G0b4kaoA8IpkEE /BNAqd/G5fuoWX2RrZ+7vfD64H0odw9C4mvqm2J97BBn9AFcE7dn4F5q/2zu 6Aceq5PbwDuYaHB2gX5Q2mMu6BnYAutHqMtPfN5HoucdzhP/q+IfzT3b0745 7qq6IB3uHzW5H9x+OPVBg1It43z/UK+JrQAxx7h/cjfujfk1/B9txboHSfP2 WT7AfNhmGkjgj6i930I+5qp7xIZeMgfvqRZd87+Pf7Xu7teSHG2bZ26YY1O3 AcoHUqsLFtZfp/s2SJtcj4btsST6OWyPYZG9frWO89j+fKDFwgSfzSz1oeUc cnssg519pcEkh9Gegp5TFzIfZZssFyQUB+5rgrOLwCYfzDEHvible64d4q73 3VT+mNsWiL8c7h649I6KygUdzQaiOrXhDPOQPDcYuGbAvWayR957n/k9ZeKf jE7OOH/0gVYuFywhDhjmwurIi6mes+LO4+hge08ynWrZJ/k/Xk8Sf1UTR5CT cnXxqH+paiJ3Oeyn+ynaPpssep8Q8jSPDV6N+7XoeqFm/xHkBKyJI0McrLWe qTtibV9ueOhn7+Jgzzmu2J9ksXMqfxju47Kc7NH+QRl/1BnjYLSsOMjmlssJ +I5NFff7Y89L6wjK+W12PZ/WQvz9tIDsP8+/1w/JB5b+bppeG5TAjw19GLUG Z9fjzzsl/t7V1ju1n9qg559Q/G/l/H/F/GnOoQV3hx2ft5vTc6lpIOgY8e+L l+7fj58KQACYxHWs/yj/8/yX+f+q+dOcrbiz4/nfLEzqSvV74OoqzoCUQx1D 9V+i8Zfg/+vg7xi4o124FeflehP47pT6HXD1NO6oR/ufFy8dWv9Ijfs4/3V7 kuLfOt9VruSunZuzBfU92UEL0KT+j8it//VnP+6L4bPvLDv+F/BAv43qcGfn CpMGxDk02Hqe+9jv1Vq49v0XNUz+XvP8yKCBV8i9fxnSc5f07L15Oax7cF9S 32kaZH/Dk/Ee13sp+bxY47QXPlRuVZ+BrwC+WN8pP1e8vVXHu1UNZQvqM/o2 8W2v089XPeI598G/hBGv+O+PNmMzNqN4/A9AexV6 "], {{0, 68}, {65, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], Selectable->False], BaseStyle->"ImageGraphics", ImageSizeRaw->{65, 68}, PlotRange->{{0, 65}, {0, 68}}], Scaled[{0.49333580155497714`, 0.5717682253254397}], Center, {1.1979558513699555`, 0.9210339753942228}, {{1., 0.}, {0., 1.}}]}, AspectRatio->1.0295620437956206`, ContentSelectable->True, ImageMargins->0., ImagePadding->{{0., 0.}, {0., 0.}}, ImageSize->{74., 77.5}, PlotRange->{{0., 1.3333333333333335`}, {0., 1.}}, PlotRangePadding->Automatic]],ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzNmV1vFNcZxyc7u7O7fsOk0JtexGr6AfwRfNVKkRr5I9iKWiUXVa00veid 7yvVaqtUbYW0KQVsIDDYgIuN7cGAEU2bTKRQSClmY7ze9a7XXhsMfg2b83/O ec6cM5lFqtSLXsy+z3l+53k/z/548IN3f/KzwQ/ee2ew50fvDw69+947v+j5 4c/fFx+5rzmO85a43u5x8LopXqqHt5xms4kv//dPP6Ant3d/o0GvcL1pfRXU Z4P4V/Ip17dbrTVXRs/x1327ldXhzfDzoaf/uo/Xb5i/7sBC5q8Hth8t+mtz N4Lq36YapdNjzSeFk2Fl/ApW6N1fX/+evPv7EoNl0QopKX9464t7zZL4TFzB 2mwQrM3MBbWpmaB6bRqrpbCc4w5s/+eR3sF35aqvy1V7Dre39Ved8rOwJu62 JbmmJCdNj56QFpA0cRXL5y9iD2C3JQw//eIeVgS/00GfpQeePy6yBFxKCD7G NhrlC76TJSGZYmXialCbJgG4oFbnmCkhY2oGOiZJbVJScXXi6rcleX3PHvy7 f/PTsPfF0hOoAJL9+q0FzxQ6NYMdjTT+/o/ur/f2lDRTcZGS6NHVwkmGhItv NaxOXtPmK1+aaH42+FO+/MXf/2GoOj3Ts7+5OfTsy4cpcEhlp0PhJMXyxz4s Cuc4Kmm+gydPii807n6i7enKR0G+zzpQmF4g3muPFYqA2OK9X/4qDQY3MgXM QMJTEkFp5Tq0AoRuA0FuXiskIx8tInHBFxyXvmsvVvyJ5uJvP9TRICTiezz3 vfhqaWD99gKT8W76dkql3r16fWTzs1CsQ1SghIMw1RGLyl+/taCpspGeEO+N inAzSdMRrpy7YNLAjNgRfoNfQIeg692rreH7VPfXu7upxtKfTjju0Fb4ef/O concVlK5JpHTZSJ5WMb0CL9+4yaWzysnWpueBQnRZKQTgXZo+8uHbEnswEmJ tTeENSsXLjWLv/sQl1+9Mtm3u7oaivhPAuk0QXJgtlyzcnG8uFQ4GVSvXoMk pa6gfOkyYBrFP55wcnRru6keXNgT1ACFACRcGT3bc/DsGUBYJX59bh7eS8HU YZJYEUxRjNtSpAFXEk1OkbXShCQ8UVhF6Wh44+4nFOwp7MfJ4XcUiDsr5SQc 6cwuuY14WxAOwjSUVlw2w8ycNoNCCUuj53EPoaQUypO/nGbtwCfkUnnEHSig R7KIIGASvCdfUSihyv+U2toNFDt9IYlKkCyEMRwuBvNF8mTYIZGJY5k9C78B PBEo3cBnSHPaYa7PItHSHW0mTd4McTJTWbieEDZSn7/d92K5hPdiGRLPiDCf czQSTwoxTAOvoXA27BJWJqgI2uKz8cBhxySxqoQAAyJNsw08vf9Aa6I7QsF2 Bp7dfwAM4CCzmHbx6/O3YBdy2LyV/WFeOC3Si8MeA1txnKRVGhWigUNakM6e xb2wJbbDwQsjIPE5Me+kyq1ES8/ykE8hGrfzLmBTVQSo9LPfyhrk9u+trw8c 7uwMH4hU7MrHocPnz/uwMWpNoiZIuke5IkgEl6iUIuUi8es2Q7mHgspKP4UD AQj6wN46ZXCEq1cmGQaWUUbqfXlwUDjY2mrs1mpOvrlbrQpli5rXL+LHcDuP t1hYuz4LGjxTXZRKAhZQKLXl/p95qOToMtQhLQUuGI8ykOGqPS8PD4P9RsPp kiRF4ZbaUrnI/+KWgvuylXAVNm7fQfOiSNSdKCOxMp0FBcoOfCdYvTwZVMYv I6ikJ8uUgzQLMqzS3Xz5EkTwIehJ7IhIR0SK1YEmd+4htskSwsM53tFpKZ0h zVKTGt2i/N01OyfusKCzkfrNBWLKGQVC0FKYK48HKciIqw2PKVKpC3SNmI4i CmmJcwGCEsJ1ehYZn9OAQmxrjVisXLoiisIpIwOlfeF3UCAQ4Xd8u4hJUJLf KR0SJgOq8o9do9hzmaeWiqvqGnpOUTiinlPVkCQ6YfAzZ7nXwVWoTc/y76Gb UKQKAjmSYNJ0ZFKszTUNKQIJi00qGmccgEyiDqOrVB0Vd6N4bxLBlCikygsY iHC6JZSOhkhHaY5JGBFnCJ3Db9wc5kqoYDrtbPcqmHD5zFnAZCODaZijUXjG YYYR7gIGzwVh91RUWnHYM2G6/nsYw8eRtQjjdQkDwJi5LBgUjhTOcjgULj7W B0MFc+TVMMXSmbNxmIzqs1WwmTCWK6ejDp5huO3qVl9ZB1zprtTMqS6Dmz1e Cq6pRR6TIjlDGUegTP/zxccsckBkopEN5Fs61bvUedjGYyVwmY7jfCt60pE5 NM7xBHMoHNMcwxsLd4JVf9w8QLbAsSoI957Lp8ZMlEyClx5PiOMEEl9QFNbn bzEJNTYxkq7WJI0nH/3VJPEiErQbFCPHE7xCkXBxoOAtj51Dv88kdGaMkXS2 JsHhhUmQdnMJzpKlggCo9tZMxeWPToIJJ77m4q9/g26QmVBE40wdLZk8k4m9 GGXAi/KuZkvTo4eSgOBGC8I1C5pMAlYzjZ6DradRK1utFZf+fEKeGYhZDyYM 5vaWzK7JLMoGdZOotFzKwI+7YWLJ7IIZjMSrogLv9d6oEDt57EuTiAstATfB Q5v//NRfxdAKGDmr2iaplhKEaF1QBtGAB+WL40hNnuwNKF8o1Yklte50nlAh g4qiMaWOcyYmlzo4KEIlqF6+mhSzntXBWMA5mULQaFC/heOaiBTfOOoyLaWN lKQlcrunopKjaWW/mkYCZoeBy8qm0BUva/Be9FmJ3utZ3aE5EnBk05yjEYry BD5KcbIDqbIOmmg7wpw2eAR/hu/xS8Chw0LBRv6DtdUJyhpGeqbtM/jKbOqh RifPIR8deYyuXnfvuNoiO7P2zFBjLWNfSBXQpJ6g7e420BUaOcmyedasYjTK QJuDysJHM3VCtEChBq6JgplNz0cNwAOKLygacaXsBMWFpZOnjUkENVdxqGMq 08dHTqhb5HSpaJN8Vk0cIMgJC6ygfLvnYHMrrpaiMVjkA5AigDqsszt+qgQh cWGEYBw3XB6nGEtlUJHNdeS8R/UfIijD0qnRlgqxceKTDIpCmTMyEG32HFTk lRgsGY1ToVY+Vom8BXXI8W50WNHy86+UTyMMufUMbFBYC+Zp/ICGozR6nlXF WdfM++jWoBbmwtqGoVAKqH4hA6hAs/7tsMm477PIlHTkfr8mDmw1muqRT6PB Zk2BXEGZnT6eeeYqozoLk5slAJBQn18T6nMTCr85CZLf06lIVqTJqcLGnbtk ejkFyfEsBhf7MSITqQ/P0mo57oAYhzHClTNjWC7JkGpAp4a58ElTXTAC8lOe B5XiMKjGUQhx0nUKTbCT45rCdaWFcKwIKSTPGpvaHXOnPf+hhKLqBeTxpImn BWhv0BnDcck9hOYNqXipvaSztVSeEWOUJkxOg2k3WiIsjZ03e3aQjKzfvA3p kkTO0KkXRa1C90eOYHirxWLN0u1pRjr6uf7jQec3OS8xm3mURPYNajwrFIPQ Tg5QQBKOsYUL+ZbKaPnjiwhxN3IMTWb/8WCmXDM/gpjMyc16wgiBEhu6Fhrz E1EG3gLNwWbwlEJNnCNTDSryqAR6RO5GFtFuY/1TY+Vi+Cp1hjILdMUTEwch IgTGQ07uF6fGkfrcDTSYrJQU1QHXzB6JDfxRS0mQDhoylQysTugziQBHN2wX EiEZUtGGUWfjRZvWTYSUof4+zZv20EtuP3wEbt1QGN6s2+Xj5jKe+X8aL4Nn ujMl3d/qtNWfoW9G3UH8Vs6kWBYLwCMgRv39K/+FzoKR7zIzGdn4DfOn5Oy6 x1N/WCf+9+289g1K6UXa\ \>"]], StyleBox[" ", FontColor->RGBColor[ 0.5019607843137255, 0.5019607843137255, 0.5019607843137255]], StyleBox["Join the Conversation ", FontColor->RGBColor[ 0.9019607843137255, 0.9019607843137255, 0.9019607843137255]], "#WolframTechConf" }], "Text", CellFrame->{{0, 0}, {0, 1}}, ShowCellBracket->Automatic, CellMargins->{{80, 80}, {100, 165}}, CellFrameMargins->{{0, 0}, {0, 50}}, CellFrameColor->RGBColor[0.886275, 0.364706, 0.427451], CellChangeTimes->{{3.6216253798451433`*^9, 3.621625396205482*^9}, 3.6216255185076437`*^9, {3.621625573653562*^9, 3.6216256020928392`*^9}, { 3.621625635821653*^9, 3.621625645324601*^9}, {3.621625678952072*^9, 3.62162572395792*^9}, {3.621625867660451*^9, 3.62162588677988*^9}, { 3.621625982321312*^9, 3.621625984476396*^9}, 3.654012182137396*^9, { 3.654012520200539*^9, 3.6540125227874327`*^9}}, TextAlignment->Center, FontFamily->"Arial", FontSize->24, FontColor->GrayLevel[1]], Cell[BoxData[{ RowBox[{ RowBox[{"SetDirectory", "[", RowBox[{"NotebookDirectory", "[", "]"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"bin", "=", RowBox[{"Databin", "[", "\"\<66W7CW2x\>\"", "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{ "Take", " ", "the", " ", "arbitrary", " ", "number", " ", "stored", " ", "and", " ", "convert", " ", "it", " ", "to", " ", "a", " ", "DateObject"}], ",", " ", RowBox[{"then", " ", "a", " ", "string"}]}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"times", "=", RowBox[{ RowBox[{"DateObject", "/@", RowBox[{ RowBox[{"Dataset", "[", "bin", "]"}], "[", RowBox[{"All", ",", "\"\\""}], "]"}]}], "//", "Normal"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "Place", " ", "all", " ", "data", " ", "in", " ", "chronological", " ", "order"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"chronologicalOrdering", "=", RowBox[{"Ordering", "[", "times", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"latestIndex", "=", RowBox[{"chronologicalOrdering", "[", RowBox[{"[", RowBox[{"Length", "[", "times", "]"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"gopDebates", "=", RowBox[{"DateObject", "/@", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\""}], "}"}]}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "Use", " ", "the", " ", "names", " ", "from", " ", "the", " ", "last", " ", "row", " ", "to", " ", "be", " ", "sure", " ", "to", " ", "have", " ", "them", " ", "all"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"names", "=", RowBox[{"Select", "[", RowBox[{ RowBox[{ RowBox[{"Keys", "[", RowBox[{ RowBox[{"Dataset", "[", "bin", "]"}], "[", "latestIndex", "]"}], "]"}], "//", "Normal"}], ",", RowBox[{ RowBox[{"StringContainsQ", "[", RowBox[{"#", ",", "\"\<(\>\""}], "]"}], "&"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"lastNamesWithParty", "=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", "split", "}"}], ",", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"split", "=", RowBox[{"StringSplit", "[", "#", "]"}]}], ";", RowBox[{"StringJoin", "[", RowBox[{ RowBox[{"split", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "\"\< \>\"", ",", RowBox[{"split", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}]}], ")"}], "&"}], "/@", "names"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"lastNamesWithoutParty", "=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", "split", "}"}], ",", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"split", "=", RowBox[{"StringSplit", "[", "#", "]"}]}], ";", RowBox[{"split", "[", RowBox[{"[", "2", "]"}], "]"}]}], ")"}], "&"}], "/@", "names"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "Sort", " ", "names", " ", "in", " ", "alpha", " ", "by", " ", "last", " ", "name"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nameOrdering", "=", RowBox[{"Ordering", "[", "lastNamesWithParty", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"names", "=", RowBox[{"names", "[", RowBox[{"[", "nameOrdering", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"lastNamesWithParty", "=", RowBox[{"lastNamesWithParty", "[", RowBox[{"[", "nameOrdering", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"lastNamesWithoutParty", "=", RowBox[{"lastNamesWithoutParty", "[", RowBox[{"[", "nameOrdering", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Clear", "[", "data", "]"}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"times", "=", RowBox[{"times", "[", RowBox[{"[", "chronologicalOrdering", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"data", "=", RowBox[{"names", "/.", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Dataset", "[", "bin", "]"}], "[", RowBox[{"chronologicalOrdering", ",", "names"}], "]"}], "//", "Normal"}], ")"}]}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"At", " ", "this", " ", "point"}], ",", " ", RowBox[{ "all", " ", "data", " ", "is", " ", "in", " ", "chronological", " ", "order"}]}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"times", "=", RowBox[{"DateString", "/@", "times"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"dayTimes", "=", RowBox[{ RowBox[{ RowBox[{"N", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"AbsoluteTime", "[", "#", "]"}], "-", RowBox[{"AbsoluteTime", "[", RowBox[{"times", "[", RowBox[{"[", RowBox[{"Length", "[", "times", "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{"3600", "*", "24"}], ")"}]}], "]"}], "&"}], "/@", "times"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"InvalidNum", "=", RowBox[{"-", "1"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"data", "=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", RowBox[{"emptyData", ",", "missingData"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"missingData", "=", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"MissingQ", "/@", "#"}], ")"}], "&"}], "/@", RowBox[{"(", "data", ")"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"emptyData", "=", "\[IndentingNewLine]", RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Or", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Length", "[", RowBox[{"data", "[", RowBox[{"[", "j", "]"}], "]"}], "]"}], "<", "i"}], ",", "\[IndentingNewLine]", RowBox[{"missingData", "[", RowBox[{"[", RowBox[{"j", ",", "i"}], "]"}], "]"}]}], "]"}], ",", "\[IndentingNewLine]", "InvalidNum", ",", RowBox[{"ToExpression", "[", RowBox[{"data", "[", RowBox[{"[", RowBox[{"j", ",", "i"}], "]"}], "]"}], "]"}]}], "]"}], "\[IndentingNewLine]", "\[IndentingNewLine]", ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"Length", "[", "names", "]"}]}], "}"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"j", ",", RowBox[{"Length", "[", "data", "]"}]}], "}"}]}], "]"}]}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"firstRecordingDates", "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Flatten", "[", RowBox[{"Position", "[", RowBox[{"#", ",", RowBox[{"_Integer", "?", RowBox[{"(", RowBox[{ RowBox[{"#", ">", "0"}], "&"}], ")"}]}]}], "]"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "&"}], "/@", RowBox[{"Transpose", "[", "data", "]"}]}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "A", " ", "function", " ", "that", " ", "finds", " ", "the", " ", "indices", " ", "of", " ", "all", " ", "elements", " ", "of", " ", "a", " ", "list", " ", "of", " ", "strings", " ", "that", " ", "contain", " ", "a", " ", "particular", " ", RowBox[{"substring", "."}]}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"GetIndicesFromList", "[", RowBox[{"list_List", ",", "str_String"}], "]"}], ":=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", "vals", "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"vals", "=", RowBox[{"Select", "[", RowBox[{"list", ",", RowBox[{ RowBox[{"StringContainsQ", "[", RowBox[{"#", ",", "str"}], "]"}], "&"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Flatten", "[", RowBox[{"Union", "[", RowBox[{ RowBox[{ RowBox[{"Position", "[", RowBox[{"list", ",", "#"}], "]"}], "&"}], "/@", "vals"}], "]"}], "\[IndentingNewLine]", "]"}]}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"Republican", " ", "and", " ", "Democrat", " ", RowBox[{"indices", "."}]}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"all", " ", "=", " ", RowBox[{"Range", "[", RowBox[{"Length", "[", "names", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"reps", "=", RowBox[{"GetIndicesFromList", "[", RowBox[{"names", ",", "\"\<(R)\>\""}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"dems", "=", RowBox[{"GetIndicesFromList", "[", RowBox[{"names", ",", "\"\<(D)\>\""}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "convert", " ", "a", " ", "data", " ", "set", " ", "where", " ", "each", " ", "row", " ", "of", " ", "data", " ", "was", " ", "taken", " ", "at", " ", "the", " ", "same", " ", "time"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ConvertToTimes", "[", RowBox[{"data_List", ",", "times_List"}], "]"}], ":=", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Length", "[", "data", "]"}], "\[NotEqual]", RowBox[{"Length", "[", "times", "]"}]}], ",", RowBox[{"Message", "[", RowBox[{"ConvertToTimes", "::", "illegal"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Table", "[", RowBox[{ RowBox[{"TimeSeries", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"times", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"data", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"Length", "[", "times", "]"}]}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", RowBox[{"Length", "[", RowBox[{"data", "[", RowBox[{"[", "1", "]"}], "]"}], "]"}]}], "}"}]}], "]"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"absoluteDiffData", "=", RowBox[{"Differences", "[", "data", "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"absoluteDiffData", "=", "\[IndentingNewLine]", RowBox[{"Table", "[", RowBox[{ RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"absoluteDiffData", "[", RowBox[{"[", RowBox[{"r", ",", "c"}], "]"}], "]"}], "+", "InvalidNum"}], "\[Equal]", RowBox[{"data", "[", RowBox[{"[", RowBox[{ RowBox[{"r", "+", "1"}], ",", "c"}], "]"}], "]"}]}], ",", "0", ",", RowBox[{"absoluteDiffData", "[", RowBox[{"[", RowBox[{"r", ",", "c"}], "]"}], "]"}]}], "]"}], "\[IndentingNewLine]", ",", RowBox[{"{", RowBox[{"c", ",", RowBox[{"Length", "[", "names", "]"}]}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"r", ",", RowBox[{"Length", "[", "absoluteDiffData", "]"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"percentDiffData", "=", RowBox[{ RowBox[{"absoluteDiffData", "/", RowBox[{"data", "[", RowBox[{"[", RowBox[{"1", ";;", RowBox[{ RowBox[{"Length", "[", "data", "]"}], "-", "1"}]}], "]"}], "]"}]}], "//", "N"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"titles", "=", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\"", ",", "\"\\""}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pieTitles", "=", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\""}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"findIndex", "[", "candidate_String", "]"}], ":=", RowBox[{ RowBox[{"Position", "[", RowBox[{"names", ",", RowBox[{"_String", "?", RowBox[{"(", RowBox[{ RowBox[{"StringContainsQ", "[", RowBox[{"#", ",", "candidate"}], "]"}], "&"}], ")"}]}]}], "]"}], "[", RowBox[{"[", RowBox[{"1", ",", "1"}], "]"}], "]"}]}], "\[IndentingNewLine]", "\[IndentingNewLine]", "\[IndentingNewLine]", "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"graphFn", "[", RowBox[{ "option_Integer", ",", "selection_List", ",", "scale_Integer", ",", RowBox[{"customStyle_List:", RowBox[{"{", RowBox[{ InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.927596, 0.725414, 0.204257], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.6183973333333334, 0.48360933333333334`, 0.13617133333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.927596, 0.725414, 0.204257]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.927596, 0.725414, 0.204257]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.927596, 0.725414, 0.204257], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.027150666666666694`, 0.25700266666666666`, 0.3557893333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.04072600000000004, 0.38550399999999996, 0.533684]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.630091, 0.148196, 0.579461], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.42006066666666664`, 0.09879733333333333, 0.38630733333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.630091, 0.148196, 0.579461]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.630091, 0.148196, 0.579461]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.630091, 0.148196, 0.579461], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.09955000000000003, 0.9795987, 0.9698177], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.06636666666666668, 0.6530658, 0.6465451333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.09955000000000003, 0.9795987, 0.9698177]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.09955000000000003, 0.9795987, 0.9698177]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.09955000000000003, 0.9795987, 0.9698177], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.723598, 0.791043, 0.963806], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.48239866666666664`, 0.5273620000000001, 0.6425373333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.723598, 0.791043, 0.963806]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.723598, 0.791043, 0.963806]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.723598, 0.791043, 0.963806], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[1, 0.998367, 0.434775], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.6666666666666666, 0.665578, 0.28985000000000005`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[1, 0.998367, 0.434775]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[1, 0.998367, 0.434775]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[1, 0.998367, 0.434775], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.45412399999999997`, 0., 0.441245], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.3027493333333333, 0., 0.29416333333333333`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.45412399999999997, 0., 0.441245]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.45412399999999997`, 0., 0.441245]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.45412399999999997`, 0., 0.441245], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0., 0.07322799999999996, 0.848096], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0., 0.04881866666666664, 0.5653973333333333], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0., 0.07322799999999996, 0.848096]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.07322799999999996, 0.848096]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0., 0.07322799999999996, 0.848096], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.873304, 0.150484, 0.255131], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.5822026666666666, 0.10032266666666667`, 0.17008733333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.873304, 0.150484, 0.255131]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.873304, 0.150484, 0.255131]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.873304, 0.150484, 0.255131], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0., 0.0016329999999999956`, 0.565225], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0., 0.0010886666666666638`, 0.3768166666666667], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0., 0.0016329999999999956, 0.565225]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.0016329999999999956`, 0.565225]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0., 0.0016329999999999956`, 0.565225], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.346715, 0.587594, 0.244526], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.23114333333333334`, 0.3917293333333333, 0.16301733333333335`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.346715, 0.587594, 0.244526]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.346715, 0.587594, 0.244526]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.346715, 0.587594, 0.244526], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.48459599999999997`, 0.304672, 0.336278], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.7268939999999999, 0.45700799999999997, 0.504417]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.566842, 0.967407, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.37789466666666666`, 0.644938, 0.6666666666666666], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.566842, 0.967407, 1]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.566842, 0.967407, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.566842, 0.967407, 1], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.563638, 0.606256, 0.935851], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.3757586666666667, 0.4041706666666667, 0.6239006666666667], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.563638, 0.606256, 0.935851]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.563638, 0.606256, 0.935851]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.563638, 0.606256, 0.935851], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.4, 0.8, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.2666666666666667, 0.5333333333333334, 0.6666666666666666], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.4, 0.8, 1]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.4, 0.8, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.4, 0.8, 1], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.782803, 0.164904, 0.400458], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.5218686666666668, 0.109936, 0.266972], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.782803, 0.164904, 0.400458]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.782803, 0.164904, 0.400458]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.782803, 0.164904, 0.400458], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.20956699999999995`, 0.549706, 0.], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.1397113333333333, 0.3664706666666667, 0.], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.20956699999999995, 0.549706, 0.]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.20956699999999995`, 0.549706, 0.]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.20956699999999995`, 0.549706, 0.], Editable->False, Selectable->False]}], "}"}]}], ",", RowBox[{"plotRange_:", "All"}], ",", RowBox[{"highlight_Integer:", "0"}]}], "]"}], ":=", RowBox[{"Module", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"{", RowBox[{ "labels", ",", "plotLabel", ",", "graph", ",", "graphTimes", ",", "fn", ",", "styles", ",", "ordering"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"labels", "=", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Length", "[", "selection", "]"}], "\[Equal]", RowBox[{"Length", "[", "names", "]"}]}], ",", "lastNamesWithParty", ",", "lastNamesWithoutParty"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"plotLabel", "=", RowBox[{"titles", "[", RowBox[{"[", "option", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"graph", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "1"}], ",", "data", ",", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "2"}], ",", "absoluteDiffData", ",", RowBox[{"percentDiffData", "*", "100"}]}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "Sort", " ", "by", " ", "choice", " ", "of", " ", "graph", " ", "to", " ", "make", " ", "colors", " ", "better"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"graph", "=", RowBox[{"graph", "[", RowBox[{"[", RowBox[{"All", ",", "selection"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"labels", "=", RowBox[{"labels", "[", RowBox[{"[", "selection", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"ordering", "=", RowBox[{"Reverse", "[", RowBox[{"Ordering", "[", RowBox[{"graph", "[", RowBox[{"[", RowBox[{"Length", "[", "graph", "]"}], "]"}], "]"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"labels", "=", RowBox[{"labels", "[", RowBox[{"[", "ordering", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"graph", "=", RowBox[{"graph", "[", RowBox[{"[", RowBox[{"All", ",", "ordering"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"graphTimes", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "1"}], ",", "times", ",", RowBox[{"times", "[", RowBox[{"[", RowBox[{"2", ";;"}], "]"}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"fn", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"scale", "\[Equal]", "1"}], ",", "DateListPlot", ",", "DateListLogPlot"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{ "Only", " ", "nicely", " ", "do", " ", "the", " ", "first", " ", "one"}], ",", " ", RowBox[{"dash", " ", "the", " ", RowBox[{"rest", "."}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"styles", "=", RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"findIndex", "[", RowBox[{"labels", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "\[Equal]", "highlight"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"customStyle", "[", RowBox[{"[", RowBox[{"Mod", "[", RowBox[{"i", ",", RowBox[{"Length", "[", "customStyle", "]"}], ",", "1"}], "]"}], "]"}], "]"}], ",", RowBox[{"Thickness", "[", ".015", "]"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"i", "<", "10"}], ",", RowBox[{"customStyle", "[", RowBox[{"[", RowBox[{"Mod", "[", RowBox[{"i", ",", RowBox[{"Length", "[", "customStyle", "]"}], ",", "1"}], "]"}], "]"}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{"Dashed", ",", RowBox[{"customStyle", "[", RowBox[{"[", RowBox[{"Mod", "[", RowBox[{"i", ",", RowBox[{"Length", "[", "customStyle", "]"}], ",", "1"}], "]"}], "]"}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"i", ",", RowBox[{"Length", "[", "selection", "]"}]}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"fn", "[", RowBox[{ RowBox[{"ConvertToTimes", "[", RowBox[{"graph", ",", "graphTimes"}], "]"}], ",", RowBox[{"PlotLegends", "\[Rule]", "labels"}], ",", "\[IndentingNewLine]", RowBox[{"PlotLabel", "\[Rule]", "plotLabel"}], ",", "\[IndentingNewLine]", RowBox[{"PlotRange", "\[Rule]", "plotRange"}], ",", "\[IndentingNewLine]", RowBox[{"PlotStyle", "\[Rule]", "styles"}]}], "]"}]}]}], "]"}]}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"graphFn", "[", RowBox[{"option_Integer", ",", "selection_List", ",", RowBox[{"OptionsPattern", "[", RowBox[{"{", RowBox[{ RowBox[{"Scale", "\[Rule]", "1"}], ",", RowBox[{"CustomStyle", "->", RowBox[{"{", RowBox[{ InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.927596, 0.725414, 0.204257], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.6183973333333334, 0.48360933333333334`, 0.13617133333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.927596, 0.725414, 0.204257]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.927596, 0.725414, 0.204257]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.927596, 0.725414, 0.204257], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.027150666666666694`, 0.25700266666666666`, 0.3557893333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.04072600000000004, 0.38550399999999996, 0.533684]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.630091, 0.148196, 0.579461], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.42006066666666664`, 0.09879733333333333, 0.38630733333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.630091, 0.148196, 0.579461]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.630091, 0.148196, 0.579461]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.630091, 0.148196, 0.579461], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.09955000000000003, 0.9795987, 0.9698177], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.06636666666666668, 0.6530658, 0.6465451333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.09955000000000003, 0.9795987, 0.9698177]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.09955000000000003, 0.9795987, 0.9698177]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.09955000000000003, 0.9795987, 0.9698177], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.723598, 0.791043, 0.963806], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.48239866666666664`, 0.5273620000000001, 0.6425373333333334], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.723598, 0.791043, 0.963806]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.723598, 0.791043, 0.963806]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.723598, 0.791043, 0.963806], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[1, 0.998367, 0.434775], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.6666666666666666, 0.665578, 0.28985000000000005`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[1, 0.998367, 0.434775]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[1, 0.998367, 0.434775]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[1, 0.998367, 0.434775], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.45412399999999997`, 0., 0.441245], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.3027493333333333, 0., 0.29416333333333333`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.45412399999999997, 0., 0.441245]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.45412399999999997`, 0., 0.441245]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.45412399999999997`, 0., 0.441245], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0., 0.07322799999999996, 0.848096], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0., 0.04881866666666664, 0.5653973333333333], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0., 0.07322799999999996, 0.848096]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.07322799999999996, 0.848096]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0., 0.07322799999999996, 0.848096], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.873304, 0.150484, 0.255131], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.5822026666666666, 0.10032266666666667`, 0.17008733333333334`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.873304, 0.150484, 0.255131]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.873304, 0.150484, 0.255131]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.873304, 0.150484, 0.255131], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0., 0.0016329999999999956`, 0.565225], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0., 0.0010886666666666638`, 0.3768166666666667], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0., 0.0016329999999999956, 0.565225]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.0016329999999999956`, 0.565225]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0., 0.0016329999999999956`, 0.565225], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.346715, 0.587594, 0.244526], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.23114333333333334`, 0.3917293333333333, 0.16301733333333335`], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.346715, 0.587594, 0.244526]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.346715, 0.587594, 0.244526]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.346715, 0.587594, 0.244526], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.48459599999999997`, 0.304672, 0.336278], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.7268939999999999, 0.45700799999999997, 0.504417]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.566842, 0.967407, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.37789466666666666`, 0.644938, 0.6666666666666666], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.566842, 0.967407, 1]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.566842, 0.967407, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.566842, 0.967407, 1], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.563638, 0.606256, 0.935851], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.3757586666666667, 0.4041706666666667, 0.6239006666666667], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.563638, 0.606256, 0.935851]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.563638, 0.606256, 0.935851]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.563638, 0.606256, 0.935851], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.4, 0.8, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.2666666666666667, 0.5333333333333334, 0.6666666666666666], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.4, 0.8, 1]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.4, 0.8, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.4, 0.8, 1], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.782803, 0.164904, 0.400458], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[0.5218686666666668, 0.109936, 0.266972], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.782803, 0.164904, 0.400458]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.782803, 0.164904, 0.400458]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.782803, 0.164904, 0.400458], Editable->False, Selectable->False], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{ {GrayLevel[0], RectangleBox[{0, 0}]}, {GrayLevel[0], RectangleBox[{1, -1}]}, {RGBColor[0.20956699999999995`, 0.549706, 0.], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio->1, Frame->True, FrameStyle->RGBColor[ 0.1397113333333333, 0.3664706666666667, 0.], FrameTicks->None, ImageSize-> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], PlotRangePadding->None], "RGBColor[0.20956699999999995, 0.549706, 0.]"], Appearance->None, BaseStyle->{}, BaselinePosition->Baseline, ButtonFunction:>With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.20956699999999995`, 0.549706, 0.]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], DefaultBaseStyle->{}, Evaluator->Automatic, Method->"Preemptive"], RGBColor[0.20956699999999995`, 0.549706, 0.], Editable->False, Selectable->False]}], "}"}]}], ",", RowBox[{"PlotRange", "\[Rule]", "All"}], ",", RowBox[{"Highlight", "\[Rule]", "0"}]}], "}"}], "]"}]}], "]"}], ":=", RowBox[{"graphFn", "[", RowBox[{"option", ",", "selection", ",", RowBox[{"OptionValue", "[", "Scale", "]"}], ",", RowBox[{"OptionValue", "[", "CustomStyle", "]"}], ",", RowBox[{"OptionValue", "[", "PlotRange", "]"}], ",", RowBox[{"OptionValue", "[", "Highlight", "]"}]}], "]"}]}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"pieFn", "[", RowBox[{ "option_Integer", ",", "timestamp_Integer", ",", "selection_List"}], "]"}], ":=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", RowBox[{ "labels", ",", "plotLabel", ",", "graph", ",", "graphTimes", ",", "totalLikes", ",", "labelfn", ",", "ts"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"plotLabel", "=", RowBox[{"pieTitles", "[", RowBox[{"[", "option", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"graph", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[LessEqual]", "2"}], ",", "data", ",", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "3"}], ",", "absoluteDiffData", ",", RowBox[{"percentDiffData", "//", "N"}]}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"graphTimes", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[LessEqual]", "2"}], ",", "times", ",", RowBox[{"times", "[", RowBox[{"[", RowBox[{"2", ";;"}], "]"}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"labels", "=", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Length", "[", "selection", "]"}], "\[Equal]", RowBox[{"Length", "[", "names", "]"}]}], ",", "lastNamesWithParty", ",", "lastNamesWithoutParty"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"ts", "=", RowBox[{"Min", "[", RowBox[{"timestamp", ",", RowBox[{"Length", "[", "graphTimes", "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"totalLikes", "=", RowBox[{"Total", "[", RowBox[{"graph", "[", RowBox[{"[", RowBox[{"ts", ",", "selection"}], "]"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"labelfn", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "1"}], ",", RowBox[{"(", RowBox[{ RowBox[{"Placed", "[", RowBox[{ RowBox[{"Row", "[", RowBox[{"{", RowBox[{ RowBox[{"NumberForm", "[", RowBox[{ RowBox[{"IntegerPart", "[", RowBox[{"#", "/", "1000"}], "]"}], ",", RowBox[{"DigitBlock", "\[Rule]", "3"}]}], "]"}], ",", "\"\\""}], "}"}], "]"}], ",", "\"\\""}], "]"}], "&"}], ")"}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "3"}], ",", "\[IndentingNewLine]", RowBox[{"(", RowBox[{ RowBox[{"Placed", "[", RowBox[{ RowBox[{"Row", "[", RowBox[{"{", RowBox[{ RowBox[{"NumberForm", "[", RowBox[{ RowBox[{"IntegerPart", "[", "#", "]"}], ",", RowBox[{"DigitBlock", "\[Rule]", "3"}]}], "]"}], ",", "\"\<\>\""}], "}"}], "]"}], ",", "\"\\""}], "]"}], "&"}], ")"}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"option", "\[Equal]", "2"}], ",", RowBox[{"(", RowBox[{ RowBox[{"Placed", "[", RowBox[{ RowBox[{"Row", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"N", "[", RowBox[{ RowBox[{"#", "/", "totalLikes"}], ",", "3"}], "]"}], "*", "100"}], ",", "\"\<%\>\""}], "}"}], "]"}], ",", "\"\\""}], "]"}], "&"}], ")"}], ",", "\[IndentingNewLine]", RowBox[{"(", RowBox[{ RowBox[{"Placed", "[", RowBox[{ RowBox[{"Row", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"N", "[", RowBox[{"#", ",", "3"}], "]"}], "*", "100"}], ",", "\"\<%\>\""}], "}"}], "]"}], ",", "\"\\""}], "]"}], "&"}], ")"}]}], "\[IndentingNewLine]", "]"}]}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"PieChart", "[", RowBox[{ RowBox[{"graph", "[", RowBox[{"[", RowBox[{"ts", ",", "selection"}], "]"}], "]"}], ",", RowBox[{"ChartLabels", "\[Rule]", RowBox[{"Placed", "[", RowBox[{ RowBox[{"labels", "[", RowBox[{"[", "selection", "]"}], "]"}], ",", "\"\\""}], "]"}]}], ",", RowBox[{"PlotLabel", "\[Rule]", RowBox[{"plotLabel", "<>", "\"\<\\n\>\"", "<>", RowBox[{"graphTimes", "[", RowBox[{"[", "ts", "]"}], "]"}]}]}], ",", "\[IndentingNewLine]", RowBox[{"LabelingFunction", "\[Rule]", "labelfn"}]}], "\[IndentingNewLine]", "]"}]}]}], "]"}]}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tableFn", "[", RowBox[{ "sort_Integer", ",", "order_Integer", ",", "timestamp_Integer", ",", "selection_List"}], "]"}], ":=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", RowBox[{ "labels", ",", "plotLabel", ",", "graph", ",", "tableData", ",", "ordering"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"plotLabel", "=", RowBox[{"titles", "[", RowBox[{"[", "sort", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"graph", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"sort", "\[Equal]", "1"}], ",", "data", ",", RowBox[{"If", "[", RowBox[{ RowBox[{"sort", "\[Equal]", "2"}], ",", "absoluteDiffData", ",", RowBox[{"percentDiffData", "//", "N"}]}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"labels", "=", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Length", "[", "selection", "]"}], "\[Equal]", RowBox[{"Length", "[", "names", "]"}]}], ",", "lastNamesWithParty", ",", "lastNamesWithoutParty"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"tableData", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{ RowBox[{"timestamp", "+", "1"}], ",", "i"}], "]"}], "]"}], ",", RowBox[{"absoluteDiffData", "[", RowBox[{"[", RowBox[{"timestamp", ",", "i"}], "]"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"percentDiffData", "[", RowBox[{"[", RowBox[{"timestamp", ",", "i"}], "]"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"ToString", "[", RowBox[{ RowBox[{"percentDiffData", "[", RowBox[{"[", RowBox[{"timestamp", ",", "i"}], "]"}], "]"}], "*", "100"}], "]"}], "<>", "\"\<%\>\""}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "selection"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"ordering", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"sort", "\[Equal]", "0"}], ",", "\[IndentingNewLine]", RowBox[{"Ordering", "[", RowBox[{"labels", "[", RowBox[{"[", "selection", "]"}], "]"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Ordering", "[", RowBox[{"tableData", ",", "All", ",", RowBox[{ RowBox[{ RowBox[{"#1", "[", RowBox[{"[", "sort", "]"}], "]"}], ">", RowBox[{"#2", "[", RowBox[{"[", "sort", "]"}], "]"}]}], "&"}]}], "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"ordering", "=", RowBox[{"If", "[", RowBox[{ RowBox[{"order", "\[Equal]", "1"}], ",", "ordering", ",", RowBox[{"Reverse", "[", "ordering", "]"}]}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"Labeled", "[", RowBox[{ RowBox[{"TableForm", "[", RowBox[{ RowBox[{"tableData", "[", RowBox[{"[", RowBox[{"ordering", ",", RowBox[{"{", RowBox[{"1", ",", "2", ",", "4"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"TableHeadings", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"labels", "[", RowBox[{"[", RowBox[{"selection", "[", RowBox[{"[", "ordering", "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\"", ",", "\"\\""}], "}"}]}], "}"}]}]}], "]"}], ",", RowBox[{"\"\\"", "<>", RowBox[{"times", "[", RowBox[{"[", RowBox[{"timestamp", "+", "1"}], "]"}], "]"}], "<>", "\"\<\\n\>\""}], ",", "Top"}], "]"}]}]}], "]"}]}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"leadFn", "[", RowBox[{"one_String", ",", "two_String", ",", "time_"}], "]"}], ":=", RowBox[{"Show", "[", RowBox[{ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"dayTimes", ",", RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", RowBox[{"findIndex", "[", "one", "]"}]}], "]"}], "]"}], "-", RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", RowBox[{"findIndex", "[", "two", "]"}]}], "]"}], "]"}]}]}], "}"}], "//", "Transpose"}], ",", "\[IndentingNewLine]", RowBox[{"PlotLegends", "\[Rule]", RowBox[{"{", "\"\\"", "}"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Plot", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"Normal", "[", RowBox[{"LinearModelFit", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"dayTimes", "[", RowBox[{"[", RowBox[{"time", ";;"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{ RowBox[{"time", ";;"}], ",", RowBox[{"findIndex", "[", "one", "]"}]}], "]"}], "]"}], "-", RowBox[{"data", "[", RowBox[{"[", RowBox[{ RowBox[{"time", ";;"}], ",", RowBox[{"findIndex", "[", "two", "]"}]}], "]"}], "]"}]}]}], "}"}], "//", "Transpose"}], ",", RowBox[{"{", "x", "}"}], ",", "x"}], "]"}], "]"}], "/.", RowBox[{"{", RowBox[{"x", "\[Rule]", "t"}], "}"}]}]}], "}"}], ",", RowBox[{"{", RowBox[{"t", ",", RowBox[{"dayTimes", "[", RowBox[{"[", "time", "]"}], "]"}], ",", "0"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"PlotLegends", "\[Rule]", RowBox[{"{", RowBox[{"\"\\"", ",", RowBox[{"\"\\"", "<>", RowBox[{"ToString", "[", RowBox[{"Abs", "[", RowBox[{"IntegerPart", "[", RowBox[{"dayTimes", "[", RowBox[{"[", "time", "]"}], "]"}], "]"}], "]"}], "]"}], "<>", " ", "\"\< days ago\\nto Present\>\""}]}], "}"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"PlotLabel", "\[Rule]", RowBox[{"one", "<>", "\"\<'s Lead over \>\"", "<>", "two"}]}], ",", "\[IndentingNewLine]", RowBox[{"FrameLabel", "\[Rule]", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\""}], "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Frame", "\[Rule]", "True"}]}], "\[IndentingNewLine]", "]"}]}]}], "Input", Editable->False, CellOpen->False, InitializationCell->True, CellChangeTimes->{{3.654041542443337*^9, 3.6540415451879463`*^9}, { 3.6540415788899193`*^9, 3.654041579205287*^9}, {3.654042070487678*^9, 3.6540420837027473`*^9}, {3.654210141652355*^9, 3.6542101420383883`*^9}, { 3.65422060901303*^9, 3.654220619754662*^9}, {3.654302314860025*^9, 3.654302333910811*^9}, {3.6543024659864187`*^9, 3.654302483724803*^9}, 3.654302549993202*^9}] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["Outline", "Section", CellChangeTimes->{{3.65401277078376*^9, 3.6540127867629423`*^9}, { 3.654012826406287*^9, 3.6540128502650347`*^9}}], Cell[TextData[{ StyleBox["About the Speaker\n\nMathematElection\n\nWolfram Data Drop in \ Practice\n\nExploratory Data Analysis in ", "Subsection"], StyleBox["Mathematica", "Subsection", FontSlant->"Italic"], StyleBox["\n\nCloudDeploy for Live Results\n\nConclusion\n\nQ&A", "Subsection"] }], "Text", CellChangeTimes->{{3.654012852554962*^9, 3.654012976322934*^9}, { 3.6540422828100243`*^9, 3.654042310165802*^9}, {3.654042353948318*^9, 3.654042358683734*^9}, {3.65404315476095*^9, 3.654043158560342*^9}, 3.6540893438608103`*^9, {3.654089723276743*^9, 3.654089734265213*^9}, { 3.6541900738704853`*^9, 3.654190074098262*^9}, {3.6541905925451612`*^9, 3.65419059585505*^9}, {3.654190633038384*^9, 3.6541906487414827`*^9}, 3.654190951667872*^9, {3.654191637355444*^9, 3.654191637653716*^9}, { 3.654210331691266*^9, 3.654210350033152*^9}}] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["About the Speaker", "Section", CellChangeTimes->{ 3.483202458955147*^9, {3.514308340990994*^9, 3.514308352103572*^9}, { 3.654012211653699*^9, 3.654012214371913*^9}}], Cell[TextData[StyleBox["Background", "Subsection"]], "Text", CellChangeTimes->{{3.495209008234375*^9, 3.49520915653125*^9}, 3.495209919765625*^9, 3.4952106014375*^9, {3.4952106824375*^9, 3.495210832234375*^9}, 3.514307848543872*^9, {3.514308058576482*^9, 3.514308065607885*^9}, {3.51430841745117*^9, 3.514308419642997*^9}, { 3.5149152616687326`*^9, 3.514915280523456*^9}, {3.514915328702818*^9, 3.5149153375415287`*^9}, 3.514915444638068*^9, {3.654012216291993*^9, 3.654012227930904*^9}, {3.654012278441531*^9, 3.6540122926470003`*^9}, { 3.654012322856011*^9, 3.654012363842231*^9}, {3.654012400271735*^9, 3.654012404208229*^9}, {3.6540131684641657`*^9, 3.654013169910657*^9}}], Cell[CellGroupData[{ Cell[TextData[StyleBox["Statistics Doctoral Student | University of Texas at \ Austin", FontSize->24]], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.65401321596351*^9}}], Cell[TextData[StyleBox["B.S. Computer Science & B.S. Physics | University of \ Texas at Austin (2015)", FontSize->24]], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.654013220518976*^9}}], Cell[TextData[StyleBox["Undergraduate honors thesis: \ \[OpenCurlyDoubleQuote]Estimating rainfall with neural networks and \ conditional random fields\[CloseCurlyDoubleQuote]", FontSize->24]], "Subitem", CellChangeTimes->{{3.654013178870006*^9, 3.65401327282446*^9}}], Cell[TextData[{ StyleBox["Introduced to ", FontSize->24], StyleBox["Mathematica", FontSize->24, FontSlant->"Italic"], StyleBox[" as data analysis / symbolic mathematics tool in undergraduate \ physics", FontSize->24] }], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.654013275385016*^9}, { 3.6540447401232157`*^9, 3.654044785631928*^9}, {3.654044897842464*^9, 3.6540448978519363`*^9}, {3.654217588873743*^9, 3.654217588881316*^9}}], Cell[TextData[{ StyleBox["Created online textbook ", FontSize->24], StyleBox["Introduction to Data Analysis for Physics ", FontSize->24, FontSlant->"Italic"], StyleBox["focusing on ", FontSize->24], StyleBox["Mathematica", FontSize->24, FontSlant->"Italic"] }], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.654013275385016*^9}, { 3.6540447401232157`*^9, 3.654044785631928*^9}, {3.654044897842464*^9, 3.6540448978519363`*^9}, {3.654217588873743*^9, 3.654217630161498*^9}}], Cell[TextData[{ StyleBox["Designed and taught course to undergraduate physics majors on \ performing data analysis in ", FontSize->24], StyleBox["Mathematica", FontSize->24, FontSlant->"Italic"], StyleBox[" ", FontSize->24] }], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.654013275385016*^9}, { 3.6540447401232157`*^9, 3.654044785631928*^9}, {3.654044897842464*^9, 3.6540448978519363`*^9}, {3.654217588873743*^9, 3.654217657251655*^9}}], Cell[TextData[StyleBox["Software engineering internships at TripAdvisor, \ Applied Research Laboratories, Sandia National Laboratories", FontSize->24]], "Item", CellChangeTimes->{{3.654013178870006*^9, 3.654013275385016*^9}, { 3.6540447401232157`*^9, 3.654044785631928*^9}, {3.654044897842464*^9, 3.654044916855548*^9}, {3.654191646039031*^9, 3.654191649525041*^9}}] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["MathematElection", "Section", CellChangeTimes->{{3.6540413820128937`*^9, 3.654041385605031*^9}}], Cell[CellGroupData[{ Cell["Predictions since 30 Jan 2014...", "Subsection", CellGroupingRules->{GroupTogetherGrouping, 10000.}, CellChangeTimes->{{3.654043713349777*^9, 3.654043748466378*^9}, { 3.654043941139759*^9, 3.654043963303176*^9}, 3.6540441816526737`*^9, { 3.6540447026788397`*^9, 3.654044705551498*^9}}], Cell[TextData[Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsvflvXUd65513+eH9GwaYFwgQID8EAwRIgACDBMjbCBIMgkEaPZkk6KCT dnfcjttxd7rbnR73Esdt93R7tyxLlvdFtnZbkrXvuyiJEsVFJEVSFEVRFPdF oihS3J6X37qqq7rFOuutcxfq+wHKpu4995xTy6nzVNW3nue3v/X9r33n//yt 3/qtH/0/i//52iM/+f9++MNHnv4f//fiP77y9FOPfuv/Wvzj//0/fuu3vrv4 NT4UQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII IYQQQgipUObn52V2dlamp6dlampKJfx979499TkhhBBCCCGEEEIIIYQQQggh hBBCCCmehYUFpcsYGxuT/v5+uXHjhko3b96UgYEBuXXrlszNzZX7NgkhhBBC CCGEEEIIIYQQQgghhBBCSgb0FPBvMTk5qbQT4+PjMjExIXfv3lW+L2ZmZpSe AsfFAT408DvoM6DLaG9vl+bmZmlsbJSmpib1N9KVK1dkcHBQ7ty5Q70GIYQQ QgghhBBCCCGEEEIIIYQQUip62kQ+ez6X8DcpKdBhDA0NSWdnpzQ0NEh9fb20 trbKtWvXlB+M0dFRpaWAliMO0GjAZ8alS5fk1KlTcvToUTl58qTU1NTI2bNn 1f+PHDkix44dk9raWqXXwPkJIYQQQgghhBBCCCGEEEIIIYQQkiEz0yJDPSJ1 B0U+/kUu4W98hu9ISYDfDGg0zp8/r7QT0FVATwG9RktLi/KH0dXVpXxjQM8B Pxm3b99W2grENYF+Y3Z2VvnEgOYDug5oNKDNwLlOnDihzg0NCD7HeaHVwHeH Dx9WWo3e3l51H/DFQQghhBBCCCGEEEIIIYQQQgghhJAMGO4VObJO5LNnRdb8 IJfwNz7Dd6QkQHOBmCTHjx9XCT4woNNA0loLJHx3+vRppbmA3gJ+MKDdQOwS xEvBeaDhgKZD/w5xTnp6emRkZEQdo+Oq4DcdHR3qWjgvtBvXr19Xug9CCCGE EPLwMjc7L7Mz8+r/McPuEUJISWD/RAghhBBCCCGEkKoGvjIGtR+NfxdZ+ZjI G4/nEv7GZ/hukH41smZhYUGGh4eVJkP7toAG4/Lly9Lc3CwXLlxQ2gxoKaC7 QLwS/H3mzBn1HXQYiJECzQYSfG9cvHhRHYffQcfh0l7Ab4bpdwM+N3AuaD0I qUbm5xZktP+O3OwclYHr4yqNDU7K1J2Zct8aIWVlYmxK+q6O5Z+Lkb4JuTtx 76Fb27g3NSu/+Oo6eerPPpJv/M7r0tU0UO5bIgZoj2ufPyo/+sqH8sQfvSMH Pm1Ycgzq8D/+ekO+Dq+yDr3TUXdTfvX1zfI//9NL+fS3//llVSd8ZrKB9svD zdnd7fLo769W/drqH+5ZHKM9ZC/nBLB/Eum/Ni7/+LsrVHv5yV98IpO348VF rQbQ5w3duCU9bcMq9V4ZlYnR4vaQzEzPFZwT/Ss0PpWKLgO8D5BGbk4o26fS oD1Gzu3t4LuLFMB+gZDlCefRsgfv1Mf/cM2Dd+pc6d6psDdLObag/VB6MNf6 8bNHQudaSRmBr4zDn4l8+qzI2z8QWfm4yGuP5hL+xmf4DsfQr0ZmQKOBmCWI OQKdBLQV0FkgtonpHwP/ht7i6tWrSpMB3xt1dXVK02FrOKD1wN/QXkDngd8H xTKBfqOvr0/pM/BbaEWg3XgYQB+18aWT8szX1quxBNIv/3ZTovfRoXWN8uM/ /zj/e/zd3TpUtms1n76ePwbv1oHu8dBz4r42vPjgvp7+y0/lzni4Lgvvz7f/ bb/6Da6B+yo3fV1j8skvjxbM2doJNgDe/2d2tcvt0bvlvuWKA3O+qE/dvlzp 2b/ZKCue2CkfPXNYjmxokqHeh0/ThfEJbGfdrn79D5+X1H5OAp7lne+cV/Z2 0HOBtY0XvvmFeo6j+ovlAOa+v/1fVuXz33Kmp9y39NCA9827Tx/Ilz3apf2+ wTGvPLo9f8znr9csOQ/rMDtQ/ut+fTz0XVqN5T28+K6CfaNtpyTzSqZdhXeg 7zmLarBfXDasnV58ZKt8+vwxqdnZpvQmy5k4fVlS8A7W5/tf/21txdoV5WS5 9k9puH55KJ/nr//2q3JreLLct5Qa1CvW8TAexZxhUN0+9gdvyd4PLyrNRVxg 1771w72B53z/ZweVHiIt0JCg/JF2v38h9XkA6nDPB3Xy5H9913mvuEaljV8f BnsMdWzWw673iqvn5cZyeXed2n65oJ6hByTpeBj6BUKqAd/vr4ft2c5ivBdF Od+ppR5bLBf7oZqIM9dKyoDpR+OTZ0TefHwxfVfk9e+IvPxILuFvfIbvcAz9 amTG3Nyc0mJAfwFtBbQa0GzMzCzdPwc9x8TEhNJs4Bj8Bj43EK/k3LlzKn4J NBp79+6VgwcPqs8Q/+Tu3eAxvb4+/HDgt7h+f3+/+jwL0C9AJjez2AdjW8jk vQW5s5gmF7ObS7nP7y1+n3UvbfdROmH9OQ62nRJmr5TqWh0X+wq+P/FFS+h5 Z+/NFaw5I7WdD9dl3Rq5q97b+vhi56WKAeUCzUjYnG3Y3Bw1mw8w7bIk6bV/ /nJZ7eOLwn4WK9GmRH+z/5P6VPWJ+eHlXJ/Td2fUmufDMr6sJOz3oGv8h2PQ p4SNHViH2XF006XIPqLx+LVy32Ziui4NRtppQez76GImcxbVZL8E2bBhadUP 9ig/TsuROH1ZUg6tr+65qmNbmvP3D91OFve/XPsn+53WevZG5G/sudRKW79P gjlPGydhD2ccXXHDsWuxzxmnzF1AVxFmr8QB/cm2VWcj77ES67ka7bGkfZU9 PuacdiHV/u7SmPmolracFvQ5b35/dz6v6H98Uo39gk/MtfFK7LfJw4Pv91e1 P9tJ7e0sxntRlPOdWuqxRSXbD8u1H48z11puSjGnUHHAN8ahz0Q+e1bk3adE Vj2Z02W89IjIi/+YSy/d12rgOxyDYw/Rr0YWQHsBXQT8Xhw7dkz5s0AMlAWH M3p8Bv0EfgM/GJOTk0q3MT4+LiMjIzIwMCAdHR1SU1Oj/GtAv3H9+nVnzBMN /GxAx3Ht2jWlE0Hq7u5W5w7ywVEMmFeGBuPW9ILcuDUvV0cXFtO8dN1P18bm 5cbteRmenFfHZYndR+kEnSTe4VGY/UfUuK5U10IcA3MNGWOwsLgGtsYWKUpn 21zTU3B8d8tg5P1nAcrN1pgkSZVmC5SbtDoNJPjhqGT/wT7BM2b6p/jeH79X Ue3I1n0nTdW+LzOKah9fVjNom7/+xuehbY06jfJhv1Phawf7C6HbgqYAfuJP f3m5KvsH+/2WpM2Ycwi+xunVZr8E2bBx3ifL0U9TnL4sKZU8VxWHrO9/OfdP yFvS/YnLSqexPlinAR8ars9hh09NBo+fg8Y08POLMYurr4JfwbjMzc7LkY2F uqE0c50YOz33d5ti5b8S7fNqtMeS9lW2znP9b06U6E6rg2p/d2ngq8es52rU /MUl6/201dgv+GQ5vZ9JdeP7/VXtz3ZSezuL8V4U1GlUBsu1H68GnUYltwvv aD8aFw+KfPyMyKrviqz+nsgbi/9/+VsPNBo64bM37h+DY/Gbi/Sr4RtoJODz AjFMEKekoaFBxTtJA3QV0GtAn4FYKDhXHJ0GNBm4B8Q9yVqnMTe/oHxm9E0s SEPfvNRcX0w9D/5/tmdOGvrnpGt0Tu7MlEengZTGD0XY+75U17LHXY/83spQ HYjt4xEJtkhYX/jFG2cK5sni6Ex8E7QW/fmKGrUmoDUDmEfDfs622l5Z/8KJ Aj8gy77PT4g9p7nltdNyrXlQ+WjR6dKp63Jsc7P87L9/tqTs4ev8YQBas30f 16u9J0h4fsO0UKXG9UxDrwU9lY5tjXaPdQ18ZvtYXk52qItqH19WO+f3X5Gt b+aeHWgCbf/l1GmUD3sup+lkd7lvyRuVpNOoRvvFfi6xnx33Bf9r2jZAfNNf fX3zknzh/bIcdZxRfVlSqn1OIuv7X879U5p32nKaPzTbDnwFYX8j9DfatoY+ 2uUjDuMUF7DTEefKXpuYvPVg/gp96wc/P1Q4/o2IY3j5XK+seWqfilvqGpMn nevEfb78T9uWnAdxo6EZ0fmH7d53dUzZ69qOrxSq0R5L2lehreD9jL4ebQ7v PvKAan93adCnbn71tKpnPMsjNyfKfUuZkfU6TTX2Cz5ZTu9nUt34fn9V+7Od 5v59j/eioE6jMliu/Th1GhWG7Udj9ZMiKx67r9H45lKdBj7DdzhmNf1qZAVi jsCXBnxg1NbWKn8Yd+6kj+sMjUdTU5M6H7QfiI0SFvdkdnZWxsbGpL29XQ4d OpR53JPZ+cU8Ty9I5+i8HO6cle2XF2Rb65xsb138e/H/Oy/PypGuOWnqn1M+ N7LE7KP0/Ld+b0PfAH1EEHWHrhYcb54jSqeR9bXMfg37zeAzIyj/iHduzw9h /j0o7hrmlH7+Vw/W6F97fEdZ1qgxf2XeM8ojKJ8mWPfAfjv8ptL8IJQbex2r /UJ4XNYda2oLjsfcBikvLk0XxhZxwHob+phK3K/nE+hTqnl8udyhTqN89LQP F9gByylmRSXpNKrRfrGfy2f/ZmNg3BXEdDc1JUgPi46zGKp9TsK8/yx8lC7n /ok6jUYVJynK9oROwuxXgp4Tu7/HuV1jVVc8p7C+2IyB5UOnAW2b/S6AHqma qEZ7LOu+6mGj2t9dDyPUaWTLcno/E2JS7fNo1dA3UadRGSzXfrzadBrL1k7X fjTq4Efj30XefDynu9B+NF74h/uxTr5ZmPAZvsv71Xgy91uco45+NXwxOjoq 58+fV/oI6Ct6e3tlejp9ucIPBrQeOOeZM2fUOeFjY2Zmqc8D+MuAJgQ+N+CD A740oBWBbiMroNMYn1qQy8PzsqttVja2iGxoXpD1TXOy/tK8bGyakV3ts3Kh d07GpkrrTwO+UM35knN7O5y/s/fp/OBPP4ic/y/ltcy5TKQgfx1hfjowz+7i 1sjdgpgP8PlaDuy5utp98daiNcjHqW2tsTQm8KuLvV2Ii31ia4vKM6432h9P T4W1FST7nFgXP7OrXZ0T99J7ZSRRHnyTdB3Ljv8R9x1fbHmmxVUPmBNuPn09 Xw+4j7GB9PUaBq6FWNnIr8439oOa+/uKBfoq05ffez89kOj32PN8/PPm0P16 GJ/1dY0pPX7D8WtSf7RL5Qt9BvYexdVtucoP/+5uHZKze9rzZYTzBq0HBoF7 uNExkj/P2d3t6jxos3a/F3d8hrVV9NO4J7QX6F/wzJRinzjqA/nBnnVd3l1N AzI+NFlRvlzious+aN3kYddp+O6r4gJfSbpM4Rce94Bxkb6fsP4Oe0ug7dP9 Ov6Pexzqve31HtNSSTqNUtovvrCfy6i5FLRVM4/4bdJ+PA6++mX0pbDJ0L8i tZ67ITc7RyP3rof1ZS6gLUDsQNTfycWEa+m4MFqDk2SuqpLsU+z1j+o/immz y7l/sm037W/fzJudP3v+0NQ4DN24pTT+qDuUG2zNsBghQZTCbk0C2o/pswdj ENe+gp3vnC8om7B6tuN/HlhbH3hsWHyWpHOddpxSaI98v9OTkLYvTWuP+bSp lX202K+iP4WdjP4bcZCC3jlp+6ok4z4ffU61zB8ErbPg/dnZ0J+/V5QBxnhJ KeW8gdkOgshy/BoX2BIYF8Ke1HYL+mbovOLYqLgvsy/VsRDC3jlJKFe/gPpD fwB/sLBDddng7562YdXvJiWNfXilvq/gHaTbqq/ytUF7gN1QzLs6y7FnKZ9h Vz7QH6Mv0s8n7gPzKKUaR/nKP+wdtG09/4Y6xvMB/2NRJGlzvufRcF3cN95X uvzxf7y74tSB7pftY9PYumnsbfP7qPv1MU+atXbBfDdjLKr7WVwHY9Kkcx7F 1G9W9gN+P9I3ofpiPX+q+2/Td2kYPvrxcq17hBE216rnKUwbsxxj5aznFCoC +L44/JnIp8+KvP0DkZXfFXn9O0v9aLh0GqZfDfwGv8U5cK7D9KtRLPBZAd8V p06dkmPHjklnZ6fyh1GML4t79+7JwMCA8tGBc0L/Ad0GtBf2eREPpa+vTy5c uKCOg66jra2tKH8eUWidRtvwvOyGTqNZZMOleVnfOKu0GpuaZmR3+6ycv1F6 nQb8WH30zOH8v7Ff0dX3mnPsmCPC+z2pTiPLa9kxnBHzwNWPmXs6MVbDmq55 fy7M+wnz1aHvwxyjYQ7Klw4RfrbNcsD4yTd4f8PHWdicHPyJYPzmAmWOss/P /X3aoGyGT58/Fni+Vx/7smx7BLPWaRRbngA2jj5W7+dFOcPeseM7v/jIVvU+ t9shYn3A3kBZB861rqgJtIntet2+6lxovmGHrfjuzvC53ZDrJcH2Cw6Nly8w 1giKE24m2LEHP2sIzY9Zjy988wtVj7Bb7T3YOqE/w/xKHGBXBp0H6ZmvrU/U zq8ujuNtXZ2Z0A/i2Q6aizOfK9NXUWdjv9rjad6rveaA9Vj4AI8q740vn1Jj kTTYz32QRg/5M2O6Y8zhAs+5GUdn9/uF75JjWx6staln2Gon5dBp2OfTvoTQ TyDexBN/9E5BfesyMmMMBa0XmfmK6jd891VxsdtAWFuz3+HIF8ZxYc8c7j/M f3RQ2WBsi/3LZrtztak0eSynTqMU9otvkuo07LaMOtTH+6jvYvtlzcUjXQX9 lSshFuCFg51LzhXVl5mgLw+zA2wNdlT5VpJ9Cm1nnP4jTj/pYjn3T/Z4LSqZ GgKzXFCuai7w3A35/p+8H/hMxPWvVkq7NSkbXzpZUOe2Dw7bBol6lmzbRsU+ Cek3zDlCe60ziU7D1GUhBe3XyJpi+9Kk9pivvhtgDsIVa8s819rnjqo1E5C2 r7LzGPbOzqLPqfT5A9NGwvODNdGw99MvvroudKyv8TFvkARTsxU0Z5Xl+DUK tIvtq8+Fti3zunr90T6Hy5duUIrqD4Modb+AthL1zjLzhDhSUaSxD23dX1TC XEAxoF/AHEDYNfDODIvTkOXYs9TPsPl8YsyCfMNmC+uLxgb9zjtmkX/Ye2Hv OiSMIxCXGToBkyTvL+BzHg1lFXU+PPdY4w/Luz62GFu3GHs7znjP5zxpVjqN qPaIezPn9qPmPHzUr2/7AX2XPaYOSp/88qhzTOqjHy9135cEe04H49aJ0alQ 2wDxGIPaId5D5rMVpncHYbZW1nMKFQF8XQxpPxq/EFn5z4vp8cVKeUzkpUfu +9H4B0e8Ezv9Q+5Y/Aa/xTlwLpwT5x6iX400wJcF4pF0d3crPcXx48eVLw3o LBaKEAdBi6F9ZEB3AR8Z8K0B/QU0IfDfAc3G8PCwOgZ6DlwbOg38jWNwD1lh 6zQ2XMr50ljXMCPrGmfzOo1y+NPY9e55NZY3n3/Y6PZvTDvJ9ZtYOo2Mr2X2 s+jDYJvYmHNEODc0hvn35DfcMXq/eONM/pioeC24pqlX9RlPwVwfQ/LtUxs6 S/Pew5Jat7vYt+QcLn+6ccbWqK84umjfJF3Hso8/sqEp8Fgf5QkKbLnFNgot vDn2MJO2a+12GDep/b+OZ8Cu17B5WfOZikpYCw4bK8bBtithU/nC9s8clTCO C9Iq23sS49YP5nGCQL2YWrO4Kaidq/mwkLG9nTCfEeV/G7YotDRBc0lmH4m2 nSQf6359PEWtLvWRFLTGZLct6AxdYH3H7OfsecKosWe5dBpmG8S7GHOhUW3G Xr8Pe7/F6Td891VxSbIOauYRz/fL/7Qt1m/Rr2OfS5yywXN38fDVwHOl8c9Y STqNrO2XLEiq08BcpjlPYvrTKKa+ffXLSd8Xruc77jxa3OfLTGHnqzT79NC6 cB8DUeUYxXLunzCfnqTPN89tl0uQLWynw+uDbXVQars1CXY/5Jqjs9+jep94 2DnNMXOSmDppfQfb+g7s1SiFbzYTX31pXHvM1/X0uWCrJu130vZVdpsKymNW fY6+n6hzlmv+IMrPTFD5wudJEL7mDZIQ5qMoKK8+xq9xQbvA3EeScrZj0rra VlhKu0ZY6n4h6bsUCe+6oHtKax8mtfeKGb9iPTLuex99Q5A2LKuxZzme4dR9 Ube7L0oz7+g7/9CBJcmPPe8S9/3lex4Na7fQrsQ9D+YZXfiydYuxt+OM97Ka J/Wl04CtHKU7cz0bQXMevurXt/1g71mMc65hy19Esf14Ofq+JNhjl2LbrP1s RY2FwmytrOcUKgLlR2PdfT8a/5rzhfHaozm9RZgmI0y7obQaj973q/Gv9/1q rKNfjRQgDgnikVy+fFlpKU6fPq20E8VoNAB+D60G/HLAPwc0GtCBHD58WPnt OHv2rPoM/4c+A9fG/xsaGpRGAzFXoCHJikrWaaBPscdA5h5AYPcr0J7ZcUbi 6DSyvBaAnzLzOPgus+/H3KeNvdFYX9P/Nvd9azCv9PO/+ix/zLtPHwj1N2SP 0XzG9bLfn7hfX/sVMO6x50Ow3gA/uhjTQVtta3hd+y6i3oF4L0MT6pp72bbq rJe8JMEuU72n3AXaiqmbDNMz+ipPoG25OLaPfp7sdmgnfGfvhzSfC5u487Lw cWefDzphrMkh3zvW1C4pl2Ljr7nG2tA5+8C2m1Bu0BuseWqfvPStbQVr/VHt OMomhx1o+jDQKWyssuHFk0uOR/ni/lY+uct5vrA+1HU+9JnQ6KP+oMGOk98k tr62N+3Yn/o77AvUvpjs/KSNLWj360F7p+y47EH6PzPeQZq1zUrwpxGVgnQa UXsOkuar2L4qLnHbqNkv2+tMZvvZ++FF+fKtc84+wTVXnXS8aM87p8ljOXUa WdovWZFUp2H7xbX9aaStb1/9srlHLt92F+1x7H3Z8trpJXNPrnqPM4827LB/ 9LU+/PfD8su/3eTMc9D5KtE+tXVHYSnNOuJy7p98+dNwJexhe+rPPlryedi8 Vjns1iTY70jXc5ImPmcSzaVJWp0GdCDmPer5a+wTxTgfPpqRYE+hntP46o/C V18a1x7zdT2UOfyc2cdiHyv8TcA+tu0k3X+n7avi5LGUfU6lzR/EGdO51ofw mWvO3+e8QRLixKLPYvwaF5fGAv38Wz/cq8a68O/huidzfJDUn4bSRWToT8NX v+Bag0VdqDmA7+1y2lpxfKbkn+OY9mHSfdhp9Tt4h9j5Rb+Adfb9n9SrvRuu Ps01V5fF2LNcz3DY84nyCXo+g/Yeppl39Jl/l52H82x65ZTaTwK/S/Z17Get mGcx7Twa+nU7fzgX9nsi/4ij4tKLudqTL1u3GHs7zngvq3lSH+8O9OEu/yNo Sx/8/JC6P5c9EfQe9Fm/vu0Hu73guYcdhnpY8cRO+fGff7zkXPY4pph+vFx9 XxLi2JgoM1ebcMVUt/uYpDoNM+9ZzymUne4WkfP7RD76xaIx9oTImidF3vyX XOySV7+dS6/906Kx9+1cTJN8nBNDp/HS/Xgnr9w/Vv8O58C5cE6cG9fAtXBN EhvEHIE/i4sXLyqdBGKPjI8H68qTMjs7q3xnXL16VWpra5VWQyf4zsA18Tf0 IY2NjdLT0yOTk9nrkSpdpwFsn9Ta/rDHNnqPTpz5/1JeC+AdYR5nz1OZc+ja jrF9xdo+nOy5r6g9oFn603CtYyLBfwD8ucGHVBrJk2uvAuK2uY6D/RZmawW9 A+HjCroZfX/af1653zt224IOB/YExspIWO/HXOLb/7Z/iW0RFP/GZ3mCIFuu wDbc066eL/wedmnQ+BPHmLHhoAve/Eqh70jXmnWceVk77jTuz6WVxTXf+Ulh eRbjAz+ozaEOmk50qzWjtHv2YHOjPHCeIFsSfgjtOB6uduyqR4yzMCdt3h/i ENrjGtechmsMhz7PrjvMa5i+C4P6UFuLDZveFVcE7cf00+rahxk2vsT8U+2+ DuUzFXH48MyhTdhzRNg36JonQ1xOPa5O608D7Hi7tqDO7NieuDZi6Nj37xpv mT6XXOs31abTwL2c+KJF9S1oU3gvIy6xnZcsdRpp+6qkmLEgzTicLhAP1rw+ 5m/svQ2ufXKucXXYeBHPFzRCKH/EyMQ7/sKBzsR5qySdRlb2S5Yk1WmYMV2R zD3taevbV79sP2eutgvgexV+EzCf4kNzpu8Z/bYJfgc/03iGo85XyfapqeXT sWR9spz7p6B42SZ2ebpsC5QLfMaa9YN2Cz/N5nEun7TlsluTYMcKcb1H7X4i zr2l7ePT6jTsusP7PCrGHWwPX/6Rfdq4cewxn9ez5010P2jbP2j32h61+++k fVWcPJaiz6nU+QPXmA7vKswjmXmzx4hIKDcT3/MGSUir0yhm/JoE5BnjRrxn ULYurTzasl0uQXMZpq7I5Xeo2H0jpewX8F6CdgnjWcxJBe35td9diBMRdt9p 7UPTJya+HxtYaq8UY+evfb5Qv4L1ejveBewKW1Pi8rOaxTxZuZ7hsL7IvE/4 MrKPQ18a53y6ToPmHX3l334PYO0U+k3XeZA/HafG5U8j6ln0PY9m7+1Bu3PF 3rHfCa6YIr5t3TT2dhzdRFbzpD50Gva8Iu4Bsext0P9+9r+PFxznyovP+vVp PwD0//BRh/V+9F+ufhbrZLZmxxW7JGk/Xs6+LwlBNibsAMxRmDamfZ+u8bdP nYYm6zmFsvHpcyIf/Vxk5RMib38/l976nsjqJ0VW/cv99MR9HxuPibzs8LHx so5z8t3csfp3OAfOpc+La+BauCaJzcTEhLS0tEhNTY1Kra2t6jNfwK8GfHYg BsrQ0JDShHR0dKjrIL4J/HhAw3Hz5k0VBwUxWOCHI2uqQadh7y/W7xT4MDL7 lKH7PpKK0WlkcS1gay5wbfM90n9tvKDvwzVtHxvYt22C97lpK+IcYdi6Vd9a QdtniJ1wj1gnRNxG+LHHGnXUmMguX9e71cQsL2ixzTGzXefIv8sm0pjxJX36 HolLGt/c2pYK0t/4LE9g23KoY9hhYeuTtu2AcXyQ70d7PTrtOrJ5n7jHIB2L vqb9rBaz3mo+20EJunPs5YXWKmg+Iy3mXGWceS6UD8YPQc8mxk9hfZ5rbxDG SEFAoxY2XrX3K6EdhsV1HbY1cVb8H9dzhTZjz6eYmFriOOMz6AaK8adgr6li zdDEfB+Z6eP/OFJwnL2fMEprVck6DRU/3DFfGJSXLHQaxfZVSYmbH9tuwbst TIOJOMZRz7A9XoTtgHbpi0rSaYAs7JcsSaLTQN9mz3+Yut409e2zX7b3IR7b 3ByZd+hUMUdtEtWX2ftxUJ9h8wzm3KfrfJVun5rlkYWPheXcP6V5p9ntAfOk dhvVIP/m/Gal2a1xsPeoBY1D0/T1dttyzcW6SKvTsPUmSVJQrIy4+LZxo9qu z+vZa8tImLsPA3POWDsx10KS9lVRecy6z6n0+QP7+Qlro3ZMR7vv8D1vkISk Oo1ix69ZYu6NTzvWKoZS9gtJQFszfUPY+fZlH8ZpS2mx982F9WH2WNF1L77H nuV8hu2+qMGxBq+x+yKX5iTNvKOv/NtzKnF8tUEvZuuK4jyLPufRbN82q36w J3T8ao+H7Tko37ZuGnvbp24i6TxpsddzrcfYcT5MMKcYdn++69en/ZAE9HFm W4nSL8Xpx8vZ9yXBfv9jXSAsDt3Bzwpj+tj6pyx0GlnPKZQNaCbW/0pkyysi W1+30opc2viCyAc/XeyYv5/zkQHfGWbCZ/gOx+BY/Tv7fLgGrkWdRiKgjYAP Dfi1qKurk+7ubqWVyALoL+C/A9ccHBxU8U2g3YAu5N690mruq0GnAUzf7UjX mgcL9glj37OmGJ1GFtfSmFpr20e9OUcEbbTGfJfa9qp5T0G+pkoN3n9meUQl vAsw5gqKV27aqXHeCZ0N/YHvGbvOsYcmDHOtNI4OxjdpdRo62WNZ3+UJzHc2 2nScuNi27RAWzwXAL1lBO7f8IEbNbdj2cJy5D1Mz6mO9FXtUXP71wtLGl04W 7VtZa/rNduya6zfrUWnTQmxse87E9uNj+w7CnpIk8ZjsPtReW4sav9nzxnZ9 m88VyiNqThmYOg2Xfwvf2Ptobf9LQftJ7PeKfR7XPtZq0GnAf0kcstZpFNtX JSVufux3RdS7zfbxbj+jdtlExTxOQ6XpNIBP+yVr4ug0MHeD+Sf73YN9LaY+ IU19++yX7fVe136rOET1Zba/bjv+YJLzVYN9mkU85aDzL7f+qVidBsojTPtp z/fbe2orwW4NA+822+9x0D2m6ettP7uufXUu0q51mv6x8TyZf2PsDR01/DO7 /IybezfS4NvGLaVNbcd+dflfjkPSvioqj1n3OZU+f5BkTGfnzezLs5g3SELS tYNix69ZYvbP6Dvtdc1y6zR890NxQFtCfZn6EDuGsy/7MEudhj0mj/IZZfsg itLaFTP2LPczXGxfFOY3L868o8/8Y57d1BSlXZOOehZ9z6OZ9lSUZlGfz+wn w96vxdq6ce7fha/xTZp5Up+6ECT4iA0jqu/yXb++7IckoDzt97NLU5GkHy93 35eEpDZmVMzJrHUaWY8xSwpikFy/LHKjXeTmFRhDuf+bqeW0yI63cr4wVn9P 5PXHChM+w3c4Bsfav9fnxDVwLcY9SQR0Eog5cvjwYeVXA//OUjMxPz+vYqHg GtPT0+r/0G8slHiDXrXoNILieLneqcXqNHxfS2Pr+OGDUd+Lqd8zdYumrWbG MbT3itj7qMsJfC8libWJBN2gbWvb2n7UF94b0Fs6U9+EGsuYdWXOjSQdAxez juQD+/rwMYlYv2bC3CHiuwXFVDfHs77LEyyx5WK8s5Pa41FxquPoNEy7D+fD OYLyjXaIdXF9PNa0fGigMCeDWKpJngvl57oufHwOsD8NdjpibSCmIcaRrhh2 QeWdxPay68/eT2C326j5iqTzrRhPoW266g7lgPrDPE++b7TGhOb5XL5aXdj+ BNFfwZbPShtnP6vmGN3s+1HH0MGb7yuzvO28uuLgVoNOI64P96x1GsX2VUmJ mx/bD2TUmlHUGn/S8WIaKlGnAXzZL1nj8imgYwIjBfX/ORt2JPRccerbZ79s v6ORvnzrXOJ6jdJVmHmE37EoeyXqfJVun1aKTqMa+ycfOo2w/t/OgxlHXV+/ EuxWF/a6mr7/IN80afr6qP1+QaTWaVjrbNBm2H7ZzfzY/r6K2UPo28YtpU1t 6xH0vEZSfOs0su5zKn3+IGl5mnuFbJ2G73mDJPheO4gavxYD+j+0f8Sj/eiZ w/LCN79QtpjLDkszl1EspR5rm2BvQ1ttr9LcI1Yv5qxcmrc478K09mGWOg1z jiDOuzdqDc3n2LPcz3DSvsh890ftD4sz7+gz/65xF3wXmHEJ4pD0WSx2Hs3W tuhnOOjZhm8HU4drx5/xaevGuX8XSdtVKedJk9x7nHnIqL7Ld/36sh9coK1A p4I+b+X3dintxGN/8JazHlzv56Q6jXL2fUlI+v631w5tDQp1Gp4ZXuyDD68X Wf+8yLs/Fln5L4UJn+E7HDNcmrijDwuIR9Lb2ysnTpyQo0ePSldXl4pPUoq4 I+WmWnQa4NzeDmc/jvigpn1UrE7D97U08Ntq2gRaPw3ds943Zft3teOl6D1F to89VzywcoNxGebWEB8OsdWCtAQ6wb+UqQEPis+YJJn1UW3zLEvGzA3h+8mg Z9717vmC35gxy3yXJ0jzzi52/GnbDlH1WqxfEh/rrSaYy+m7Opa3UzFeCBor 6BTk7/r8/itL9jQmrUO7jJPOc9nlberE44w/kowv0yR7TJhmrsbeZ2QmrPdt XXlG6et8rtWa+Tb7RjzPur1gPgh5M+PTmnNlpt/+oHXJatBpxD1fpek0ip0H jHs+c44wbjwz89y2P66s54tBpeo0NMXaL1kTFMs0LMFmhP/UqHPFqW+f/bLL x69OeP4wF4H9RmgzYT5Iw/oyex9cnLX9sPNVg31aKTqNauyffOg0krx/7Dm2 SrNbzfs21+Z0vzIxGmznpYp7sq6wbdmxl8Pur1idBq4XZbfC1jPH4MWUt28b t5Q2NdakzWc7ju45qgx86DTK3eeUe/4gaXmaflFMXUsW8wZJyFqn4ePdAX0W 9AdR43i7f046l1EspR5rA/QH5lpSnBTlu8xMSezDrHQauD+Mr/W54+zZttcP 1//mRMH3Psee5X6Gk/ZF5nwL8hK2PyzNu6LY/Nu+vnTCmi58buHdg/1VZlyv qHuyy9fnPFqasaKdwvZjFWvrxikPF3HbQTnmSaMwY2DF6S/CyjuL+vVlP9h5 sGPkRSXXOzBJ2yt335eENO9/xHjTx9v6QOo0PAPtxdGNIpt+I/LhT0Xe+mFh wmf4DsdQp+ENaDFu3bolV65ckWPHjimfGohFAn8XDwPVpNMw9Qxmuto0UHCc D52Gz2tp7BiCuD7uY6B7PP+Za5xj+mrW/t8RF9XsT+POYZUb5E1rWl3vTtMH pY/3a6MRB7Ha5lnSXn/HmtqC3+16L9dmfJcnoE7DH7gGytcc7+uEOQrbB++W 105H3rurvrPWaZjztnHmQqLaQ5BmLm7SWgZN2rkac69qWML+qZ624VjnDMOO z6LnKo5//kB7oZ9txNXRn+nYJ/bcVlDsEOo0/OWrXDqNhmPXCo6L01/teLu2 oM2Yvlao03CTxH7JmiRzM+iToNkK6tfT1Lfvfhntz2VzuxJsnKSaMzt+b1It ShY6jazt00rRaVRj/1RqnYZdP5Vot2IMC99e5nWwhoB9aGGY9kncskzbx/vS acQpO9vPWlq7x3dfWkqb2pcPMd86jXL3OeWeP0hanvYzqv26ZjFvkIRK12lg XcSc1wtK9n7hStRp+O6HYCvHifdql42rDn3Yh1nqNNa/cCJ/btc8rus3pk9k Fdc6QR9uk7VOo5hnOGlfBL8r5rXtmGfl0GmY+Ycd9M5P9sf6HXxtuDQWUfXr cx4Nbc2O+Zg0wQeFiU9bN055uIgzd1WuedIwbI1WnHNF6TR8168v+0Fj2mNB CfOcttaxEnQaxfR9SSh2vwzetaY2jDoNzwzfEDm+WeTzVxYfuGdE3v1JYcJn +A7HDEfHUye52CLQYSC+CHxmIL7I1NRUQRofH5fu7m6pr6+XI0eOSE1NjfT3 9xcco+OS4DzLTb9RTToNYO4PRlK2reVr1IdOw+e1TL5440xBnzozPVcwNrI1 1cDU1eIecO/mecL8zVYyyAf2fpvlZ/vCNt8x0GFirXT/J/WxEtYlx4cKff9V 0zxL2utjPsq0dXQ+fZcnqEadBuInJ8k3/N6U2hY5s6vQ5zPmP8xn3PYJrerz 77eovgS6r7sT9/K6WmgGfI4/omy/pPPrUe3Bziv8nWIMG7f+oKUP8oGUdK4G vpR/8dV1sWx7XLcY7HLBGrAZD9iMwWXrCuG3D+8qly8mG+o0/OWrXDoNc39P tayD2uvm9rg+jHLpNEyi7JdSXN+sI9ThteZB1d/rNHA99y5Ieq449e27XwZ4 x9k+wYLSj//84yW+pZPoKnzrNCrRPq0UnUY19k+VptMot92KZ+3lf9pWcE/a v3IU2FtnjknizHua+8RKodNIui4CzJgfxdg9vvvSUtrUlarTKHefU+75g2LX WXS8zSzmDZJQyToNtIkPfn5oiW0C/w6wZ+FbHnauHrvbPoIqTafhs1+wfQEj YcyKc6JtwR+R3k8Qd92yWPswS52GuSei0nUapX6Gi+2L7P2Rxb4rfOUf7T2O Dgn1gXm5sHsK823jQ6eB2Ojm+XD+JPnH2NKkGnQa5ZwnDSNOedhE6TR8168v +wHA/rfrAfOVGKMgX/DFh7jgwI5x5VunUeq+LwnUaVQ48JFxcqvI9jdE1v1K 5MNfFCZ8hu9wDP1pRLKw2ODv3r0rt2/fVlqM4eFhuXnzpvT09Kh048YNlTo7 O+X8+fPKl8bBgwfl1KlT0t7env8e8VDwO/jYwHlwzuUUD6XadBp2H+6K2eZL p+HrWiamHwwkxD9Y+/wDHaRr/sp8x6EfxrjP9B3l0nZUC7CTzDI2Yw3a6zjb VxcXg7ra5lnSXt9+N+s9977LE1SjTiNovbqSMNfjkUy/vbZfHiQ7tqCJ7/Wc JP404vgbTrKvAOdDOy4GH3M1uAfEIcK9YX+py9+tPc+bFHvuB+Mw2OBmzBNT u7PJiH2CvT0YW+hj1Xtj0l1u1Gn4y1e5dBpJnzlgroPZWs9yrIMmuYavtaFi CbNfssauI3XteT/zRnHqwne/bKL9lkCjjL4M/ZLdvyLt+7i+4HdJ/GkUG/ek GuzTStFpLIf+qdw6jXLarWjrZswgJKzBxY1xkbSvt+MuJ+nj07YNcz8EUlQ8 eGDv+zXnppPguy8tpU1txxeplLgn5e5zyj1/UMw6i1mPWcwbJKGSdRp2LGOU W5gvxWLnMoqllP1C8+nrBe3/ma+tD4wDkXR/eVr7MEudhnn/ceOemHWdZdyT cj/DSfsiU//oeqckPV/W+Ydt0lzTozRILz6y1dkW7X2evt9fUToNs31irGhr 5JNS6TqNcs+ThpGmv4jSafiuX1/2A9j48qmCskWfHXQ+3zqNcvd9SSh2HsZu R9RpeGZkcXxX86XIzrdENr8k8ulzhQmf4TscM5JuLLjcgBYDmgn4uoB+YmJi QmkpRkZGZGBgQPnJQDyTjo4OuXz5sjQ3N0tTU5NKly5dUgl+NBDrBDqNo0eP ysmTJ+XixYv575Hwu9bWVnWea9euSV9fnwwNDcno6Ki6Hq6L6+M+qk3DUW06 DXDp1HWlqQ7aL+RLp+HrWiZ4d5n6W5xbz38FxS8x90VDjw5bw+x7k+xDrTRQ HuY4F3WibVnb9rBjPySl2uZZ0l7fbmM6n77LE1SDTsNeSzu5rTV5RksM8vSD P/3AaffadifW78MotU4DPif0d6bPh7jns+/PtP/jnC+KrOZqsI7yo698WFDW xfrLM/cEYp7r1GLb1f/GnICJWU7YS2T6ZDH7VZvlpNMw1wweJp2G/cz1dY2F njdq3qQc/jTgHzbO+wjHmL737ZicpSTMfsmaNHty4p4rTn377pejQHvZ+U7h Xkp732JYX5bG/vF9vjCy1mnEmQtMynLun+y+v/VstB9Tn3PXlWK3Ykxq+w2G LaL3v8UBZWn6+0Jsv7B+Et+Ze42T9G1p2wb6LzOPF490Rf7G3neR1u7x3ZeW 0qa2fYp0twxG/8hB0r4qMo9l7nPKPX+QdGxu285aF5XFvEESKlmnYe8hDlsH tO8zzlzGtlVnU9+bi1L2C3Z7wn6zINLEAbCJYx+abSmudisuZn4f+b2Vysdl GFHt0OfYs9zPcNK+yPQX7dJoJj1fqfMPfR/6AnMe1s5H0vdXsfNoSdtnFFnr NOLY20l09KWeJ40iaX1Elbfv+vVpP5ixvO39ZTZx3s9J+vFy931JSGpj2vs5 i431mtTWymJOoaIZ7Rc5u1tk73siW1eIbHihMOEzfIdjRit/P3ApgC4C/jKg yYB+AloM6C7OnDkjJ06cULqLw4cPq4S/EdPk3LlzKp09e1Yl+NLAb6DNwL9x DP6vj8O54GPj+PHj6hxI+BvaDnyP30LDgevD58adO3eqKjZKNeo0ovCp0/Bx Lfu6Zr9qjymC3l9BscfS7CXFNXTyBdYTYVsnXaOwNQWmptwVf727dSj1PVbb PEva65tru0gH1ub2FPguT1ANOg37emhv+KwUYGwFX9FxfM+b4Dl67u82Oecb 7PxEzd/b88+Z6zSsuauofcsYT4S1h572Qn+EqOti7OysdBrgZmdhWaeds9b0 Xxt39vtINzpGCo61Y5+YCTrDIJaTTsPcwxWke9QsJ52G/a6I8rF1a+Ruob7g 8R0Fz1Qp1kFtWyiuLWPH9fKh6c/Cfsmacus0fPfLae7T1sVE6SrM+SLM70T5 OzJjH0at21WifWr6WYfWu9i5uyXnX8b9kz3HhbhjUficuy6n3aqBv3HbV9ir j32Zauxo7qmLmlu196nH8X2jSds2bPspaj4ZmONy3C/uOw2++9Iou8Xn9exn G/PgaUjaV0Xlsdx9TrnnD5KM6fAO/f6fvO9s+1nMGyShknUa5r3FWUs17Ymg uQxzTendpw94talK2S+YdRK1bujLlo2yD+36wvjaF2Z+kaL2aMD/gnk8fPGb +NZplPMZTvJ82vNBruPT6DTKkX/zebf9qybRTMWxgaLm0UxfUaq9hcwJxcG3 TiONvZ0kLmWp50mjMP0gIEX5bzPnFl3l7bt+s7IfonQSdjuO0mlE9ePl7vuS kNTGtMdJto1r692jbOCoNgaynlOoaMYGRM7vW3x4PxbZsVpky6uFCZ/hOxwz NhB9vioA/jAWYhqBOG5mZkb5rbh165aKY4KYJFevXlX+LqCzgG4CmgpoKY4c OaL0FNBrwEcG9BYNDQ3qWCTtKwPaDmgsrl+/rnxvQHPR0tKSP66xsVHq6urU uaHN0PoPJPjgwLmh68D18buuri6lGxkbG1Oajenp6cS6DRxfKq2HrdNYr3Qa s9RpeLyWjak7NFNYH6p9spp2DFISPZttt/jUk+u++6k/+0jFA4gD3iF2vOPT X14uOMbeq4P3QpDvRBPsbccYtxT7YY5/3lxwnK89EPb14/jhhQbZblemv2Sf 5QmqQacB9nxQV5Bv+FSOWpPDeWHbH/ysITJPQeg6xH0jJmLcdUD7frF/XL8q 7fEM4pYHAVsZ9eZz/BFnH4g53x3WzyBP8EMXdn8ubduJrS2B96fBHnv0qR0X +wo+T6rT0D64Ma6Kqj/EvEz6PojKgx3j1x4HmZixT8z3ha3pMFlOOg27zzzx hbud6GfbPLaadRr2eMwVD1eDvMPvZNi7pRTroMDWFGINMKzvwX2tfHJXrDoG cd/NWdkvwG5DvrRh5dZp+OyXMc8CH7UD18PnzXFNMxaUneeovsxub2Fzn7in qPniSrdP0R7195jPgq9wnyzn/gnzT+a7N8zO0vieuy6X3QoQe922O1DOadft 8Lyb59ry2unAY+19CXZ8+jCKaRvmPl4ke+3MxLb1ipmz9G3jRtktPq/n8i8e 5eOz98qI/OKr6wrWrZL2VVF5LHefk2RuyH7O42iEojD75qiYaMc2F9pJ9hqP 73mDJFSyTsNeSw1bW4QOyBwXB81lmPGelL7Bo6+4UvYL5jxn1PN81fAd4KpD X/ahve8hzlpwXFC/pmYbPi2D6g6fm3HEXHMkvsee5XyG4/ZFrn7YVUdp5h19 5R9+xFB32BMShflOS+pPw/c8Gt615rwh7gd9axRo1yue2LlE0+7b1k1jbyfx p1HqedIobF1I2FoO8rLiuztDy9t3/fqyH2ztYdQ7De8b81yu93PSfjyrvs+3 3WY/J2HzEzj27X/bX3B9W39iny9ML4k9bYjNFPVMZz2nUNFAe1G32I8c/kxk 9zsi21YWJnyG73DMMtBpQIcAfxhIccBxiDOCWCaIWwJthNZMQC8BfQZ8Y0BX Aa0F9Bs3b95U8Umg6UAsFMQogf8NJGg9kHTMEiToKvBvfYw+Dr/DtXU8FWg6 EAMFOg/thwN6Da3fwL1A29He3q5ipExOTsaOh4Lj9P3E1bAUA3Ua2V/LxvYt qP8O87MKn4FaN2fadkk0AXbcL59x3W0tOfz/Y41kePG+7WYMO7fh+LUC/aV+ x9nvb9e4EfYqbGTbbsD7sf3CzXy9lspvqZ13X3PG9vVh+0yMTsnY4KSMD03K yM0JNW691jyoNACmLRRkm/osTzvvlazTsG1YJPhu7ru61BcufF/U7uvIx7DY /GrwfHIUdh3i/ne8XavWzW17CWUH/wtYq7R/Y9pCtnYZCVpq89nBM2b7XfQ1 /ogzz4U8mtfEeBPtVDM1OSMXD19dUidB92fb2UgfP3vE2X/B3sQahc572D67 uDoN/WwhHxcOdDr3taKNmbFJi9lfaWLv2Qyz3813iy5b2OYz08H2x3LSadhr Jygv+CbX7yA8F00nupfEp/GVr3LpNAD2b9l5tzUH6CM++9/Hl7x37bFlqXQa tk2ChP7PNfbDZ9jjah6LZxx9SRBx381Z2S+uPC4XnQbw1S+bfTJ+Dx/1ruFP /dGuwmtZvmyj+jLb/wkS1ovNd/Fgzy1Z+/xS/3VBfWMl26c9bYX7Y+FPxIxX gfk/vJd97Jldbv2Tax+Wvf6M9WYzz77nrstlt9rtBglzgsgPxh1hCf00/m+3 KZe/L+hJbJ8F0EZE1X8Y9rxwkrZh709D2v3+hSX10lF3c0k/UmyMO582bhy7 xef17GcbSemarXLDPIbuW+35h6R9VZw8lrPPiTt/YOtJfPVndt98dk/7ElsJ 5Ys5pCibyve8QRIqWaeB58LsL+zxBsA62N4Pl+7NipMXJIz1zDJGHxWkN4qi lP1Cw7HCZw+6BdhWJrDzTF1KUB36sg9dPqpM7QfaLuZg0urtNrx4ckmeMVdn gvaAd7h5nGuPXhbzZOV6hs17w5w31jeHrLEV2pI9vgtaV0wz7+gr/+b6P95R WMt1rWHDNjRtN/udEqd+fc+j2evKSLC37PkslBVszI0vnXS+q4FvWzeNvR3W Dso9TxqF673/q7/fUlDO+Nv0XxBV3j7r16f9YPeL6MMnbz3QhaAcYZfZ5RH0 fk7aj2fR92Vht9nPAPYNQS9szyuhrsy5ZqQXvvnFkrzYuk8k7PlEH6YZ6ZtY ok8Pa2NZzylUNOOLfW/dQZGj60X2fySy653ChM/wHY4ZL86XdqmB9gB+JaB7 gN4B2gnoF3p6euTGjRsqXgg+x/dTU1NKw6H9Z0DjAN8U8J3R1tamdBHQRMBf BhK0GtBJwFcGdBE4J84PvcXsbPz4qXHBfeEecU/IgxlvBTFT4MND+/KADw5o SnAM9B3QfOj8hZULjoceBb+xy8U3MBtuTS1Iu4570jQv6xoZ98TntWzsd4zu E8N8tLtsDqQ4PhaCruvT57/tw8tOmDvEe8TUkJsp5zPSved72NCo2L+B/m/N U/vkl3+7acn3tj612nUaSRPGiK4Y0r7K0857Jes0gD1voBPuBVrlld/b5Wyf Pvfb2AnjLpQ5yjboGNd+FntfsFl/Qc9YWHn7nudyrYfpe3zsD95KfH9Ajylc fctbP9yrNOFP/NE7kedLo9Owx4/6efj0+WNqnc/eV4/kKwaC9qVkpiD/GK61 ENMXi4vlpNOw91MlSdWu07DXp3RCn7Dr3fOqPbr6fdde5VLpNEBQv4x+Au8h 3L/ruUZKEg88LB9Z2i/L1Z+Gxke/7LJ1UGawRbDe/NEzh5e8T1COtr/TOO+x HWtqnfeLORHX8xF1vkq2T2H/uWJhYZ1At+Vi9NrLvX9y2Vlol+gL9L2u+/Xx /PG+565BOezWYsceQW3KtZ6Pfn7tc0fVM+6q/6g45dpnEs6jk+sa5ndh42aX v0vcF+Y7MSf9s/++dC4ZNlbSmFkufNm4ce0WX9dDW0YZuMoN/R98YNnnsZ+P pH1VnDyWs8+JO39g78NXuvzFd0qx2LaPWZ5v/3jfEr9kOgXZVD7nDZJQyTqN oPGGfkcE2a1hebH3WZtlrM+HNd80ZVrKfsH2B2Cew3x/ulKYTsMs46T2YVB9 Yb3NbLtxfCW4cOkqkbBfCu+Vd36yf8l3djyMpHWliWOLlesZDuqLdHuA7e36 DnrIqPMlGff4yL9r/h6/x7sB/kxhD+Ke7HOc2dVecC9x6tf3PBrWe23fVzrh vYD8v/StbUvKyNWesrB1k9rbSf0nmnWd9TxpHKDpC3omwuo3qLx91q9P+8H1 TtPncj1vZnK9n9P04777vizstqC5Zn2PH/z80BJ9Rv7aAX4tgso+KgW1sazn FCoardM4vlHk8DqRg2sLEz7Dd1Wm04C2AH4qoD9AHBEdmwQ6BvjBQILWAp/j e+gxoEmARgNaCMQRgTZDxzPB8Yg/gs/g0wI+M+AvAz4vcB38Fr434vqvSJsn aECgsYDfC2hCcH3cB3QnWk9i3jPirpj5w/0FlYv2y2GXC67lG+g07twTuTJS GTqNtPtgTOLqNEp1Lde17TmNOHuG7D1+0APCjotLlv40Ghzzb3ETxnuu/WEm 2EPg2gMdluyxbNI6r2adxucrakJtSB/laec9iU7DbIeR4891heNPu80mqVfX PrioVMy+RNhtrnF7nATbDPtDXGBO2NYHx03Fjj9sf4JB5d1l+TIt5v40iHFQ 7Pns8WVUH4j2Bc1wkmvCZnVppNJg79mKelfYsU+ifALG0WlEPV9Jn+koijnf UMB4zE627tFHvqL6qqQkPR/G6UHjZ1f/ErQG5ss+isvZ3e2Jn2t73stF3Hdz lvaL3V/6srvsOipWp1FMfRfbL6exdVy+9eO8x/DudK0pRqWw8q1k+xT7oMLu oyidxjLvn4LijgX1KUlsiyTPb6nt1qx0GsC15y8oxYmxHbYGFKfvsVE+xFed i30u7A0sdr7exIeNm8Ru8XE9gH7VtQ4Z1kbseeAkfVXcPJarz4nbP2MtwTwu SlcdlzTPRVicH+Br3iAJcfrULMavccF6TZoxflBeUPd23Cc7pbX1St0vtNW6 1yGjUhydRlQKir1k+8yPk48k4BlxrWO5EsYO8I/rIquxZzme4TR9UVjsrGLW y4vNv8sHZFRy+T+NW7++59Fc/qOiUhx/Gj5s3aT2dlQ7KOc8aVxs/3Fp68Ms Qx/169t+gF+6NPUQ9H5O04/77PuysNuCdMVhCTZrV0hcSJzT9mcSlGzdSVAb y3JOoaKB9uLCgUXjaJPIsY2LD+/6woTP8B2OqQKdBvxOQC8B/YKOVQIdAnxN HD58OK9fwP/xb3yO7+EXAz4xtP+MCxcu5H1UwI8GYpsgrgmOwbmh56gk7Pgs 0Gcgjzp/iMsCLUd/f7/ym4HYKdCdoAzMckEyywW/yyLP2AKC5aTusQXZ0z4r G1Xck8V+vv6efNYwU3Kdhjl/uuu9C6nOY+vHXHtnSnktF7bOE/1oFPZeJOjr ktgJSeLdpQFrh8g/5q3irJMhPi3idcTdh4Q6w5pjlB2HNdWaHW0FfrX0700N ZlSdww4w8wH/di7sukwSiyaMnvalvoeDEmwP5A3zmnHfj8WWJ9B72fRxcXUa ZjsM0sxrTJvAtffArtcv3wqO6QbQTvd9XB/ZRrFvBHaej/iw8H8A7UxUWSNB R425bNM3mYuo+WRoBeB/zFznh03n2iuWpB7tOJIH1tYHHos18yC7GPeEZ8c+ X1R7wLwY/FhE2YnYE4R4fbbtbPbZQXtZbHL+ETvkub8L134jr+inffp8s+N/ R7Vv04eLa0+RTVTdx3m+7Gc6iZ8nF0n7CBuMx2zfsmaZYAyKfEGfniRfxfZV SUl7PmgYwvq3VT/YEzmvkuRd6QP0Fehzo/pH7OWLilOtSfJuzsp+ycrusm1Y xItJu6fbR30X3y+PqNjUUWUPvXJQ2437HsO1YQMEXQP+l+Gv2nz+ouztSrVP AfqtoLnlYvqph6F/wrs/bN4T84+aJLaF7ZM26vktpd0aZw40LEXlHbHHwp4T 2FHYaxgH+LJOen9RPjoAnhmX7wyd0KcXq0cNoti+NKk9Vuz1TFC2YXYyxjc7 3zkf+HzH7auS5rHUfU7c/tmeQ09q6wZhvgtxH9gDG/a8Id5FHHzMGyTB7FOD 9iZlNX6NC9qkHbPBTGg3uG9zDg9tefK2O+43yjhMJ6HeFSl1GqXuF2DXuXwB I2E+Aj7X8W4zfXhgT7H9LvRhH2owJxK09wL3VOwziHdvlNYP+Y7y+5LV2LPU z7C95ou6DqpHPCvwxR9GmnlHk2Lzj/YF/yhRv0c7xjyuiyTPYhbzaNBZ2DGW 7fSDP/1AxWxy+frOytZNYm/HaQflmidNAjRJQc8DfM0gJohpk8cZaxVbv1nY D4gZHZRPHVsFfafp6yTs/ZymH/fV92Vht9k2JsoV/k/C+peovlITZk/AXw1i kqGf0Z9F7QPPak6BlA5oCeBfArFIEA8E+gPoEerq6pT+AhoF6BWgPYBfDOgz 4D8C2gToMpC0bgE+JaDNgHYDGgj4r4BPCvi0WKiwIDg6Xgt8XyDOCWKXdHZ2 qvxBbwH9Bf6PstB6DPwbehTET3GVi/bLgf9D14Ey8BkDZW7xVH0TC7L/ilun sattVs7fyF6nQZYX6OOxz7TjYp9cOnVdpdZzN5R9h1jKxZ4b9i9sW9gHeGcg ZqevPewPGw9jeeLVAV9h0MWiXaKdIu+Ire1DmxEE9Be4Lq6Fa+O5wP+xvp5m /U7P/2DN8Pz+K2p+O2iPRrnAHA7mSXF/8BGCPqBYP9Ez03NK/4LyQ3vF3h3o irG+lqVZgNiL6NdwPd2vVWKZk1wMToz90O4wRsTY1Yd/8mpAx+jU+cfzh2ev 0tsp7hvxp/FMXTjYqe4d8xiIi1nK91GW9styxke/jGMxd6bfj0iof9/vZcwl 4N2p301ocz40NJVoT6mYxIvPFewM6JzQjoPWiUpBtfVPmK/DWivqEXWbtZ0Y RLns1izAPCvygfpHwnNeafWPNRn0Ybg/tFW0UbSBUkw9ldrG9Xk9jHNwLrRP 9Kv6PHHIqq+qtD7HjmeL9QmfvllsMHbBmo+2q+BHLK7m1UUlvufKCdY5EKdS jzfQ5otpt2ivKF/YPniWUFflKNti+wUcgzkA3c/jmSvGnvNlH+L9g+cB5Ypy 9t2v4nnDs6HtS/wfOjZ8XimU4hk2dRrP/s1GVcbo57DGiHpEP48+HtqFUlNs /vXv8Y7TbbHY5z6ILObRMAZCHWAchPtGPvAslXNsAHzb25U+T6r3iej6xZzH sIf4Zz7r14f9gHy2X7iZrwfks1h7Om0/nvbZL7XdZo5BkPAOSTNPgfprrunJ tzGcp5hnoNLmFEgyoKW4cmVxXHv2rPIJAQ0G/Etcv35d6QygY4CeAbFD8G8c i2N27dolO3fulD179sihQ4fU76FXGBoaUr4qqg3EN7l9+7bSXkBjoTUr+/bt kx07dqh84jNoV5BHs1zgO0P/DhqN/fv3qzJCLBic02dsl8E7C3IAOo1mkQ2X 5vNxT7Zcml38fE4a++elSEktIYQQQgghhBBCCCEPHeb+RaSoGIWEEFJtZBEv ghBCygHtNlLtQD8wODio/GBAo4FYJdBajIyM5HUI2h+E1jFAe4C4Jrt371Ya BugSoF1AfBBoPqDRqDTfGXGB3w/4/zB1Fzqve/fuVeWE/N+5c0flUSf9O/jl wPc6bgx8kiCuCsrSF0E6ja0tM3L82py0D83JxL3qLH9CCCGEEEIIIYQQQsoF 9pSavqIraZ89IYT4gDoNQshygXYbqWagv5icnFTxOxDTA7oCxD6BzwzoDkzw b2gTbt68KS0tLfm4ILW1tfnfQNMRC2g4Zu6J3L0jMnkbzn5y6e6EyL1pONny m1H4spi+e/9at3IJf+OzuVkJcroD3QW0J4jjouOZnDlzRv0bcWLgR8OlR4FW Q/vV0L5J8JkvoNM42AmdxoLSaaxvnJX1TXOyvXVWzvTMy7WxxXplV0QIIYQQ QgghhBBCSGwwzff+zw7m5/u3rTpb7lsihBDvUKdBCFkO0G4j1Q78XgwMDCjd BTQX0CDg37beAn40oDOAXwj4k8Cxp0+fVvqDvr4+pd/Ab2L70JhdPP/ogMiN KyJdl0Q6LuZSd6vI8M2cXmPeU+xWaD6gyRjoXjx/i0hnYy7h7/5rCHqU04w4 7h06FmgxxsbGlI+MixcvKq3G8ePHVd6hWcH3NvgM5dLY2Ki0LyhX6Dp8AZ3G kauzsrFpVvnRWNcwK+sbczqNmuvz0jVKnQYhhBBCCCGEEEIIIUmYvjsjj/7+ ajXX//XfflX50iaEkOWGqdP4j7/eQJ0GIaQqod1Gqh3E4tD6A/h+gK4AcU1M oL2Az43r169LfX29HD58WGkVcGyQTiEQaC9mFo8fHxK51izSdErk4mGR2n25 1HAsp9eAfgI+L0J8XcQCepDbIyK9nSKXa0Xqj4hcOJBL+Lv1nMj1tpxmZHoq 8DRapwK/I9BcoAy0n4yhoaElGhUcD+3K1atXlU4Dug6UFT73wdDkgpzsnpMt l2ZUzBNoNDY0zVOnQQghhBBCCCGEEEJISu5Nzcqap/bJiid2ytaVZ4qaliSE kEpl74cX8zqN7/3xe9RpEEKqEtptDwH7PxbZ/uZiWpVL+Heciu7vEjm2SWTd r0Te/pHIG98Vee07Iq8vpjefFHn/aZGda0R6LmeehTCgJbh8+bLykXH+/Hnp 6OhQmgwNtAfQIAwODkpdXZ3yo3Hy5Eml0YDfjaC4H4Egpgn8ZVxtyukzanaI nNomcnJrLp3eLnJml8ilUyI3r4pMjCPgSrrM4b7we1wLmoyzu3Pnt691/oBI e53IreFcfJQAEPcFGhZoNVAW0GpAf4Hyg68Mlw8SaDNwDHQt+B3Kdt6Dn5DR qQU5d2NOvrw8IxubcjoNHfeEOg1CCCGEEEIIIYQQQgghhLgY7r0t9Ue7pOH4 Nem42Ffu2yGEEEKW0ndV5KVvFqZXHxWZCfa7kAuG8/TS34WlD34K5yyly5fB xMSEinly9uxZ5VMDvjVMnQa0CSMjI0q/AX0G9AZh8T4imZzI+dGARgP6DGhZ 7HR0o8iZnTlfF/3doX4uAkE9IJbJUK9I43GRE18snnuz41pIi5/XHcrpQu7e CY23ov1qoJxqamqUrwyUHcoHGg5TswI9Rn9/v/K7gePgWwPl7UOnMTa1IBd6 52R3+6xsappRvjQ2XJqXL1tn5VzPvFwfm5e71GkQQgghhBBCCCGEEEIIIYQQ QgipBiZGRc7vy/m+sDUV8IuB9f8gsE6/+vvJdBpIq/81F+OjxMCfRltbm/Kl ceHCBaU3wGfm9+3t7UqLAL0BjoH2ILEfDc3txbJtPn1fo+HQTegEXQXioFyp z8U/SQp8cNwazcU0Ob8/d62jLk3I/XRuj0hng8hIX87nR+ipZ5VWo7OzU2pr a/Najb6+vnz8E+2H5MaNG8oHiW9/GrZOY/19ncautlmp75uTgYkFmfYTYoUQ QgghhBBCCCGEEEIIIYQQQgjJhroD0XqK1x+LodP41+Q6DaSTX5Qur/e5e/eu 8g0BXxrwDwFfGdAgQGcAPQLinUCLAJ0B/g+fEPhNasaHcjFI4DMDyaXROL55 MW3JxSZpqclpO5KCOhruE+moz8U7CbqW6b/j8jmRge5Yvk1QNqOjo0rXonUY 0LOMjY0pnxvQYsB3BsoL30Hj0tvbK/fu3Uunb7GATqOud072aH8alxZkY/OC 7G6blebBeRmZXJCZ4uUghBBCCCGEEEIIIYQQQgghhBBCSHZkodN47VGRT58T OfCJyJH1IltXiLz8Lfe5oRcoMfCLAT8Qly5dUnqCM2fOKG0GPtc+I/A5tAj4 G7E9oENITVydBvxfwKfGpVMit0ZSZGxKZLBHpO28yJld3nUa2l/G0NCQ8jFy /PjxvI5lamoqr3FBTBmUHfxtDA8Pe/GlAaDTqL85J/s6ZmVzPu5JTqdxeWhe xu4uyCx1GoQQQgghhBBCCCGEEEIIIYQQQioZxL7wpdNA7BPoEVzcGhZ59Z8q QqdhxvAw9RiIbYI4HY2NjSquh9ZvFK0zGF/Me8Ox4Dgk+bRF5NR2kZYz6fxp IHbJ8E2RjouF/jSOO2KtKJ3GrpymA9oOaDxiAt8iV65ckXPnzimtRl1dndJu wK8G/GtAu3Hq1CnlpwQaF1/cWsxey8C8HOqcky+aZ2Wj8qchSqfRNjwv41PU aRBCCCGEEEIIIYQQQgghhBBCCKlwrjaKvPsTkQ9/nkurvpdcpxGHuVmRlU9U hE5DxzeBtkDHN4HmAHoD/Bt+IBAPpbm5Wek5iga+MeAjA74yjjk0Ezoh5sn5 fSJX6kXupLgufH7gdz3tIrX7HvjvCNJpQMtxpSEXKyVB/WqfGq2trXmdS1tb m4qHAn0GPkNZdnd3FxcvxmLi3oJcGZmXk93zsrVFxz2hToMQQgghhBBCCCGE EEIIIYQQQkgV03jcj05j5KbIzU6R7haR2r0ibz+19LwvP5Lzs1EmJicnlf8H 6DJOnDihfGgcOnRI/d3Q0CDXr19X8TyKv9Btka5LInWHRE5uc/vUOL4lp5to PSvS1xUrDskS4NcE9QSfGtCFnP4yd14z/on6e3NOE3LxiMiNDpHbY3AyEvsy 8C8C/QXKB2W1f/9+5XsEWheUIbQa8LcxOjqqNB2+mFw8VdfovNRcn5ftrbNK o7GpJafT6Biel9vT1afTQJWtff6o/OgrH8oTf/SOHPi0ody3RBJybm+HPP6H a+SpP/tIVv9wj8zPLZT7lhRsW6SSwXPz6O+vfvDczJfuubk3NSu/+Oo6de1v /M7r0tU0ULJrE0IIIYQQQgghhBBCCCGEOKk7ULxOY3xI5OVvRcdTObc7u3zE AD41RkZGVMwTaDUOHjwoe/bsUbE88Nn4+LjMwUdFsUCrgDK51ixSuz8X3+To pgf+LqCbOL1dpOmESP81kbt3cr4x0oDFWehCoL9oOilS86XIkQ0ProUEvx4X DuT8diAmy+xM7ncJgFYDPjWgzdi7d6/s27dPaTRQjtC+IAYKNBoLCc8bhkun gbS3bVZ9fndmQeaqUKfxyqPb5X/+p5dU+vz1Gi/nfPfpA/lz/uPvrpA749Me 7pa4OLSuMV/W/+u/ra0onYbvtkUePnqvjObbENKu9y54OW85n5upOzPy7f+y Kn/9ljM9Jbs2IYQQQgghhBBCCCGEEEKIE186jVe+Ha7RgE6gzEBDAC0BtBqI 4XHy5Mm8TqO3t1fu3bvnR2eAc0ALMTYo0lEv0nBsMf8HRc7vz6WLh0WaT4tc v5wu3okNrnV7JKfVaKnJlbW+Vt3BnB4E8U4Ge7CxOPVlEBOmvr5e+SCBTgO+ NRD/ZHh42KsfDQ10GtfG5uVMT06nAV8aSPs7ZqVnfF7uzS1IZayQxwdN47V/ /jJ0LX367ozad66PaT17I/Kc5vr813/7Vbk1PJlVFsqOuY6MvN4e9RdrJw6H 1leuTiOqbRESxfXLQwU6DVc7SvMMlvO5sftU6jQIIYQQQgghhBBCCCGEEFJ2 fOg0EPMkjj+NrSuyy0dMoMOYnp6WwcFBaW5uVj41oNfAv336gsjHJIEOY6Q/ 5zejtyOX8Dc0HHcnRObixx8JvRa0GpOL5xsbWDx/dy4GDRL+HukTmRjPaTTm 0zugmJiYkJaWFqmpqVHp0qVLeY2G17K7D3Qa3ePzcu5GYdyTA1dmpX+i+jQa IK5OI8neb5zz19/4/KHRaZjryNRpPIA6DeKDrkuDBTqN9b85seSYNM8gdRqE EEIIIYQQQgghhBBCCCEGPnQa0Bu882ORVU/mEn4fpNXYuSa7vMQEMTygObh6 9aqK3XHq1CnlYyPDC2KhSGTyVi7h7yL0EuHXmls8/1SuTpDw97yHWC6LTE5O SkdHh9TV1cmFCxfU3/gsK6ZmRW7eXpC6m3PyZeusbG4V2XJZZP+VWRm8Uxlr 40lJ408jzpri+f1XZOubZ2XbqrMqTsHMtJ86r0So03BDnQbxwcTYlHy+okb1 JVteOy1ttb1LjqFOgxBCCCGEEEIIIYQQQgghpEh86DRcXG0Qee07AedOH3vD ByXXaeQumvOdgZSVRqPgWnO55PFaU1NT0t3dLY2NjVJbW6tix6Acs+Le4u2P TC5I8+C87Lw8K1vaRD5vz8U9oU7j4YU6DTfUaZBSUW06jak77FMJIYQQQggh hBBCCCGEEFJhZKXTANveWHruN77r59xFMDc3J7dv35bOzk45fPhwaXQaywDo NHp6eqSpqUnOnj2r4p6gHLNidl7k9vSCXB2dlyNX52RH+4Ls6FiQ412zMlLa pXlvxFlLvzM+XRD3pPH4NfX53GKBmMlGfx4Wgsb1W1yvuaZHTm1rlZOLqelk t0zemnb+fmpyRtrO98qZXe1yYmuLHN10SW50xH927k0t1l3fhFyp75NLp65L /dEulVrP3ZCB7nGZnYnWFeG35hrxaP+dgrwFlY+dj9azN9T9Ix9HNl6S2n1X 8ucKY7npNIZ6b8u5vR2qDHRZdNTdjFUXJqhbtAVdrw3HrklX04CMD02Gtkmb YuqmGOBHAs+aWQ5hz8JyJ+w5SvMMBj03OK67dUjO7mkvaH/z88meK7QxtD99 nrO729V57k7ck9l7c/L4H67JVKcBLUhf15jyP9Kw2I70M4B7GLk5kegZIIQQ QgghhBBCCCGEEELIQ0CgTiPE50VLjcj2VVjYCj/3p7+kTmMZcffuXeVPo6Gh Qc6cOZO5TmNufkEmZxak7/a8NPTNS03PgkqXBuaVfqMU9F4Zza/tIXU29oce f2xLc/7YZ/9m45I1/LC1dPjRMNcSo9KBtfWJrvvm93c/+O2nDWpd/f2fHQw8 /8aXT+XPgzVI/Dvo2F//w+cyeTv4uYYW4Ad/+kGsfH3yy6NKOxJVF1HJVVfQ HiA+TNjvXnt8h9IWBBGm01j7/FHn+nUYtv+Uj589EvkbF0l1Gri3Vx/7MrAc cP+ntl+OXF++NXI3tB3pc6H9QKMThI+6SQOeg7C2rZ6Fl06GxhKy67D9wk31 Odr9+hdOyBN/9E7+u7/9zy+rtfu42PXqer410Jno4/7jrzcEHld36Gr+uH/8 3RUFz5udF+iyNMU8g+Zzg/4COgxoMtA2XL9FX9jTNhyrjKAbCzoP0jNfW1/w b5dOw/QR8o3feT1fJsjDqh/sKTi/WWbQZDz2B29FlgV+f/CzBmed2GWO2FVB bHjxZP44xKYJAv1oQXlXiJ6MEEIIIYQQQgghhBBCCCH3qTuY3J/GphcfHPvp cyL1R7CQ++D74V6RDb9Zet4KjXty8uRJGRoayvy6CwsLKlUrd+7ckStXrsiF CxdU3JPLly+rz7ICOo2ZuQW5PS3Se2tBOkdy6ebtBZmezeyyBZhrd0HreyZR vhbC1tKhhTD9aEQl87dxrvvKo9uXrBtGXWPzq6fl8rneWMc+8nsr1Xqji65L g4nWd3G94d5CDZBdF1HJriv464hbvmot/WJf4jqGXxLzPGHrrRr4sjB/Ax8O aUii04DPi7jlCC1HkF8F+MtIUifrfn3ceR5fdZMU6CjM9fGwhLV5+EVwgXZv 3v/FI12yffW52G0zis9X1BTch0vHhPpf/cM9Bc/QUK9bR2eu9f/kLz4paMN2 Xsx7LeYZNJ8bpLj1fXWxjQWBPL/30wOJ7imo/G2dBvqsFd/dGdg/3RrO6YWg eUtybWhGbF810Kw8/Zef5o/ROhYb2y/Ik//1XaffG/z2+3/yfv649b85EViG hBBCCCGEEEIIIYQQQggpEY3HRV5+ROS17+SSS0uBpL9Heu8ncE7+4Byfv+r+ zSvfDj6fTp89X7683wc6jcnJSbl27ZocPXpUjh8/Lv39/crPRhZAm4Fzz8zM qJTVdbIGvjPgQwO+NOrr61X5wcdGlmAdDkvEU7M53xpI04t/J3SJn5pS6jSK 8aeR9Lp2wlo19t/HXSf/xVfXObUbRzY0xSpHnANrkWue2icrntgpP/7zj5ec y/YHkHQvv7m+i/Vq+37h32PnO+dVfALE2DDXNfVa7e3Rpe07rKyxPoq1U/09 tCtYWw0Cx//8rz6LXHeNQ1ydhhmzwlx3hk+J/Z/UF/hdKVg3ttoUdEW2xgHn WfvcUaVP+eiZwwV+JILuyWfdJAFxTmytANol1v1RDtCU2OUQpJGw/SFEpaQ6 DWilgtq2BvE97Py4nkdbE2DXiZ0X816LeQZtnYadoF+w20tQf6Yx9SZmG0S/ svLJXc7zBZV/Eg2KqdM4tK4wXyg76DtwDy99a5tqM/bvXX4wdqypLWhnLv9E Ll0UYsbY4N7MZyqLOC9ZcOjQIVm1apWsXLlSWlpayn07hGTO5s2b5c0335TV q1eruIKEEEIIIYQQQgghhJBljivOSVSyfWAE6TSiEvQh44Ply/t9oJu4d++e 9Pb2Ko3GsWPHVDwPaA6g4fDN7OysjI+Py8DAgPT19cnw8LDyQwHNRjUxOjqq fGmcOHFC6TWQl+nppWuWvsC689x8Tqcxd/9vM0GrkbV/klLqNDRYBzbXWxHL wMb2b5BWpwF//n1dYwXnRZwG19rkU3/2kYqBoPd545y1+64UHBMUawHru9/7 4/dUHA3E23BVG9brbZ2KK3aJuVaJtcixgaU+Xczz4+9ff+PzgvOe3Nbq/A20 L1HrqVFlba9Hu+pPY7evIJ1LHOK0LXufPdLu9y8s2bvfe2VkyZo/YmWYQD8R dR4wdONWfj3d9qfhu26SYMaoQYI+BdoTEzyLLz6yteA4V1yaMJ0G6uTEFy1K c4I4H/B5cbNzNNG9QlNirvfDh4ON7csl6HlEnBrzXHafFqbT0CR9BoFLp/Gj r3wozaevF2iToDuwtQ0uXYpLV4Hytdsgys6MC5VGp4EYIrX7OuTCwU7Z80Gd vPv0ARUvB5zd3a50TE0nugO1Q63nbiyJm2LrMOAjpkB/0bLUVjL9qoQ9B6au x9SUVDKtra3ym9/8RqW33nqravWshCTh+vXr8sILL6h2//LLL6uxCSGEEEII IYQQQgghZBnjQ6dhxj1JotFoPVO+fFtAj4FYJ6dPn1Y+NRDDY2RkJBPtBHx3 dHZ2Ko0DfFHU1dVJV1eX0j1Uy1oE7hM6E5QXYsVgTQV6kyzKC6tsWGqDG4KJ eyJjUwtya1pkfHpBpVuL6c7MgtxdTHPLUKcRZ5202OvCH0Fbba/zXLZPCCSs yQcVNdYwzTXBYvwcIK5E1D5ws07iXM+uQ5cOwOT9nx3MH+uK5RJV1vaaelAM A/DBzw8V1Al+m5Y4bcteyw/TOowNThbkw84rNDdh5WADbULr2RsFn/mum7jY WoUgfRGw/U+42pxLp4F4MSN97jgpSUHd/urrmwu0H2abwvdm2Zj3asc+MfUA Lr8kcfqfpM8gMJ8b+C0J61OgbQrrd+0YL0jQSQQBnzZJ8mQ+Q7Z2Jy3QOYWV ma3PszVb0LLY/TIS9G+2bg++aOK07UoB9thrr72m1qpfffXVkmlYYYfBd8fa tWuXaHQRG2/dunXqflasWCFvvPGGsnuiuHXrlkpRedDHZe2TDOv+7733nvJT Ar1wHJD3OPemj4OvtWIIuxZsz7Dvp6amYpV3VuC+3n33XVmzZo26jzSYGqVt 27Z5vkNCCCGEEEIIIYQQQkhFcfFQco3Fm0+KzBh7vPq7cj41Vj4R/VvEQsGx M+nXH7MCc9bQTMCnBv6vfWr4BjqNK1euKI3G/v375eDBg1JbWyvt7e1K+4C5 XfjXwHwz5tR1bBSdsH6Qtd+IMHAPuD+sacD3CHQt+BufZaEzwfIjYptgybpr bF4uDy1I2zDSvPp/x8i8XBufl8E7uRgoWbJcdRrbV50LPJe9Bvrs32wM1BmA 019eDl1/jAvu2Y5F4Vq3T7JGbOclzpplZ0N/6PmjyhqY2hWsSZs+SzTQCpia lPW/ORF6X1FEtS2XVidKF7Lj7dqC9m/GWDB1GtA8TE0mWyfLom7iYvt2gJ+Y MGxfB/Yauv3MwreIb/Z9dLGgvE2NSpg/D/iYCDqPeratMi+FTiOqT7H7gZqd bQXfQ3ti5hG+UMJekUnzhGcWPjB8gXuDbyDz/PAxZB9j+pZ57fEdBXkK8/dx o2Mk8DxhfX2lALtCr1NfvXo1+geeaGpqUteERsS0ZaA7ePHFF/P3pNOpU6dC z7djx478sfY5TQ4cOBDrOB+YeRkcjPZnB82ymeeg36Ce4hwXBWLd4PfwKQGb 0mbDhg3576ELsdmyZYv6Hjqacuiek5ZvENBn6HxCQ04IIYQQQgghhBBCCCGx mBjF4plI7V6R09tFjm8RObUt57fjZme57y4UzAm3tbXJ2bNn1fx7Y2Nj7P2G SUDcE/jOgC4DGofdu3crvQb+hnajoaFB6Thu3LihdBs4FnO/OkHngXOUC+hH cG/19fXKlwbuGfPRmBPPQj+CZcPb0wtKo3Hi2pzsubIgezrmZXfbrOxun5P9 HbNyontOWgbn5PY96jR8XTfJ+Ux62ocTrdnCBz/2luMeVn5vl1qff+wP3nKu P25+9fSS3yfVabzy6PYHa5+LZYDj4bfDmfompP3CzYL11P5rhX1CnLIxyyRI g2H7F7DXbZMSR6dhrt9+9MzhyHPinoLav7nej4S4ONBRmDEsou7Xd93Exbx3 +COIumf7mbTL1v4+SveRhq5LgwV5N9fmzTgXqNfz+x/EIzK1GHaZf/nW0jX8 Uug0ovoU+x7sfsDul6PKO2me0vq2QYwf6JcQ3+elb22Tn/zFJwVarKh3idku bX8xO9Y80Eyd29uRjyVkazHwG1PjkkVb9Al0qK+88opao/70009Lem3tx8DW SsBG0/qDXbt2Ke0CbLZr14JjWAGt09Dr9tDj2iC/iG+hj4Gvjiz1BbAf9bXi rP+bvh2QNm7c6Dzu448/LjgurbbA1Hs0NzcXfIeyev311/Pfw0Y3gf0Jfyj4 bvPmzamuXyxJyzcIaLRfeukldZ7PP//c4x0SQgghhBBCCCGEEEJIZTI9PS39 /f1qbhj7OWtqapQeAZ/71B/gXJiDxRwu9m+ePHlSDh8+rOb9kfA3rg2fHpcu XVLaEeg2ECsFqaenR2k3oJewfXNnDe4d2hWUEbQsSLjHYv1chwEX7uNTOf8Z u9pmZVOryMYWkQ2XFmRD8+L/G2dkV/usnO+dUzFRsoQ6jeg11bhrtjjOjN0Q J7nuM8kacZifgbjJLv84ZQNfAc/93ab8cfB/MHn7gU8iO4ZBWGyUuETVMeI3 mOu3YTFPNHb5XTzSlf/O1nCYCXqQrSvPSNPJbhU/Jc65fdRN3HIy9Spx/HjY +gZbd5PmmU2KXX+mr5m1zz/w34L4H9AYaH2AGfvEvs+OuptLrlOJOg27LZsx ROJoKrLKkwa6GFdMkqRt1/bpobVb6Bu+/yfv5+8NWjf8Xh9rxj4xn0uUDeKp VDLQf+p1+OvXr5f02kE6DcSxwOfbt29PdD7Tn0aQjwfYUOYxWfvTKFanAf8O Y2OF/qD6+vqW+BpJq1Ew9Qk7d+4s+A56YFxfX8OuD9jFOm+IK1gOcP8+dBoA miCcBzoenJcQQgghhBBCCCGEEEKWM9A8aF8RmDuHrwhoEODTwvccqdZqQPPQ 29srLS0tyo8Hrrlv3z6VdEwU+IHG5zpBw4H9nJizLuXcLe4ZMVgwJ497wL1g TQXlhXLLCq3TuAydxuXZnEajeUHWN83J+kvzsrFpRuk3LlCn4fW6Sc5nEmd9 s+HYtch1S6xL2nvPK0Gn0Xi8cA913LIx15KRzNgNzTU9Bd9Bz1AsUXW8xEfB K+E+/IG53o9kx/NATI04ZQhfGz1tw6H346Nu4pbT+hdO5M8BnwdxdBo//6vP 8r9RuhrjN6XQadj1++7TB/LXfvwP1xSsy9u6Eh37xFzDh3bItYZfDTqNA582 JLp+VnlCOW957XRkO3W1c9c92Pep+wyz3qAxQtndnbhXoNvR/lXMeEQ+9F9Z o7UNUXErYP/g2Pfee0/pKD755BPZu3ev3Ly5VGsEOwtxJFavXi2rVq2SNWvW KD2srXN16TQQB0+vu8O/B/yewS6zfTmE5cVM8Jemsf1DuHQayCd0w5s2bZKP PvpI5fXDDz9U+XHpWDo6OlQ5QN8L4J8Cv8c9w4dbmE4D9h3KRcfiM8vETLZ/ Bx2LxKXTQEw82LO4hyBdMcoYx8AWBsgfzvHWW28V/Ob8+fMF10Bdmt9rjY9L SwJgs7799tvqd0ioH5ftGlWGGvwWvlb0OXHfOCZIq5KkzQJ8Xi7NEiGEEEII IYQQQgghhJQLzO9ivhdzx9AjYJ4an2UVa0T71sBcMOb+z507p3xsYF4YawKm RqOcOg3M4eM+UR64D5QP7vnWrVuZxmEx/Wkg1gn8aECjsa5hRtY1zsqmphnZ 3U6dhu/rJjmfSdT6Jvby22uUWFc+sqFJ/XZidEruTc3m826uPfrWacCfB9as 939SHytBlzA+VOgPIm7Z2NfWegB7DR3xDeLGCgkjC50G1oKxnq9/s+u9pXuW u5oG5BdfXRdLVwG/A0H346Nu4pbT6h/uqTqdBji2pTl/DfhvQLtBrBn92Zvf 3y3aFdTZPe35z1Xsk/mFgs+C1vCrQadhnqucOg2zPPPt+O+3qLgkA93j6vnR zzZ0SlHvEtQd6lAf895Pc1ocMx7KiS9a8se+/7OD+c91DBvzs30f10fmody8 8847al0a69dBwD6ydQFmgm2kgd4g6DjEGLl790G92joN2DZBv8WafBRap/Hm m2/m44KY2gOtK3j11VdVnA6XTmPr1q2heYUtZqKPR94++OCDgmPXrl0bqNPA PUHHoo+F3sAsE2gfoM/Qf09MTKjv4cNC+7jQ/h/Mc8OO1Z/BH5wNdA+2hkX/ xrwO0HoQaFaQB/t7nXeUt6nfgL83lKur/HAO6DKSlCGAbkKXY1AyyzdJmzXr ROt4oOMmhBBCCCGEEEIIIYSQhwHM22MO9uLFi0onAd8a2BOIOfss/FFr3xqY P8c1RkZGVPwV+KlA/HMd76TccU9wb/AvAn0GygVxWYaHh5VGw2dcGBvqNJaX TmPjy6cKyhC+DMK0DT51GnasiO2rz4XmOw5JymbH27UFee9uGZRhS7cC3wA+ SBr3ZPuq6LIIi3tig/NDM4D8YK3Z9o2CZPpwyKJu4mDrZOLGPTHLthxxT4Dp VwHlC53KF2+ccdYPYmOYsU/wb/NZPLDWvYZfDToN058GfIiUQ6cBjcvTf/lp Qfuu3Xcl8Pi475Ljnz/Q4iCeCXQe+jq4r9H+O/ljTb88+lgdH0X3N5UOdAxh cStMXQDW0aFTgBbjiy++yK+b6zVv2G16HRxaCKx1w4bSegOkdevW5c9t6zSg TTWPhYZk48aNsn79emUHRWH6BjHvBf7TzLweOHBA+U9z6TT0OXDtPXv2qPV+ xPvQZWD7jnD58NBxRHDfLp0G7Eh9L0gnTjzoz0ydBvw7vPLKK+rfOibJl19+ mb8/6B1sjYIZxwT+SGzgU8LOt+lHAjH29D1qzQL0wah783vYoCtXrlSf2fFQ zLyhDFD+8INhajXu3HnwHEWVIfKEWCT6O+1nBW3Q1IPoMkjSZm10zB1bj0MI IYQQQgghhBBCCCHLFegOoEnAXDDmxOEHGpoEaCawLy9L3xEazElr7QauiT2D OkFHkmX8chvkF9dF/qFZQRwW+J/Gv829qJld39BpIO7JplbJxT65NK/in2xs zMU9OX8je51G16XBsus0Ws/eiLzPStVp4Lrw02+uJc7NBmuNotZn7etFrdHa a/Lwo1CsxChJ2di+RNb9+rjyA5FkjTkuUXVslwXiZkSVRVKdkk1nY7/86Csf FpxDxyrJom7iYvonUP5M7oX3r1HtslQ6DdynjnGCVLOjTfkD0W3JjGNil+/h 9U3y3N9tilzDT6ppiNuGfeo04MNFf4d4SdCvhJGFTsPWGX38H0dCj4/7LJla HJRt/dGuvN5G+UUxys2MfYJjcKz+NzRRU5MzofdUCeg1dR13w6apqSm/Dg49 qw38QMB+A9oXAjQEtqbV9NmgdQ6uuCcAcVLwOezAJOj1fpwP19dr7rgv2E/6 +tPT00r34Lo27C+XnYV1fV0OZkwMU2Pw2WefLYn/Yes0oG/QPkxsjYZZJkiw RaEp0fcNna7WLyBGiEunARCjxaUpMfULpg4BZaX1IFpzoY9Fgn4G+hrze9S5 zpfWbtj3b2sdTF8e2n9InDI0fYTAv11Y+YIkbdZG3wt8iBBCCCGEEEIIIYQQ QsjDAOatMTcOvxbwH6G1GmfOnFFz61n51XDdB+arcS2d8O8sfVfY4HrIL+az sRcVewbxf6wLYD66FP48sIw/dndeLkOn0TYrmy9LTqvRfF+vAZ1Ge06nMXo3 27K5NXK3IO5DmD8BYMYlSKuXsNf/ana2Rd5nJes0zOtGrcVjHTqJTgNrtP3X xgPPZ19frU+3DgUeH4ckZWPH2LBT1NpuEuLoNMzvtY+FMD5fUVN02d3sHC08 x319QBZ1ExezDk3tSBCm3wIkxGcxKZVOw451YSYz5onGFZdDr+Hjnl0k1TRE PYMarzoNSz8X5RvG7ld86DTsezy5rTX0eFN/EdZGbC2OmXTME01Ye8CzVULT ITVR/jQQ802veSNWyPi4u62Z6+VYyx8YGFA+ynTCWr4dcyJIp6HvKWnsCVOn gfOZ964T/HW4jrXp7u5WGln4YIAPCq35QDp9+vSSa7p8V5jlAr0DtA9mXA9b o2GWidYdmOWqk44zYh+rMTUlph5C+7Sw/VkA6CP0uQG0wfj3+++/r/6NusC/ UTcAMVP0ucxYKFojAv8X0HfY6Px/9NFHsctQ61r0tV3la5ZB3DbrQt+L7SOE EEIIIYQQQgghhBBCljvY4wj/y42NjUqfoP1qwH815rfh76LUmgncE+aBMQ+t /Wwg/olv3QjOh/NCqwI/4ZgTh5/vc+fOqT2T5jx41szNy//P3psHzVWdaZ49 E7N0TP8zW0xHzET3RFRETVfEeKI6qqa6pt20q0x5CLtcrq6g8DBut8tMDW1j m6KwyzZgbDOA2TchgUAIIYEWJLSBJCQksYpFgNCK9hVJaN8FQojFd/S74k3e PN+5W+bNzC+/73kinpC+vDfPPffsed7nvG/y/pnfJrtOfJq8vuuT5Lntv02e 3f5psnjrx8nibZ8kL2z/OFm6+5Nk06FPk/fOdLY+wjgc2EKzgO8Af2+regns dH/3xbGNex7+xeLCfA5mnYY/05/6LvgoW+vz8uz1TbbGWD6xCft7inQsW1ft a7qfsj118kzudwD1ic+J8N2rlA3YsrL5+Z7vbjlSmI+yKFPHG9/c06wTuf6F zPTwBeJjl/iz/GYfJv4E8R/ycGBnc315+3TddVMWof7qZxc8mtku+dx8VsCY /4hu6TSAaS/8WANXPLd9wL0+9kmTDf8HczNt+GXepWofBHXqNLjutQx5Pj14 T2LqFGkk2vWnkTdO40OI9lpGpxHTXvAc8nRk38B52DREYXsItUQhQt1Imfg/ nUCRJsLH0TBiF0e3gK8HWwvF9ARZ7JZOg/UiugMfb8Ns+Vk6DeLcEbMlL/8+ X5YO8Tli8OXi0/VaD4+Y9sK0D0bT1GTpNIDpIez9vM+MmK8I02GYv5EZM2Y0 6TxM+2HXLU+hdsLKw+sw8uqoTBlae4hpJ2I6jbJtNgbTq0inIQiCIAiCIAiC IAiCIAjCcIPpItgPxm8xZw3RahD7g/1ozmfGzud1Auzjct5w3759ydatW9P4 2hBf0+zjo5uoy7cF6fCsPXv2JKtWrUr9iaBTwQ+5PaubcVewFOFTg+PeRz74 bXLwVJIcfP+3TcSPBhqNnBAatSDUTMDFE1c1bNPYtfABEPOZ0KpeIuZn4O1X djbds2frkSY74mDVaYCpt78yQBtw6sTn8RlIe9vq/ckv/93kAWVYJi4M9vYD uz4/r4pNFJ8NFsuCd7/p309vShe77rrXdg3QGPDdzcv3Nsoq9u5VdRo84+// 7bgB7xbGMGgXZeo4lhfqI8wHcSW8jgF6XzJef4O9fPnibVH/DMThuP3/md3U Po4deL8pnTrrpgrCdolW4/ihZv8i6Dmuu/Dxpvsev3XgGfRu6jR8LB17JmX2 3rHTA+4NdVLG0C9D1Xep2gdBnToNMHfMsqZ3oh2+s+7zWC7E/Fj5/PYB+oW6 dBqxvvTiE2ub9D5nTn+cLFu4dUBfKmojbz6zpUmjkTde+Ngn9i8+Too0YGEc lnb7U6swGzjrrCywJrv//vujmgW0B8QJ8fZy0hw/fnyUDz/8cCPmRKd1GmDl ypWNvHodQOxetLhea4IfhwULFqRrMfy7tavT8MTPQwwx7YWPV+Lzm6fT8LE/ WLf6v9FDh6CO7Rn4tbM6IB4hYJ3Ksy09u/70009H6yArbgi+ScxvR1WdRszn S0ynYe9T1GZDoOsZNWpUS21PEARBEARBEARBEARBEARhqMD8algMFGJcE5Ma v9nEmka3wHm5TsQAYZ+W5+PXgpgr5IE9evZs2aeHaCnw8UGscHxgtJoP86HB Hjw+tvEjTRxutCk8D31I6Jt6OMLHMqnCdvQSrz61cUB62C1vu2RW43z8lFuW NO4fzDqN8Ny2Efv3DRc/kVuGWTqWmC4GnYdPD1u/4XDgG8KIPfOWv5mZPPjT hdG8xM6YV9VpgCUzB7aholgbVVG2jtFghHmhbKbd+Wry9MPLkzv+9skB1ykj /54xLZGV16TfvJTMuOe15M5LB6YT0zjUWTdVgIYkZsPHL8LCCSuTh65aNOAa 9na+F6KbOo2YPiDPP0YY+4RypU9mocy7tNIH69ZpoEuJ6R94v+//4QO540od Og0QG6et3XofLGXzYPBaHGOWf4yY/43Ub9GZfG3lYNFpmN8ENAlFQMfAOoz4 GSNGjGjYvVmzeI0Ddvwy6IZOg/WZ2d7R3ebd67UM6Ds8WHPa+7Wq08DHg+UF ElMlq0xC3QG6jtAPR55Ow+sqTB+TV8++nLjfYrWwHjZMnTo1vT5lypTGOxGj L1YHI0eOjOqL58yZ07JOI6b9yNJpGPLabAivhynbhgVBEARBEARBEARBEARB GLrAhk9cb/QCnGljP9STz7jGPdw7VOC1Erwj++XEAEHDgGaC/VP2Y+t+Z57L XjxpE3sFjQjP5Jwpsbqh6Ubwd0FMFvb9yUfVeCzsiaM3wV+G6VHYN+Y9eV/q FI1GN/1oDFaEcQ+yGNqas/QS/nx7li2dZ4Z+PPI0DGV0GmWeWzY9j9C+SayF EPPHLS8sv6J39AjjLpSxg+LH4R/OH1/p+Vec93AtOo3QplzGjloVVeo4jH+S R2L9fBI4ruFZt3xnZqWyRJeDf4EY6qqbquC5Pn5GHn/0xw8lxw4ObNsgjI/U SZ0GmPibF5vyFot5YghjnxS1vbLvUrUPVuk3YUyRKpqjMiyj04iNYyHQzIT+ YNrJg0/Xa3HID9qNLFjsEyMamqIlwWDRaZi/CezT2KlDsL4x/xchzH4+c+bM dO105513Fmo+/DNa0WngUw2tLL4VvO4CZMUyiSF2r+WHsuB9wny3608DPS5r v9GjRzfSeuaZZ5ruz9NehCi697nnnhvgSwI9cBZMs2McN25c03XW3/56qOMI nxn67ciKvVJUhsQr4fq99947oF69tsLKoGybDcF6395LGmlBEARBEARBEARB EARBEPDLi70e3w34Vti4cWMT+Yxr3BPz4dvvYD+Ws3C7du1KbQmmm8CnBTFI 0DiwR8t+KnvF7WoaPv744zS9LVu2pDFXiGPN2UX2tfkMot/AtwfX0GqQj7Lx WMx/Bu/EfjJ1R9o8g7R4P9LnvdjbFz4HuonJNy/JtLlNu+OV1Abt/dVjx47p Jfw59DkPvJn5TNLLeybaB4P311DmufhNyENReh7eX0ZW/AVAbIyY3wSzQ3Lu P9TEEGMmC0f3v5+pFeBM+5YVA32rUw5L520q1MCQ7tK5m5ris7RSNoYDO5tt 2nnv1SqqtC1ATI+YT4SwTrJwLqbDluTG/zvfJwr6C3yHFNmN66ibVkCbe+r+ N3OfOWvk64X+H7zeI9b26gR+Knyfy/P9EOp3iHOTh/BdNr21J/PeKn2wSr8J 403l9Rf0C1kaH9owPi/C9GL148exLL8pMVC+ee0HfRLxWCgrG/8om+1vH8hN d+a9S0uXF7oW73+EWCtFCP0c1R2HqSy8jmDevHkDrpuPiUWLFjXZvonTZt97 6qmn0s+IgWE2+gkTJjRpB9AoTJ48Of1OqIuootPwPi8mTpzYdK1dnYZP+9ln n011BazZ0IT42CWt6jSsPNCAmK8LiPbXUKdOI4zjUlQu6F+8DoMy8PCxUSD6 ibxnoqtgfQxYI+Onw77L2tlQVIZope17kyZNStf7/Obhc/9+VgZV2qyBujZ/ G7RdQRAEQRAEQRAEQRAEQRAE02ngUwIfEvhd8OQzrg1VnQZAO8G7EWOEd8Wn BVoN9rXRNbCvjF6FeCjoNdqJhcJ++rZt29Izg6YHwV/J8ePH07Qhe77s9eJL Ay0HGgv2m/GNkQfzn0Fd4YOZfX7zEYLug31lnoUPkXZiqQx1cP6es+tvzN+c 6g62rNyXnD5VrJFpB9ijt63Zn9r6d28+nBzZ+15qW+5H4Jdh8/K9qZ7lrUVb k7df2Zm+V0V3ME3A/rlt9dny2XWufI4fOlUqPfQk3I8deuuqfantlrxk+Xxo B97/Qdmz+t0CeUFH8frTm9M6oW3jp4Az/WVBH9i3/ViyadmeZO2ru1LisyPL /0QRulk3Bt6B51k58O+GN97teP8eCmi1D9aJnRsONepu1Ys7Uh1ClTbcLmiz 9CMb29pp/8MNFosCG/yxY8earnntArz77rvT+B3ep4LZx0NfEdDb0SE+N9rR aXhtQmjXb1enwRrQv1sW29VpAPQM/llvvvnmgPdDF5GHMvdavJSY7iIE61tf X6yHPbyWIS+90I9HWKZoLTyKytD74cijlUGVNmvwWhB+awiCIAiCIAiCIAiC IAiCILC/i28F9krRAuB7wZPPuDYc/C+wT8u+tsVBsfgjaB3YM0e3gs6BfVr2 mtFUoHfgDF9ZzQN6DIuxgkYDnyU8MwTpcjYUrQaxSng+e748B7Lnz3PRl/B9 fHRwptDyjjaDWNnsTXPej/156rBdnYkgCAOB3wof82TCdQPj0guCIAxXeB8I YawLdBuPPPJI1C6OngLtaYgFCxZE78e/Amsmg+kMRo4c2aSrsDgXaGZDsI6y 9MLYFaynLF9Faym7N3w2azHs+qHOgDWblZGPHWI+RNBDxGDaj5g2gPWqpWka Gfy22d+sSfPg783yvYHvN7unSE8MTCODniaMaQJ8bBR83WWBuvO+N4yUV4ii MgSso2k/Pi3Sp17415dB1TZL2lYP+PwQBEEQBEEQBEEQBEEQBEEA2PnZB2Uv lvNh+F6G6AMg2gSucc9Q9afhgW8N9rzZU2UvHZ0K/izY94fmA8PilOD3gnvR Vfy24HAxe/poKSwGCWmzhx6LZ2K+MbAXcC+6DtPK8Cyu4f+DesEOQZ1ZuuyZ Y8NAo4GPcc4jot3gfmk0BKF+LJywsim+AOf+BUEQhM/B+sls2WFMCICWgTUS eljo40lkgTUY92IXL3P/YAJaXMt7v4I1JXqLPF8VnYb5/MP/H1rkdrF37950 fU/9FK2Zy7RZ1vhodYr0LoIgCIIgCIIgCIIgCIIgDD9g92cvEr8OxPfA7wLk nBpEj8DeJ/cMdX8aIdBDsF+LLwvORS5cuDDVQKDXwNcG5bNmzZpk8+bNqV6C vVpiinDOjr1atBSmq0DjwmfsJ+OjA3uFaV+y9B2m68BXMs+0uCV8j3SoM/QX xDRBx0G65A9tBiTP+IZGu0EsF/ax2cMu8tUtCEJ5fPjBR8l//JejGxqN6/+v acmnn3Q5IIQgCEIf4NFHH21oNbzPCKE/wfq4jO+L4Qzf5lmvC4IgCIIgCIIg CIIgCIIgGNAR7NixI/XtgE8G9hAhPiMgOgD8NXDPcNNpoJ/ABwX70PikQC+B 3oFyQqOB/4qXX3451UFA/k/ZcR1NBfoW9BT4wTBtBeWJloJ70WAUndVD84Ff E/QWaDXsWUb0GTzT6gmtDemjKSHf5IV8oysh75wRLOOXWhCEcnhjweYmXxor X9jR6ywJgiAIQkfB+nXUqFGNWB+CIAiCIAiCIAiCIAiCIAhCNeBfYevWramu AD8a2PMhtn3TJRD7ZNu2bbX4E+4nsAeNf2KLe0IZoVfBpwVlRrlYvBHzZwEp PzQulB36Cc6M8i/lix8NYl1TtvjeKAIx3fHZwfPRXuAjg/+bPoPno89AB0Je 8XvC87mH76EVId9oNtB1kAd8hBATvChOiyAI+fj0098mf/fFsQ2Nxnf/xb3J x2fkr0YQBEEY2mAtaX4i0BMLgiAIgiAIgiAIgiAIgiAI1YBvBeJ24IcBbQH2 fyOaAj7j2nDzw4BGg5gk6B8oCzQO6DPQTeBXBM0K/8ffBT432K+2WCToN9Bm sG+NPgLfGegm0Fig0ZgzZ06q0zh69GhhPoiVQlrkAf0FaVIXxGTnuTyffJDX M2fOpJ+hD+GZFidl//79qc6G75MOug40HcTMFgRBEARBEARBEARBEARBEARB EARBEAShe0B7gc8F7P/4hTCfEBBtAXoCrnHPcNJpfPzxx6kGAk0EehXKIS9O CfdTPugk9u3bl/rdQCeBzwvTZzzzzDMpFyxYkOo38KdR5NMCLQc+M9BdoJdB d3H8+PFMjQWaDXsu+g78a1i+SAedBjFb8Acy3PyjCIIgCIIgCIIgCIIgCIIg CIIgCIIgCEKvgQ0fHxD4YMDfwnPPPZfy2WefTYk+gGvcM5x0GvimQG+xbt26 tFzQOBT5v/jkk09S/QTfReOBnxL0EqbPQOuBPoN/0VCgneA7WUATgjaE+9GK oK1Ao0H6WfoO6gh/GcQ3IdYKPj7w/wHxqYFGA60G2psy/jwEQRAEQRAEQRAE QRAEQRAEQRAEQRAEQSgHdAD4bEAzkEXidaAZQE9AbA98P8CFCxemxK+G+Wbg 3qx0sPnzLJ45FEAcEXxXWDwYYpngq6II6C7QRBBrBL8W+CihXClDtC7oJtBv 4OeCmCZZOg38c6DJQJvB99GKUP55Gg3As/EBgg4DfQ3P4jPSo27Wr1+fpof2 g/TQlRT59BAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEoRhoBNAHYK/HHwTk//5v /C7gM4MYJ+gziMnhuXjx4vQa93CvfS8kafIsnjkUQEwQdBX4n+D9ysQJwf8F 2gt0EnwPPQTltmbNmmTXrl2p7gLNBOmgA0E7kQX8YqCxQCOCVobyRQtTpKk4 ffp0qgHhmdQXugzS4ntoPN59990m/xzkNy8fgiAIgiAIgiAIgiAIgiAIgiAI giAIgiCUA5oJdALEMeFf4l2gHcDub0SDQXwTfGegy3j66adTzp8/PyXxOrjG Pdxr3yMdSJqkbTFShopOA/0CvjQsRsnu3btTDUQM6DM+/PDD1J8IsUWIbUIZ UTbEHkEbgTaD+0LgTwMdBRoOngnRY+zYsaOh0eBf84tRBPLB8/DlQT5CPyDk Ec0HdcU1YrvwHUEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ2gNxLrD3ozXALo8P BTQb+Mjw8U3QYpguI9RpmF8N7rPvQPOzQZroEYjLwbOGStwTtBKmk1i3bl1y 4MCB1B9FCPxUoN8gzgl6DsoB/YppKw4ePJj6zsiKb4J+Y9OmTWmcEnxgQHxx UKaUM/+SDvqKMn4vyAuaEnQa+DchPbQfBjQb+NjA1wbPRFdSRv8hVAf1Pnbs 2OTBBx9sqoNuYs+ePSljGqFeo67yoY/F+qbQX5g0aVI69wiCMPjxxBNPJCNH jkw2bNjQ66wIgiAIgiAIgiAIgiAIgiAIwqAEOgD20dENoB9Ap2HxTbwuI9Rn hH/7z/kuaZAWaaIHwPZfFBekX4D24tChQw1fJOgo0G14nQT38De+MLCD45vC 4sfgxwJtBd/56KOPcp917NixVJeBPxI0L6bzgOhr0FuQF9IpinkC8I2xd+/e Rn7QYvAMA7bxd955J/UVEvO3IdQHyvX2229Pbr311lRL0G3Q73k2pK4N+HiZ MmVK2r5ioC1ynXbSSdRRPvQ3vk9+hf4C2jb8CBnuvffepnoMrwuCMHhw3333 DZhbhN5g35H3ktsffyWZuGh18mlknVh0XWgd9lsAjbTFNbR/Q55Kr5XgZ2mw XmdNLx2qIAiCIAiCIAiCIAiCIPQvLK7Grl27Ug2AxToxrca8efNK6zTsb75r MVCw9e7cuTN9RpbPiH4D70E8EHxZ8I74CQnjlrAviw0RWzZ2CnQV6CIszgnl UUZbgZ8Mvo+/EvPDgYYCnQd6C57BHm0ZjQbgmaS5cePGNO9oaPjbwJ4v9k98 hJBfYqB4HYdQH9hnNx0CWptuI0un8eSTT6af4b8gBrO/0RY7iVbLB9sFfcw0 GvDxxx/vYE6FusFYeuedd6Z1hxYO4FdlxowZ6f+tjT700EOV0mX8mzx5cjJ+ /PhU92bAZ9TDDz+ctpuhBjROEyZMSMvMAx819JVe56MssuKKCZ0B65px48al ddZKv3jggQek0xgkWLV1f/KH3xuTfOUfHk0+/mSg76yi60Jr8HptfjPwe4B+ tX379tRXHf+3v407SpJ7+d3Gen2o+CkUBEEQBEEQBEEQBEEQhOEM9hHxeYHt FfsVNk5il6DViOk0YnoNi39i8U5IC1vwUPGjAdh3RctA7BCL6YINI9RK8Dd2 KfQQFlMGfQXfKxNHxJ5D2mhd8GGAXw18d5AGvjhaOUPHnjH2uS1btqT1hDbH 7/GajoPnmC8Ur+MQ6oPXIfTCnwYgXk8Y94S+TJ7wWx+D2d/wxdJJ0L5b0WmY jsRTOo3+AuPfzJkzG/U3YsSIxv/vvvvuxv+Zo6oA7ZF9lzHQYG0my4dMHWD8 Zq6kz3UT+Fzi3dC9mFbSNFr33HNP4zPsfnPmzEnH/m7loyyYR/PGJKF+oOG5 6667Gu2kyPdXCOk0Bg827z6S6jAuvn561F9G0XWhGpi/WFOxhkdLzRqL8ZWx lbGM8Rfy//Tvs1yffn72X7h+Q0r+Tj9bf4729zme+z7pdtq3mSAIgiAIgiAI giAIgiAInQd2E+IMcD4LW5XF1gi1Glk6Dc4joyXARwOaBNIgLdIcKn40AHuv 6E44A8e7onPAxu7t3MB0GpyZwz7Fnip/cyY4vDcGvo89j7gjPAeth/klIY2y cU5CWD2Tr5hOg+voOLZu3drwhyKdxjkbKzbesWPHpufup02bluoUvFaGOkKn hIYmBPVPH8EPisF0GrfddltaB2hiOL98//33p74D8GUSAtsy6bA3z3PwLzB6 9Oj0fs6p2/l4fK1wjc9Jj/yGZ+dpP+iM6OfYEwDvZDZr/qUN0K/xkYNmiPtN O0F58F2uw/C8O2nZ+0BiVjAmxMB3GU/GjBmT3ou/A9I0m3oVncZTTz2Vvjd1 hX2xFZ2GlQ31Sb+LgXehLuhDYZ8u++5r1qxJx0/yR7siz9z72muvDUiTPk+f pVzop5TZ8uXL0799HWaB+7GZzpo1K5k4cWJTW2aMyoJvS3Dq1Klp/igb2mwI 2hltkXbJu1OnlGWZcS8EbZz8hbob2krR+4bw/mPQJHp02qZMeyJuS6e1IDHE NBkxzcTs2bPTz2gb3cpHHtAU0veoExtzpLfqLlgr3HHHHWnZ41utCryej3mP +cLGBNaUfjxgPcV4wtoxa5yw8RibdxmcPvNxMve1Tckvxj6bXHnfguTqh55N xs5bnmzYeSixpRP3zHhpffL065uTTz4duJ56cdU7yfQX1yWHjn+urT323un0 s1fX7ko++vjT5PHn3k5+NOLp5Lu3zE6fsXXPwPnf8MaGd5N/GL0wvRfeMvnl ZNeBE0334M+CfD/5ysY0T+Rx6brdyeyXNyTzz+bzw48+7zu7D55IfjNxSSO9 q8YsTlZu2deU3va9x9J70GH88Q/GJnNe3ZimBbm36LrHtr1Hm5734/ueSZZv 3jvgPdF9THthbVrW9r0Fb2xJ0+Qze0cr95fX7GyUC+9gaVJPi9/a1rj2g7vn pWURgvoh/REzXk+uffi5pvoOy9fnj7p674Mz6X1WhzdPWpIcPdme7x7aMPMg 6zrW2qanQGMNWUvxL2sC446du5Lt7+xMtuzYmWzedo5btp9j099nr287e9+O s2MjaW8627dIXxAEQRAEQRAEQRAEQRCEoQHvVwO7s9dqeF1G6EeDe7iXvXTs KthkSGuoIdQ5ZOkYLO4JPomxK2BnLnMe1fwkE2uEMsQeiu2CeCmk1y7YP6Ze 2DM2nYnXaXAd/YDpUGgDMR3KcAF77SNHjhxgJzZiUwdoW9BbZNlhYzZQ708j i9jUY+lkEV8D3g+BJzZZryvxeaaOaXveV0FIr5uI0fwE0M6x/2fdR7vywEZR VA6txoUx3yBV7bs+7kZWbA2zQ9I+rH9UeXdf/ll16bU1/v7p06cP+G6RTxaz zWcxZp9n7Mn7TugbAXts1juhU6gaZwNticU4Cdti1THJ6ov+kXWtk2f/u+WH JgRjeUwfQV34OanIj06n8pEF/E+F9S6dRvdh9UC/rrKms/aeRa5bO/DjDGur EIwrdn316tWFz0Z78K9/+HCqPYgRXUD6bp/F+/hXlz3UpMUAaAQuum5aev35 FTs+L4/PvpNHNBwe6DnQNGTdj17BcPLUmUbeR858vek9fD7RcWSld/vjrzT8 Ytw/+83M+9CwFF03jJu/IvO+Gx97qckPx0Nz30o//+tfT0t+9sCipntvePTF pnfMIpoLK/+Q6D087HllyrfM/ZQzGpiqYE6iTbO2Y82Cnwvze4E2g3U963jm 8vTf9P/Hk6NnP993+FiyY/+RZP3uw8madw6lfHvn4ZT+b65v2XM42bX3wNl1 /I40beIUCoIgCIIgCIIgCIIgCIIwNOD9aphGwM7Mc3Y81Gl4PxrcN1T9aBjK 6jSweWMD48w3tsYwLkpe+uzhYtMibZ6BXwX+rmrjjKFIp0EeyavFdYGxuC7D BdjDzT7EuX78atDOsd1727bXXMRsvXPnzh1gZwx1Gpxb5nn4g/C2bu+Dw9Ix kg/6YcwmxmfhNX8m2j/fdBD0ZfN1j04APwq8N2eh8dnN35Y30uUa5L1ot+CR Rx5pPA+bL/nH74OPXYGPBkC7Mj0ENB8d6FPMF0Y7Oo1YuZfFc889NyC/Bv62 a76+q7y7lT/lTRnSH3kmfi7sXq8pyNL12Hn3ojIyfwboJdA+mP8XnzdvA8V3 i38OdnzGA8rS2oC3uTMu+vxxP9qQyZMnN7XJskD/Z9+zNunfFzJ+lYHZecl3 LA5XTKeBNg5fIJQXz4T4mCFf4dxGndJ2TefEv9QjcyigPXv9zWOPPZbqeajv MqCufH8gT7FxhjmCtmRlxH1Wv/zf8r1v377U3wvtAKDL9GMO+cOnDWl5PUzd +cgD8xR+fOgX5uOnSj9mHcL4yBgdex5jHfXrfcIwZ1Mmvo3hQ4b50oN1D59T FtY2+Nvq26dHWVo5omN99NFH07r3cXdiKPsMf7/VDf2Q51CHEyZMGLB2YB7z /T6rHg023zGflEU4J1EO5NE/l78B84CVOf0oBN8tq/FBL/Dvb5yR2tv/9Mrx yeRn1yRvbtiT+r34q18+nn6+ZPU5nca6dw7m6jS+d+ecJl2H/44RLcFjC1cl d0x9tfEZGoRTH37USOfnDy5q0h9s2n049Qtx4a+mNp6/9/A5DQzf+7d/90jT M/73749J/uTvxzfy6bUivONzK7YnyzbuSf7m5lmNzycuOjeWc++ldzzVeM6d 015L7pm+NNVyPLt8e+F18NSrn2tC/u7es+P69gNpOeC3wj5/YeWORhk9erY8 Qu0D+edfyil8R5573+w3k9FPvpn+P9RMjJr1Rlpupu34N5ePa/IrMuGZVY28 Uc/44Hhk/orG/fgJwQ9KVv6oZ8rrpw8sbHyGX46qQGPNuMX4avoJfiswP6DR oB/ye4DfBbR57oenPjyT7DtxOlm3//1kybYTycKNx1Iu2nT8HD/7+9nNx5OX zl5/a+fxZMvuA2fTlk5DEARBEARBEARBEARBEIYq2GvErsfefcyvhvejgR0F +wO2HnxxDEU/GoaiuCHtpk3Z4esdG6H5s8Ceg///qvHhs55RlH/uYZ/ZYmJw JhAb8XD0qWE25phPBbQzZuNrV6eB/cuXL35YzG7qv2PpYNMiJo6B75qNjmuc gTagrxk1alTu872Nv+hcfZ5fADszD4np4eHzaPY+f446jKGRlb8qaEenge7E nh/6YECvwufeR0nVdwexGDkAPy3ci43V4MuDOkb/YSg7NtD3Q/i8eX8fpjmx uDwe2IZCuynvZe8f2rWxt+edlw/h7bakSxvGRk25k1+LhUIMhTIwvVXMlwaI 6TS8Xxpvtze9ib23r3fTYdj/zd+I6QxCxmzSHry31/6Qjvfv43VXPkaF2er9 s2JxT+yzLD89lv9O5aMsWvGL4/tvOFZ5TZHZOPnMa8Zob/5v69OUhdeqhG0j LAvfZ/19eRqjKs+gP3hNREzL5X3teO0h+iffXrPGfGsv1HnZurM80W78mpD8 2nzk24L5zWG8waZtYIy0uTD0xRQDvhrO+7txqa0djUYIfF1sefectrYdnQbf eW1tcwwO9B+hz44d+441tBZhHBFifvzFNZObdBVew4AGAz2HSWSJF8L/L7/3 6fT616+e3KRX8JoQr2UgzgefXXz99Ca/F4a86/gC+bOfPNqUR49fjXs+vYZG xL7rdRA3TVzSpJHgFv+O6DZ4LwPlZt8lxgpxXwxoUWL1xfc/+PDz+wzcw73Q xz+x/J3/4wnJ+nea1xYWA+YvfzGlKV9FYA6mnaNrRhfIuIK2lb+ZPyFtmTEB rYbvR6fPlvGeEx8lK/Z+kDy98UQydc2xZNrqY8kTa45/xrN/n+WMtceTORtP Ji9tPX423weSLVvP6TTWr5dOQxAEQRAEQRAEQRAEQRCGGkK/Gtjrsetjb0Of ATmLzWfsnQ91PxqGTuk0sF1wzhs/FvjPwH5N2thHSJ894Dr8WZTNP3ZxrlG3 2FzZfx6OOg3zbYCdDF8DWfbwdnQaoV3KMHXq1AG2LEsnZk8zO1fsWpFOxOsg irQNeTEi7Lu8E/YJxgT+RXtEO0N34NO2c9oxPwu91mkAqwPehzOwYb68vbTq uxvoW2gu0CNwjTPwZqP1de+fazFmWgE2W8Zr/Lbga4Cz/WYHtTg+/ln4HQhh vjl8/kyLQP5DeL8p6L/KAH2Yty+TvuUPoI8oivUCvF04SyMSa9OMvdj3fawg xkIrF3u29TuvuaBMGC+wUfN/nwd7f85Wc5Y6D+bTBX8Hvs7Jl7U1s4GbzwHs 7rQ5A3N3WFex+jPtEe/BXOPjonQqH2XRaj82/Uk4vphuiDZl8xr+J/iMfood 1TBnzpwB9zI3ej9HAE1lXp+F5Ieyp7+HPnpClH2G10B5fZ6PQWTjp48f4v1y oJGzz8NnAuu/pFd2LM7T87HGCTUk/Guf+THHNDpZvnBCeA0A/hV2HjieZC2d 2tFpxDQN/G0+MtAfAPP1gG+Hdw+dTPNj/x4+8UHqt8Hfb/knTwePNecJvPfB 5zqUeUsH1pXpQrw2wfKcpT3Iu+79h+CXZM/hk2lMEN5h/9H30xgk4XdNB0E8 lBjsHfFzwft4mM4mds2XTVhfgDKd8+rG5IGnliXXjX8h+ftR+f4+8BsSAl0M 17553ROpjqYs0IXRpxn3afPMFYyV+NvjX/7eunVrGgeR9Z5fS37w0afJ7uNn krfePZU8te54MnHFkWTSWU5eefQznv37LB9ffTSZefb685uPJWul0xAEQRAE QRAEQRAEQRCEYQHzq4GvDLQD2PbRZ0BsN9he2OMf6n40DGXjnpSFxUchVjV2 Xc7sYseD2AnZ9zX7cCfyL51GPvAXE55NxlbJeX5v823Xn0bM9mX+CXycgDx7 ZdVrndRpFNHs7ZYWmoEQg0Gn4X0l0NeB+QDBbuj9YVR9d+DjYcTo677d8sDu 7mOqxGjl5J8Vs9vG7PyWdtaZd6tr//5VgOaB8qoK82mAnTlrLM1r04zLzH/M dcx75n/A6sB0Grx/ln+UomcUfYc2h3aAuQZSP6blYe719RX6Mon5PonVX15f 6VQ+yqLVfuxt/5Yf5jHTDFld+HzT52kzvB+2V+yq9PVQJ4DGhvPyrH9YCzGG ZfVZdH6taKvKPMP0UWG/i40XeeVovqOKxn36QxnktXdrC6Huw3y2WBuhrizm UZavjxBIJ64YOX9A3BA0F2PnLW/y7dCOTgNdQmjH998xDUAsBkiMt00551+l SIvgr2/bO3C84brpOCzfeXkuuh7GeckifkFCnYZpT/LeIXzHVq6hG/nqzyfm 5s/XYV7+isoqC4z96NLefPPNlIwjfMYYwjiERoN2T/9hbPH6v1NnPkl2Hfsw eXPX+8mst48lE946nExYdjh5dPmRz3j277OcuPJI8sTZ64s3HU3e3rE/2bx1 e7JBOg1BEARBEARBEARBEARBGNLwfjWwU2IL4KwjND8a7E0OdT8ahrp1Gthh 0ElgC8UWY2WKRoO9XeyKdeojFPekOrDNZtm1KUPQCZ2GnSP2vub7SaeBX4UY sWdjc/Rp+RgeZcunDNrVafg8WowN84vgY5L4Z5V991DXgfaHPoe92/yMZJ3N r1oe6MF8bIQRI0ak+gLz2WPpxnQajAUhYnZ+s7HG6pLnY1vmelbskU7B3sXb tkPE2vSyZcsa/ghitDrwvgEgNnnqGY2Xf15VnQZ2PB/7IovMF8wV5DWmgYjV VRWdRifzURbt9GPzk2H+Tih//karYWfa8WNV9H7QtBamlyirrcpre1ko8wwf sygcE2LjhfkHivVRa8dZZWz+Vsq237z2bn49Ql9SFl8Fok/xfxf5H/EgVscN j74Ytdd7fUMndBqmERn95JvpZ6YJ4BnXPPRslFfetyB56tWN6f1ldRr4mzh6 8vSA63xm7/r29gOFeS66TlmRF64TUyWW/5/c/0xy65RXBsQ96YZOA58b5j/F fKg8/tzbyStv70peWv1O13QarKuZK9Fa05cY79B4odWAtF/8a9EX0T17X0ro NHYe+zB5fef7yYw1R5NHlh1KHnnzUDJ+2eHPeCj9DL3G1NVHk4UbjiZrpNMQ BEEQBEEQBEEQBEEQhGEF9hWxH9q5Ysj/2YscDn40DNhFsH+gXUBTgR/y/fv3 V7LBkAa2L8oNuw9n7LBlYPPvlB8NQ5FOA3sqeWM/mbPTkP/zWR1xV/oZ7Llj i8TeZ7Yj7EyUjZ3Z5zPsuyFa0WnYd8qeea9bp5F1fjlPW2ExAmJxTPLSij1r sOg0zK4LzccJDP1MVH13OwfP/eH4YRqdunQavn3GfJeYLwwrJ3+/j49gMDur z5/VZUyH4XUi/aDT8H5U0MzwOWM+Y2XMLs48aNoaT7QA+DGJPaNsvq3OTB/p iYaMOWTLli3pfV7T5fPWjk6jk/koi3b6MX40bKzGXmr9zsfWsLxB9DWxd4Tk 2/tYIj8rV65M50jm1Lp0GmWfwdxj/ibK6DTMZ0Zs7DZNRFYZWwyZOnQaXn/h Yxd53Qm6NmIyWR9sBR9+9Emydc/RNBbG5fc+3bDZ/+yBRen1VVv3167T+A83 zWzSAIxfsDL9m7TKoEin4eOevL7+3dzrxCnxec6K5ZF33cqIuC2UZxl0U6dh +cNnir2v4czHnzQ0HJ3WaeBnCM0R8wS/ldauXZtqjVg3Mm8w9uA3D5889Fuv ez798afJnhMfJSv3fpA8vfFkMm3NsWTa6mPJE2uOf8Zj6Wcz1h5P5mw4mby0 9XiybueBZOv2d9JnSKchCIIgCIIgCIIgCIIgCEMfZt/Hdwa2fcj/0RoMBz8a HrwvOgo0FWg1sOmx91q2HNjPxW7C/ir+kUkDzQT2DD5jT7duPxo+73k6jZgO BTvKcPWl4W1IHmZnwvbH3jvlg48CPqNdhLBzzDGdRBg/A3h7lY8T0U2dBrb7 GMz+5u2cBnxFmP0NW0UMnCO1+AGmD4jZMSkT82fQS50GNhWLk2DE1hv2iarv nleO1l7q0mn47zJue6ChsLZr5eTbX0xHYpqUmD+NmB0eG7OVTcxG3En4uCfe 17xHaFO2uhw3btyAe63NZtUB7RY9l5X36tWrm55R5f3tOytWrMi9z48loW7S tBNldRoxzVSn8lEW7fZjy7/VSRjDxOe7SB9p/jnCfss7hZqMVnUaVZ5h72Zx mQy8RzheWIyemFbL/GVkxSWy5+B7pAzy2jvPyGoLfhw1Wh8qA7QSB48N1DcA 4p5gg7/4+umpDR5bP/oD7P57Dp9suhffEP/u2sczdRqk8WmgXd2x79gA/w34 yTAdgfm3CEG8EDQIoEingfbgT68cn6Z542MvDbi+4I0tDe2J+duwPP+by8dF tRZ514kpYu80cVF2PXjfHt3Uafi840clzJP5Aum0TsP01+ZXgzGWdstagD5D /BOuswYINc8fffLb5PCpT5OtRz9K3thzOnnxnQ+SF3Z8kLy44/Rn/CDlkp2n k6XvnklW7zuVbNt7ONn+zk7pNARBEARBEARBEARBEARhmIEYH8TngO3E++h3 oG3ApoeWgb1Y7JChZoV9W/yqo8vAJsQ+Ld8jhkzom4S0sGNx3ftDrhvkiXxy xpi8hzoN8o/ugFja5Iuz9MO1ni1WA/Ym9sI9zCe9t0eaXQp7MO2BsuR7Pt5E lk6CsjYbMulxlti+45/dTZ2G+YwwXRLtwr/n3XffnbZp2ji2f/Lv04T4/zY9 A+9Fe+K62RT51+7FTwm2RfwPeDt3K7oE82FgdkmLeWCfV0UYoyS0iYIq707b snP9tDGLp4CNn/gnlkZdOg3qyb5LWdhYRb1ltU/vO4S8kn8+s/P7Yf78GXns zPY5WifTfIT28W6AOrBYNYx7MYQ6DfNnEmpUmPfCNommhnE0hD3T0jQdy7x5 80rnffr06Y1yQzvnQblOnDixoROzevE6C2yGaE3K6DQWLVrUeOdQg9SpfJQF ZZalISkD/FH4/hv6dPE6O94/HCcYB+kb5Nt0Ol7rwBhoY00dOo0qz7DPqJtV q1aleWfOsDR8W/UxetCXGliTmCYu5v/CtGrcU3bs8b6SbO4AVpdZfcH78mml vZw8dSa1zWOD33fkc63Q6TMfJz+8Z17DtwUaC+z+5nuCeBn4ouA+bPoX/PSx aMwMs+MTd2Tput0NfQUaDEvL6x1MW2DaCb5j+g6e98LKHen3nl+xo+n+LJ0G MB8d8IkX1iZm9l+5ZV+qO+Hz7981t/G55RnOW3rOD9Sx9043tCl5171fEThp 8ZrGO6Mv4b3/5uZZaZwZQy/8acDZL29Iy5Y6xNeIj4fSaZ2GgbGEOY4+xThL HBR85tkaivbN/Ot57MTJs231RLLtwPFk9e6jyVvvHE2W7Tj3b8od57h859Fk 1a7jyfp3jyRbdu5JNm/Zmmw8+4x1a6XTEARBEARBEARBEARBEARheIG9VrQW 2Fzxn8CZUWzz5leDvVrsJdhd8XuMBgM9BzYQ88PBv/jTwAZE7BT2a7HFdDK+ SJFOg+djh2Ff2fLn48cPJ3hbuhFtQpa9L3YOOGSWTsJ4xx13NP1t+gJDp3Qa 3m8IZz9jeTdtQtZ7WhrEfQmvhe9laXm7bh6z/JrE4O2TMbZi6+X5Zse0WDcx VHl3s4vnMUunUaU8ypZL2D6om9GjR+feH9qfJ0yYkPvujDm9gOkMsmKuhDoN 3wd4B8ou9KnCOGlaLvsMLQZlGNOl+H7D87inyD8Ec4h/LuPRY489lsYVCfsG MarsM/rUmDFjMttSTKfh35l3ou6tfjuVjzyQH7QuXkdkZcfnVeYlr8PI6j8W H8VInaOXs/em75Fv/36UT9iv6tBpVHlGWDd546ePPwSZX9DY+LKN+c4yDVaV 9wjrLZzrmEuzxlHrrzDmbygP6DRMqwCx1f/5VZMaf/t4ICy1fv7goqZrMcZ0 GmXvB6+u3TXgnj/5+/FNf3udBrqNPJ3GBx9+nPzZTx5tfBdfHT49vrvzwOfa GPxMmA8OT9NWFF3HP4lpULLy7317lNFpZL1j1Wt8Fst7Xp10UqdBHzO/WRbX kLU/eg1+M/BbAB00/xo3bdmcbDj7O+DtDZuSFes2JW+tPcu3NyXL154j/0// Xsf1zcnq9ZuS1WvXJavPpknfXLdOOg1BEARBEARBEARBEARBEIYXOPfP+Tj2 SLGpQPZhOaOKz2PIWXX2YLkH+y2aCLuXs+mcfcU2hL0JfUQ3YHFP2CeOxT3B 5kO+2VfGnkweOYs/XEH5mM015MKFCwfcjwYgvA/bsPlI8HZib3ePaRWwVYU2 M/NxwLUQ5gMgpkNYsGBBeo18hM+PnZHGv0eYH/Nfjx3C+3wwe7RPg7OkoZ3O iK8F8x8B0DJ5W7elx/vwb5Uz3MD8FmQxy1afB+yJpjmIxQzwqPLus2bNGnAP Wgds4GYPtzaQFyenDOjbDz744IDnkQezt8fe7ZlnnkmvU0d8H/0W8ZCybO7m ayasT87y9wqmS8iKa2F2cB9fgb4fvgd9C/uyb5NZY8T999+favcM1KO3iYf9 MQvMDbFxhbZArAr8NRm8DxRImzXfPLQlqyu0geFngDEtSw/QiXzkwfKYxao+ ZSzWBvnIAnqGmJ6JOl+8eHHjPq8j8P2IdhHqNHj3qjqNKs8A1A1tic8h70hb tvHCa1poh1YWnpMnT87Mo5VJFV8wDz30UFSfAbmW59uIsrb+GsbPKQLaiwee Wtak1TB+9ecTUz8LHmge8D3h70MHMP/1zcklt85u0nUAr9MI9R+kj3+HGHYd ONHkl8JrLH79yPONWC3mMwJ/HT6WSAh8Rlw1ZvGA9P7619OSdw+dHHD/5t1H mvxLwHumLy19Hd8fN09aEtVAUH6rt33+3pOfXZN+PnLm69G8572jvxbTaaDJ CK8Rm4Wy93niPvJh+pLlm/eWyp+Pa9OKTsNAP7O1NvGi8MWEDpD/s67Gxw// X7ni7L8rz/57litWLE/egstXpFy+4hz932/x2Ur+Xp7OqfRz6TQEQRAEQRAE QRAEQRAEQRhuYA8WuxRaDfZaLX4JxIYJ0WNg08SOR4wT9lTRbGzbti3VcWA7 wY4Ti1fdKfAsfC9jA4vpNMxPCPllT5mzgFXtJEMRlAv6FXz+Y3uNnTk2YOvj Pu6vEuOB79kzuh0bIgbaCpoC4t7EbGq0C9oO17N0RugJrCzwGZNXbvQldE3c m3dfL+DPt5e1D5d9d7uPcaEbmijKGV8FPDPrPHsRsOlSFlnn7xkbib1AX+G9 el2f3jdOkc7Gg/ewOiyKmcMYwftCH+chBOM+/apqXaMvwTcT6fsxOwTPph8V jVN5z7F+38t81An6mPnDYe4rgq/LrHqyftvJ92vnGXwvS0tladM3sSPntUWv cWrVtxZzhfWjvDYDeE/zD1Lkb6YIaAB27DuWbN1zNDlwLH9OxdYP39l/vBGX JAZvx+c+9AvEBzl8olxMLeKJkCees//o+7nPKgP0ClvePZL6zyD/RaAcjpz8 IPU70sp19CE8i3fgvdG5DAZQjJYvyqFLS2pBEARBEARBEARBEARBEAShh8C+ wVk29Bmc/8cGSLx4yP85V4y/e+8/AztF7Ex3N4A9HVsLNlTyFeo0sK2RT3Qm +ADBhoOWRBCGK7Abmr8EfF0MFzBW4JuEs+3oOhgH0BJZDB3YqzgmrcDszWVt 9cLQAfOx+TjptWakE6CfTp06NdWMoo1BV2Z+LFqJ82TwMVWq6JvaAfpQ66f4 Jhps8HExPv5k6LUlQRAEQRAEQRAEQRAEQRAEQRAEQRgMQLc0HO37aNDMB0GM aFe6Fa+pLkyaNKnhG8DHJBGGLvCNYZoFi9001BDGjfJxa4r8wGSBvj1q1KhG 3Jdu9HU0NPZMfPUMRkinIQiCIAiCIAiCIAiCIAiCIAiCIAidh9n2iZsRix8w VEFMlDFjxgyw/WLznjFjRt9pNAB5njlzZhpP4dVXX+11doQuAP9R+Jqg3odq /12zZk0ya9asZOLEicn48eOTxx57LPVL0Q7woTNlypS0r3RL00RMJhtn8A0y GOHjnnzyqYJrCIIgCIIgCIIgCIIgCIIgCIIgCILQGZw+fTr1r4FvAkEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ BEEQBEEQBEEQBEEQBEEQBEEQzuGtTXuTO6e9lnzvzjnJX1wzOfnD740RRVEU RVEURVEURVEURVEURVEUxdr5rRtmpDYpbFMbdx3utZlMEARBELqKua9tki5D FEVRFEVRFEVRFEVRFEVRFEVR7BmxVWGzEgRBEIShDLSJaBVt/vvzqyYlt05e kry+bleydvv+5KOPPhJFURRFURRFURRFURRFURRFURTF2oktCpsUtilsVGav wna15/DJXpvRBEEQBKF2LNu4J/mTvx/f0GfMXrKu5/OxKIqiKIqiKIqiKIqi KIqiKIqiODyJrcr0GtiwsGUJgiAIwlAB85ppEq8cNT85cvz9ns+9oiiKoiiK oiiKoiiKoiiKoiiK4vAmNitsV2bHklZDEARBGAog1on50fjVuOd6Pt+KoiiK oiiKoiiKoiiKoiiKoiiKoic2LPOroRgogiAIQr+DmF7SaIiiKIqiKIqiKIqi KIqiKIqiKIqDmeZXA9uWIAiCIPQr5ry6MZ3PiO2lWCeiKIqiKIqiKIqiKIqi KIqiKIriYCW2LGxa2LawcQmCIAhCP+IvrpmczmWzl6zr+dwqiqIoiqIoiqIo iqIoiqIoiqIoinnEpoVtCxuXIAiCIPQblm3c0/Cl0es5VRRFURRFURRFURRF URRFURRFURTL0HxqbNx1uNfmNkEQBEGohDumvprOYbdOXtLz+VQURVEURVEU RVEURVEURVEURVEUyxDbFjYubF2CIAiC0E/4j3fMSeew19ft6vl8KoqiKIqi KIqiKIqiKIqiKIqiKIpliG0LGxe2LkEQBEHoJxC3izls5/6jPZ9PRVEURVEU RVEURVEURVEURVEURbEM127fn9q4vnXDjF6b2wRBEAShEpi/YK/nUlEURVEU RVEURVEURVEURVEURVGsQrNzCYIgCEI/QToNURRFURRFURRFURRFURRFURRF sR8pnYYgCILQj5BOQxRFURRFURRFURRFURRFURRFUexHSqchCIIg9COk0xBF URRFURRFURRFURRFURRFURT7kdJpCIIgCP0I6TREURRFURRFURRFURRFURRF URTFfqR0GoIgCEI/QjoNURRFURRFURRFURRFURRFURRFsR8pnYYgCILQj5BO QxRFURRFURRFURRFURRFURRFUexHSqchCIIg9COGkk7jzJkzye23355885vf TL7xjW8khw8fHnDPyZMnU37wwQc9ySPPvvTSS5OLL744+da3vpV8+9vfTj/L +857772XvPPOO8m6detSbt68Odm7d29y6tSpnpe52B0eOnQoWb9+fbJmzZpk +fLlyerVq5MjR45UToc+QlsiHbhp06bkxIkTPX+/Krz33nuTr371q2n/oZ/T J3qdJ8/Tp08nu3fvbuqvu3btKuznw43DZVwrMy8NRVK/tPmhVp9i66SPf+Ur X0n7wbRp03qen7q4dOnS5JJLLkl+53d+J+Uf//EfJ1/72teS2bNnN+5hHJg1 a1by5S9/uXHfF7/4xaY5rFPr0073xXnz5qVzMu/G2sRf47nM1Yx/V111VTo/ 9rq+hivraAe+rletWtXzd4K9/l0nql6rcNu2bcm1117bmAd+93d/N+1TN910 U/Lhhx/2PH/i5xyqY6YoiqIoDnVKpyEIgiD0Izqt09i6dWvye7/3e+l+dFly /7hx4yo/i33wH/zgB+m+B2ns27ev6frjjz/e2BdBHxHuFx8/fjzZvn17smPH jo7sZ5O/n/zkJ408wCVLlmTev3bt2gH3h2Tv+6GHHko2btzY87VQHjtdtsb3 338/tZFQNvfff3/b6bGf9kd/9Edpu/z93//95MCBA10rsw0bNiR33HFH+tys +v/Rj36U3lem7dH+6RexdH7605+m2oKq7ZnnZ/WnqqRdkA71x77lW2+9Fb2P fm11DCmfwWD73rNnT3LXXXfl9lfa0c0335wsW7Zs2O7HDqVxrQyL5qWhSOzO Vpdf+MIXujpuit0lNjT0VszvRdpB3y7Q2/U67+2Svs0cnTWO3XPPPel92HnQ Y2Td99prrxWuT1tlN/rilClTmt7FX0MHyhqKa3/5l38pnUaPWFc7yKvrXrBT /UZUvXaCCxcuzJwHBvv4yO/rr3/965l7N1y74oorkqlTpw6Jde5QHTOz2K19 GlEURVHsBqXTEARBEPoRndZp+N+5VdjKHr63G2MPC39T+30fzveF+yETJkxo XH/ppZdqL4unn3666R3Zr4ndx+/jq6++unKZjR49uufroSx2umyNixYtqs0O dOzYsSY9QDdtrEePHs3VZ4TMO5sc0wfFyPuhSymbR+61PLa7vxjLY95+FpoI Xz58lzR61b4nTpxYub8Opb3nMhyK41oZFs1LQ5F+3h8u2pThSvwyWV3fdttt pdvFUNBpsJYJxyvWll/60pfS/5tO4+677266Bx0i95luMtRpxNanrbIbfdHn PabTsHXUYLdDDmXW1Q7y6roX7FS/EVWvdZPfLaFW/qKLLmpo+PA1NZjfk9/E prkrwwcffLCv9ehDdczMYrf2aURRFEWxG5ROQxAEQehHDFadRiu+EIrsYY8+ +mgj/dh+cSd/S4f7GyNGjMh8B3wbhOXxt3/7t8l9992XPPDAA8n111/f5Du7 H+wenSpbzn9wlnfFihXJnXfeWVt5sLf0V3/1VwN0DN2ysXrbhtl1aBdjx45N 2wD7eWH9Z/kemDRpUtN95513XtoX8MUaaiNoV1nnaDg3TfwO4q9Mnjy5ab+x XfsL/SF8n6J28vrrrzfd/+abb/akbT/xxBMD8n7BBRektrmHH344tV2iyQjv GU42q6E6rpV99+Gu0xgO7zxcWUV7MZR0Gr5fQ+ZS1nl2HR9P+NEI53J8xXnb FbYf/i5an9ZRP53qi9JpDH7W1Q4Gm82xU/1GVL3WTd930PLhu8CuEV+jlViW 3WQ4l0HzpZG1l0PMv17nu1UO1TGz3/MpiqIoimUonYYgCILQj+imToMzI9h6 y7CVZxXZw0j34MGDKfFXEH6/k79Rsa9b2n/wB3+Q+g+N3bd48eKmPQ5inr/7 7rvRe9nfnzlzZsOvgJ3dHIzsVNn68x912XezbMrdtDeaPw3iP6A/iJ1JeuaZ Z5ryh507vCfUB/Fe4X7nyy+/3JQO6cby5M9N16k5mD59ejTNMu3kN7/5TU/3 ctEIeb0Kdfb2229H70VTxBkl4hQPpb3nMhyq41oZDkedBu9sc+2hQ4d6nh+x cxyuOg1vs6JfZ8UN8+98/vnnZ65vi9anrbIbfVE6jcHPutrBYLPldarfiKrX Ohnq+lgT9zpPVRnOeaF/Cepp/vz5A3yGrFy5sud5b7XOhuKY2e/5FEVRFMUy lE5DEARB6Ed0U6dRp+9Szp5gI928eXN6xp9zi3xu9vVW7GH+N2qdZ/M5V+lt 5Xn+JMeMGdO4j1ivZWKEUhY33HBDMmvWrMJ7sdtTZsZW/XhSj9glLJ2ic0Cd KttO6DR8HYRxT7plY2V/CP8YRbE8vA8RdFBh/3r11VebNAS0xVg6N998c+M+ 9hJjupBO6DReeeWVRhr4DPH7e2X2idg78/FPur235MuXvDMmlalb+uqvf/3r Qp/A6LlsnIOcv2vVjzBlxfdtzOxmOXVqXKPN8V6MY7wT/7KX3E5eScPKu2p/ r2te8nkoM762S8qQ8RyyJ93tGELdeD59ifStnVjdDBXWOVZU6QN+jVcUo2iw 6jRob1XLjvK2dV2eHyram81Rv/zlL2ut77rbM2nYWGp9scxY3a86jVbLkO/5 8ZnvtzpmYY/2a+kq8xdlafW1d+/eWu3Zfo2/Y8eORtrMx1XWW3X95qib5ouv 1bGStbStpyj7fo7vUMS61o7trK26lVfLI2kw/tWVL6/T4LdOmd8KRjTNGzZs aGmMqJOhTiOrDomJ6X/L3XjjjbWWox8vYZW5bziNmVXnlk7t04iiKIpiLyid hiAIgtCP6KZOo449WvYrfvazn0Vtxddee22uTZ3fqcSLwJ49bdq0AZ/7fQX2 ItCVGPkOtuxW9uL8b9+8MmD/gTgAZW0eVcie0BVXXBEtN873Z/0m37lzZxrD wd6f/Wl8g4TnZSCagfDdOl227JXaHgR59W2gFTvQU0891dSG2Gux9jYYz8LP mDEjVwfldRx5e2W+n2JTitmFvW2CPS6/99RK3960aVNT++F8mS//spqL8ePH N75D/8nLB/2A9khZfe1rX0uefPLJtsrf60y+8IUvtOwLKCQ2BOKmxPor7ZB8 x+xC2NS+//3vp35YiLXCvhz+UqifMB3en7rsdBute1zjHYmLFYslY8QPMxqu LL9FflzDJwtjz9SpU5s0P0b6f9Febjvzkudbb72VXHjhhdF0Lr/88ky7w4sv vpjWJ+9DHB4+Y2+XvkF7sLGW/uXbGDFnYu+MHYHn0SfL2GlDsm/O82iHV111 VbRPdvL5Yd2giYqVKfljDPXj3aJFi9I5sWh82Lp1a2M9QWypsM0TywdNEjb8 tWvXpp+jvWNMpu1SPvzL2Fv1/jrGinb7AHVMv8Z/u683P7dbns0+kKXTsLLk fuKNFemSVq9enZYT97OuaccHG/NYbD3DuxDfK2y7fOeuu+5qem+bf420Hfrh pZde2nQfz/H3+brOWp+2256L+iIx44jZEr6PJ2Wc5ScKtqLTsHxdfPHFaTlQ p3l1he3qoosuapTbnj17ujYmGNHhZfU14snlabBtjIbEnON9wlh9xjA2TkjW MX5e8aSsr7vuuvQMu+/3ZcZke0fG5VjaP/zhD5u0y3lrtHZ/c5BX6oh3IE9z 5sxJrrzyykbfueWWW9Iyyus3flzFlw1rTmzI3q+B75vUUVHbId5ebI7m+zfd dFNjXMor46Ixqercwef2juH84ImvA8qedFetWtV0ra61Y11rq7x6rXuda/NA LI+UF74K+Tc215chawry4dO1scwY022zHozFuISUbVbZ+fIhz5QP77h06dLk F7/4ReOZ3FNFA1xWpwFHjRrVyKs/Q9DKWrWojiBzctZ6f6iPme3OLZ3epxFF URTFXlA6DUEQBKEf0U/+NJYvX565jxzbMwv3ELJsBHl+AjzZA6uaf37TYnew NNgny7qX/YEf/OAHjXvZS6zjXDG/28u8H/bT8Hlly8bvx7Bn0Y2yjdHrFqrq NN54442mPLGn5etkMOo08jRAoX187ty5memw3+d9vpQ5S7N+/frMZxdx//79 Tc9jXzp8n7I6Dew1tr/Ev1nxNGLtsd2YGj6/7H3n7ROWJeNU1l6kJ3Ub2rDD ODdluGzZso620brHNd6xTPlAYkzF9qGrjmukk3UWrd15ycrotttuK5XGkiVL Bnwf24FdJx64b5ex9s5+cNkyzLM9ZpGysnYYGxs6/Xxj2bmPPWrL45QpU0qN D3m+IcKxF/sCdoDYsxnnqt5fx1jRbh8oO9Z4/+hZZcYZaJ9W3lwVxiXD9tLK eIINJk/rZcT+6ceQsK6yeOutt5YqH+vPZXyNtNKei/rio48+WroNYG+N5asV nQZr4+9+97uN76EVyatHr+HMix3YiTEBoiUqU5/4gIqthfwYXYaUR8wm9vzz z5f6fhiXoKgdQNZl3qZYxKw1Wl2/Oeh7zz33XFRHZe9QZRwuQ+yYWePOgw8+ WDqdVs8ltDJ3+PVV3rrZz23hfXWtHetaW+XVa53rXObF733ve6XTaUX/X2aM 9VoG6pTnlOnjMV2OLx/TH9GXisaIIlbRaaCjsufQnm0sq7pWhZzHQM9XVB5o 5fGDMtzGzHbnlm7v04iiKIpiNyidhiAIgtCP6Bd/GpyBCn8zcsaBMwycdQn3 IKroNDhjxVnC8CyBnU8wsldW9SwBv/ktXfYQiuz8+Krw7zFx4sS2zi88/fTT Telx5g8tA+d02PcO97pCm5gvs5DsvXC+LfycfepulG2Mfs+nyn5a6KfVYi14 X7WDTacRxjv2e2HQ76lBdCdZafG973znO4V7SVlto0rfZl/UnxHD5mb5bkWn Ee5T58V9Dttzu773OYvs0+NdvE6pKrEF+fQ4003MEOqOvcbQ5sDZXv/9sM7D 8ZKzWqFdN2w3nWCd4xqaIv8O7N+yJ0xZXHPNNQPej/mhqB2E5RE70/bwww8P SKeOeYn2+6tf/arpvksuuSR55pln0rO7jzzySNPYxP/Ds+RZe90h0YKE/c/a LTZYnsUerr/WSiyhvFgH3Xg+9HZdI+d3sZlQN75MvYa07BxSZB+MndmOkTm3 6v11jBXt9gF0DrR1fNf4PIRzu53nLSoz76cgFsPL6HV50M6bV2GoEbBxhLbB 3B9ewz5hPjvs/Lp/b+jXNax5sJ3QrkIbs/lqgawJLf9FOo1W23NR3BFvQ+Q+ +iJ1wZga2i+z/PW3GvckjBuW5SOD+vJjRpZepFNjQhhfzcasmTNnpvUcrqOx P+aVUVim9DW//jJyvtunQdn7PPJdfDjQZrHf+TTCuaaoHTAuozX1z6eN0xaY N2L5i43NnfzNEfbJMjqNrHGVd6PuwzmaPhmLD8jZ/zAN4hjh2+vqq68e0D7a 0Wm0M3fkzZdl+2nIKmvHutZWefVaV14pu3C9Qb+hzY8YMSK57LLLBqTfym8G zmeE80U4V/rfQQ899NCAtsoaGv1i6BOC/OLDpGz5hN/tlE7Dzyvez2GVtSr3 o8cLxyV8j6BvxJ8h4184Lnj/WsNhzGx3bun2Po0oiqIodoPSaQiCIAj9iG7q NOw3bBHDfZtwH4rfntghwmcRh9P23KroNIyt2IiL6Pehy9hDY3tclAl2P86V YRcsG4s19JFwxx13RH14sz9t92Af8XscYX4oV/YU/FlGzpP4sy6xsu9E2cbY ik6DPVm/p8X+XKztDTadRngGBruuv15Fp1FlrzfWNsruSYeaCtqNb2+tthPs Jfa9mF0+q8xi9pQqjO2H2j4ge6qUUdn4x+E5Ssom5guCOAa+r3n/IbH8oAHw 94Rn9bLsEnWyznGNMZQ9a9pH7Bwm78f+a977xfKDRoAYEnZPeN4+5q+mjnmp qB9D8u/tSX6MCvuNjfns9U6fPj19V4h+CZuwfx75YY82fB5aI4tr1Ko/jaz9 7W48P7SrsgcdnrOk/tjrp7z8OcFO6DRs/xv9DfXAd4kjwR48dpJW7m93rKij DxSVQ5UyCzVPoY3a6ONckbdWbKH4yPfPivmy93G9YOjjw5+1pWxpc0XvnDdP 5pVNO+25yNZEvBHW2zH9BQz9SMRsqq3qNFhHMk7Zd7HtxfLg9ZBl9M51jwle Q0RdYz/z32NO8uto5gLac1YZWTr0bf+bgLL2eQzbgbd9hn5ejIwP5Jc8hGfD 89pBqEPAd0T4e4Vz+v49w7qu+zeH5Zd3Ya1AW2W+4HcVcy1pVdVpYMcPY/iE 5+1Df3Jh26HsYzHIGLNs7K5Lp1F17qhTp9HK2rEb80pdeQ19oaG7Cf300Db9 XNCqtrtsPfmzHRD9RmzM9veQ76zyoe/4MuJ3IGXLmEobqtJGy+o0wnHA+8ao slYNxzzqMOY/hM98efi1w3AYM+uYW4rGB1EURVHsN0qnIQiCIPQjuq3TKMsw drm/FvP7Dots6r3Qafg9gjxf3p7EgCgqH85kYgvGhpW1z0Jsdbs/TyPi9wnC 8zW+zDg3khXLFq2G3wMwfxSdLNsYq+o0OA/j49LQfnw5DVadBns/fp8y5ge8 ytmnbuk0iCFs36G9hO2p1XbibXx5Z7HZbx85cmR6BhJbd5n4LkXkTFdRf6Ue iG9MjPWsPsTeqy+bLO1Enp/rcH+WvMXS8DZGGNqdOsG6xrUy5Lu+7YdnBn3b paxjNhfoNQXsEXtbbB3zUliXMRtoLC9hfwv3adk/zhrv/bszbuSVM7aVMF5G Gebtb3fj+d6WX2TXRROC3c98SXdKp4FvlKy0qt5fx1hRRx8oKoeqZebzyrnh 8PvY97xdP893UhbpFxdddFEjjTxdH3OF3Yfd3rdFPwfnnUuuQ6fRTnsusjWV YZGdslWdBvRr5Ng6Joxzc+ONN1bOfztlGK5tYzo6a1d+LRnm05cRfd3b2bLK I9Qh+TRow3nvy/t5//hV9DKhDtDTxxYM67ru3xyQs/P0taz8VBmH82KaeN1b OA/7tpM33tbR19qdO+rQabSzduzGvFJHXkOfSnntFW1Q2Tmu3XoaNWpU4x5+ c2etf0JfRF5nF+pY0CZl6fCq0KdLncX6JX0jjCfmdRNV1qrh79y83yl+3ESn HXveUB0z65hbwnSk0xBFURT7ndJpCIIgCP2IwarTwI5qafjYm3k22MGo0/Bp VrEJL1q0KBqTOUbu41xQWBZ+3zErNm9YbuFeiC8z7wc6lob33e/Pz3SqbIvK u2g/LfR5y1mbcE9sMOo0whglcNWqVQPua0enMXv27MJ8VNVpcF4qa1+x3Xbi 3zWvnXaKGzduHBDLIY/sTYZp+Njhfp8xRn+vtymE+6hZZ7yrxDSvk+2OazGy l7thw4Z0rx5fP8wXjD9mWyuaC/LO5Idxvv3eaB3zkrcjFPk18feGtqIq417o zyLPBtQqq/jTqPv5YdvmjGOV73dCp1HUv6reX8dYUUcfKCqHKmUGQ9tT+Cz0 W3Y9ZtMv2za97Y6xI+te5qis/JSdX9vVabTbnqvYjnkW/n84a/3iiy+m8xRt 5sc//nHLa+ei56OD8HNCqHfzcW6wycb87xSxnTIM7c4xH05GdENZde3LKK/P 5unxvJ0N22voD6TVdhCOyXmxELLquhO/OcqsK6uMw3m/wfx8HvY//15ZWo+q fa1s2dQ5d5Ttp+2sHbsxr9SRV/98mOW/qSgvddZrmN9p06ZlphfGgsrSa1O2 Bw8ebCnPee2bsZj8saZfuHBh+v9f/OIXA9bx6C299qHKWjVsS3n+SLPa3XAY M+uYW/LyKYqiKIr9SOk0BEEQhH5EN3Ua5quR34b8m0efhv/tGNr/PQebTqMV HwWenOnDLoEfzPB8SozED7DvhmdGLRZuGGOG8yD4f/bpZJ25Ldp39D5Avc6m E2WbxSp7QD5WOeeWsmIoWB1mnR/qJmPxlCdOnBi9t+xeZqtttUrb8OfR6Jvm 0zakP3eUt2cV0u+5hueeu1k37PViA/r+979fqEcIY674s9sw1l8hn/v7fDsv aztsd2xqh+2Maz7/CxYsSC688MLC7xfNBXltN68865iXwrPaPIvxOKxz/Iz4 9pR3nq5o3MM3eNg2L7jggtSvPDZSYp2323/y9rc7/Xy+6+0XVX3m9INOo46x oo4+UFQOVcoMhrHofRwMyui77vxznr00jz5efd7Z+PDdQ41At3Qa7bbnMrZj yoTxuIyGrm6dRqjxDc8Ue18GZWIHxthOGXrtRdHz/TqHduxjebUyroTl5XVK Pk/0E+x24XnwsvVQZL8rU9ed+M1RRnNb1zicVT+h34W8NIaKTqOdtWM35pU6 8upj2RTp2Lul0wjHqTztSOhnyGvrq2j0qzAWbyaPl19+ea4WoKgsQ1+FrIPL rHN8uxsOY2Ydc0vR+CCKoiiK/UbpNARBEIR+RDd1Gq2ccw/3NrJ8Dof3Djad RtF5izKk7LBxceaUGALhnro/XxqeFapC9jViZVZlL4L9o06WbZk8FO0B+Xuv vvrqNEb1vHnzmsg5IfaGbA8FH6Wc2edaK2d52yF7Otdcc01TXeX5Wg1tTFna iFg/q1unEcY6yCrrn/3sZ4370DHwGXoazvjm5cXvb8biqfSK7AVzNpmzmqG/ DeqE2BlW/sSYbqW/er1HP+g0QlYZ1yC2L+9fvoid0GnUNS9h1yvrXyR8p1Z1 GtCfHc7izTffnPpabqVOi+xVnXx+0TndIg52nUZdY8Vg1GmEbYO+b5qdUOuH n4VW2qa3rxStSfPqpVs6jXbbc1Ff5Dx0lTZUt04jrBM/L4a+5f3atFtjgm+P of44pPdNH2pj67ClsQb05+2z5gbWqWE559WDz1tRXJmsuu7Fb46iMaUOnUbY dvLGHek0+ken4cecPH9oRXmps17Dtlakr/C+sryPoF7rNBiz58+fH9U/VFmr el8YVYhW3+pzOIyZ0mmIoiiK4kBKpyEIgiD0I7qp02hl3yr0A5p3Dm4w6jQs 7+SHc8J1li32C+9n1O9vh7//icGO/2r2mfNIufh4wlXqz/tCCGPLD3adRlXW obupWtff+973mvJQ5O8+bAN55V7lzGArbaPV+EexPakYsd2bPafojHSvyHgQ 2qfnzp3buHbDDTc0PqcuyvRXdDpvvPFG4xn9qNOItfWscS08QwjRUU2dOjVZ vXp1qufBVubbc6d0GnXMS5xj92c62WtHq1JU79yDXxJLp6pOA7788stNvgti xNbYyrxVxl7VqeeHsWSq2ij6QadRx1gxWHUaWXEw7rzzzsz1RRVW0Q7n+Rrv lk6j3fac1xe99sV40003pfPttm3bUn/5jMe8d169tavTYLz22jvTn4Zxblr1 s9NOGVaJMcTcY+N5qBety5ZGm2S+K9L30ba9b8K8eqjyjmVtjt34zVE0pnRC p4GmtJW+VpbSaRTX63DQaRT5QIRex+D9KnZDp8G6HB09awpi10HW4EXPqrJW 9eMS5TFhwoTC8QTOmjWrSSMy1MdM6TREURRFcSCl0xAEQRD6Ef2g0/A2CR9f PXbvYNNpeJtiJ373et+t0OyF3n84ZYE9sNP158uvH+KesOeTt2eTx27qNNjL YR/RPx97f5n2912nvYjFj/DPKKvpaKVt+D3RVlik0/D5L9pz7SVDP7e2txrG s8nzz5DHoaDTgFnjWhgzg3gjMT/0VeaCVnUadcxL6E8sDcbrMOZXWbai0/Bl Tfk+8sgjyWWXXTag79Eus/xCl2mHRWND3c8Pz3zm+Q5vpyx7qdOoY6wYrDqN MA4GvtPD+SnPN1QRfZ9jjDl+/HjmvaE/B//cbuo02mnPeX3Ra1+wg23evLml emtXpwHxUxbWC/7pq6x5ypRB1TL08fHoo3lxT8K21Qmdhu8nzIesjUiPe8Ox E3tlmXrwZU+Zt+LDvxe/OYraZl1xT77zne+USkM6jf7RafiYc4Ml7kkY92vV qlW56fl5sts6jTI6kir9LEY/LuFDrN38D9UxUzoNURRFURxI6TQEQRCEfsRg 12lA/9sx77d6nTqNpUuX1vL+TzzxRCPNMjGx2zkr6fefwz0hv/fQifoLz5eH 50s6UbZFbaVoDwifC9u3b88lZ7m//e1vN9oU50rZS9mxY0dLcdKrkjMzoZ9Z YoSU/f5vfvObxve8z/u8ei573rRK32Y/qqis9+7dm9x9991NbRb/CFyjnZft B63EV2qV2JKqPCvsl35v1Z/PasU2HpbDYNJp1DWueb0P+5tZ56s7rdOAdcxL /pw35xM5395K+baj0wiJTfzWW29ta95ux17V7vPDuaiqfdeXZd45yV7pNGAd Y0Un7GlFcSHK2rv8fTzziiuuaPzd7vhepc8R48B0YbG+2w2dRrvtOasvhuni p77VeqtDpxFqcdA4Z5V9VbZThmHMtrx4d97/R56f/Dp0GjGyNr344oujz8mr B//MvHk1r667/ZujTNusQ6cRth0fXyIkbaPXOo2835nSaTTHrfLjTV65oV9r d31Vpl6r9CF+f3r9fisxuaqyjnSrrFWrjL2tciiMmZ3QaXRyn0YURVEUu0Hp NARBEIR+RDd1Gq3ur8+cObORBjbkrJgG3ndyuzqNcePG1fL+3p4ybdq03Hv5 zc5+AT7/8Z9cJv3Fixc32TO8j4fwrGSZWBDsWXj9Qdn6C/0lhOddO1G2MdZp r7Q68TbWovNDvDc6CvzBct6mnfgbnKXyvgOwKb3yyiuV0vB2g7yzwyNHjmzc x9mgMhqUOjRYefVXRtdk9P7b8/LC+2OPon6oJ4un0SrHjh2b7tGhJSlzP/3L 16nfs8NvsO9D3sd+FrEj+r3LOnUadZVVneNa2TZXZS5o1ZZQx7zEta985StN fa+oH1Ge3udx2G+Kxj3OkdJu8u5ZsWJFpTzllVtYvp1+PuXj9WlF+/vc7/0I eF/i9JEsDcSiRYtqsQ+2cn8dY0Un7GlFc0dZnUbod8izVf8hRuwpvs/l6Rd9 W6Adeb1gN3Ua7bTnsjqNvDbHuqPs2rlVnQYcNWpUtM7xXdROnbdThuGcneXb K/RfFuqn6rClMQejZ8l7V7RS9n3v56lK/Ju8tZfX0oZ1XfdvjsGg04Bjxoxp eq9Y7BOexW+8dtfErcwdZfzOcN8dd9xRqp8OB51G6CcljHlhJL6cj8PXSZ0G 9ONUnm9Av0bit+GGDRsql09VdlunEY69eX7rjPxuIV6X/T0cxsxO6DTK7NOQ D7/fUfb3nSiKoih2g9JpCIIgCP2IfvCnEfrAZ0+KvRN/D/bxr371q417WtFp +D35r3/967Wc3SBeq98HKhsLnX0X/MBnxULmXn4b+32C0J7lz4LCr33tawPs e0ae8+tf/zp9rtd6hGdG8HkQe0dfP/ifCN+zE2Ub44wZMxrPKYoZW4ZF5/LD e0PbUqv+2b1dxPZviBffbt+58cYbB9gdfRuFZc/0+DNm1Hkd/kVa9bvq21fe PlWoJ7rttttqyy/9h73SLLsubcH7iKBe/J5caD+kvWGPjaXFvqO9s9fu1KnT qKus6hzXwr1R7g3TYMyqMhe0akuoa17yWip47bXXDkjHp8cYQ55aOasNLd7T 5MmTM3Vb06dPL2UryGLe/nY3ns9Y6cv0kksuie4h01/D8vQaCNrrsmXLmr5D vXt/H7Ey77ROo46xoi57mh8nuJ6n56riP977FfdjZpFvpTIM0475qHr55Zeb 7gntn93SabTbnvN0Gj4uH/0sHHf4G7tVXluHdek0sPuEdQ69DbJVtlqGYXwB 6jr0wcI9+FnIW/u1a0szvSNrwRdffDEz3pe3KXsNUl49hDZr+lmoPeX3xNVX X930jmFd1/2bY7DoNHgv/968I1pS3o11MGtmH6+ibN5jbMXXmdc3UXfhWLRl y5YmLUdRPx0OOg0Yrr1or2+//XZar+vXr0/1Ob49l5m32q3XcJxCWxP2dcZJ /1si1JMOFZ0G9DoGm4djYx8aG2J70v7tt8pwGTPr0mlU3acJY8cWxScVRVEU xW5SOg1BEAShH9FNnUYVhr5lb7755gH7ZOyhZMUYbUWn4c+nQOxrnLO45ZZb Ujt0WT8DnthhzbcqecqyT8LwfKPxggsuSK6//vr0NzTntbARhXtHWbFNx48f PyA99ubZV8TGyZkJX35hucXq75vf/GZ6PuSxxx5LfvzjHw+4HttT70TZQnxz Uh7kh/S8H1uecd9996XX4NSpUyv7h6+i04jZbVvVLvj9EiPl9MUvfjGX1G34 zPCMKvU3Z86c1DbFnpS/lmcHo32x/0VZUq5+35eysXKG99xzT6atOY+t6DS8 v4Ki74XtuV2fKz6/viyuuuqq1NcG/ZVnhHv4kD3Fon4C2WekPdBf2aP84Q9/ mLnvV6dOo66yqnNcC/1PQMqDvh2OZWXngnZsCXXMS7zTd905bMg+LOcq6aPY lEeMGNE0toSavyp732GbJWbL3LlzU58M+Ijw7QL62Dxlmbe/3Y3nZ9XNQw89 lPYj1he+fnx5Mmf7srY5E3v1ZZddNqBOY2XeaZ1GHWNFXX3Ar3HsHuYc5gp8 Cng9WhWdRhj7CObFHKhCdC7hmEwdL1myJNVn3HTTTYXzYjd1Gu2057y++Oyz zw5Ik7pjPMaHRZm2HvbpdnQaYT+AMd1vq2y1DGP6kQceeCBtKy+88MIAG/jl l18+YK1Zh07Dl42tuVhHLF++PPXvdOGFFzblw+KFlamH0GYN6QfMq1njXmyc qvM3x2DRaUDvU6MMu6nTCOcC1g/UHev02DqkqJ8OF51GaGsvw07rNKD3qQGx 3aMLYrwJbeMw1IQNJZ0Gv6v9+gLyW5e2zXgye/bsdA0Zq6PhMmbWpdOouk8T ruU7HT9TFEVRFKtQOg1BEAShHzFYdRrhb82TJ082xWItYhgDJMxL7LdszF7W 7r5blbjY4fnGsuSsCO+WlSa/8Vstt6r19/zzz0fz0YmyhTE9QxbPP//8lurP 6zTCNuUZ+qJvZ8/C73+w51r2HWNnz8vuRfKcPP8foX+Fqv2v6nuXLT/vY4G+ kLd3WLdO46mnnmppfIud3zaG57iL6M/Ic3be68Ky6qCMz/s6dRp1jmtvvPFG pXSK5oK8saeoPOuYlyCapiuuuKLlsczH1yrrT6MMsfO3Mi772O9Z/jQ6+XzI uHfNNde0VJ7M01XaWMw+WDamRCv31zFW1NUHYMzOEGvzVXQa0GsMi3SuVck5 1lAHkjUOxXxZ+TaeN9bWpdNotT3n9cWidVmZtg6LdBpZz48xXEfF9Iytsp0x IcxXFtFKxTSqZcfoPJ0G2pGy9RT6rS+qhzAuRhnGxqk6f3PUodMoO64W2TqL 3ov1M9+rkvcYW5kLsrSwVequrrVjXfNKXr3Wuc5Fs5e39kKjh526TN+tq17J 05VXXlmqHmO/ucuWT1XWkW6VtaoRndx5551Xum17fxrDYcxsd24xVt2nkU5D FEVRHMyUTkMQBEHoR3RapxH6qS/L2LlJ9i6uu+666P3o/PE5aecqYvZa/xs1 61wmzwh9mvtntLLvxjkYS6MoLjbEH8XIkSOjZ/A9OVPC7+QyMUTwe5tnKyUt zhWG9ojQVsv52Kyy8THRu1W2TzzxROk21coz2D+xdy7SAFBn9izqjvdttd+0 av/HrpnlE5bzR1nfw7ZQVH9VNDthTI9W6jMv3q+nP3tGG8/zmRKOR8TgaLWO jNgOieGQdW7RyD4+PnzL7G2yH+pjGsfS4tzWqlWrmuqbscDGDdorZ9Gy2jXx NSw9fBkUlVWrfg2MdY5r5Dc8Y2fER/2RI0cavupj/ZbYDGXGBXQYtj+c1abb nZc88Q8Unu/zxBcxZ+zCNHwch6IY3tgQ8aeT9xzeef78+ZX9Dxn9OcTwPHw3 nu+JnTerb7LfzbgYs/9zTjOrfeJDmznVPuPMYdi/fKyEorGs6v11jBV19gHy T7ssmgvKrME8vc/zorG9FdIWselklR11khVznTZeVC7Qj6NZ83OVsqnanvP6 Isxbl8XaeixvefN20fND+jPKZdbL3RwT+OzSSy/N7GdZPvlh2THat5ewX7J2 wE/Xl770pcw2SzwXfya8Sj3Qv7I0arR1tCpPPvlkqXGq1d8cZcelMv2myrjq 19x59UP+GJew7UPmfsY++j/1Yz7B2tFptDIX5PVj1veUs2+DrDX89+taO9Y1 r+TVa53rXCPxzYh/QZ2ikUCbgb8h8v/qq6820qhLrxzro+H9tKvQx5wRv4hh nI2q5VOVvs6K1rJZrLJWjZVH6OvMkzMVzB/e99VwGDPrmFvKjCPhd8J9CtaY dbQzURRFUayD0mkIgiAI/YhO6zQ6Qc5W8FucfRzOVu/du7f2Z7BnRHxaftey F5K1V1+G7Jn4syD4lC77XWwwvC8xc/HTCXnvVv2YHj9+PPWZgH9L7PKkxT5G lv3D75WxT8F9vA954vsQm2ivynawMIy9UaWOu0nqDns5e0e0KfYt6/KJ2wuG sZzriGPfDrH77d69O+031l8t3nUrNkb0NfQx9vb419JqRwM0GFjHuEZ5MpbR hikfvp8Vs6cbrHNeYkxmjMaHjY2VVcfZsvVAu+JZ1AH/ZsXG7lQ76Nbzbd6h TKkj6qeoTzJf0rZWr16d1injTd1agbo4GMYK5heeTXvl34MHD7acVhhHrMiu 1W7boNyYF/kXG+Zgnxdbac95ZMzBHklalMPOnTu73tZZR1100UWNOsdf2mAs Q/QajPWMC5QZ41Yn9CR5pH+Qd5s/yUtdbZa5hvfC7kZ/aGfcq/qbo59JWfnf S3XF66lCytbWIfTjTvw+Hm70fp1Gjx7d1WczrjD3EZOLOR3dHGNzr8ukl2St zZi3cePGtEzYR0BDUvQ9jZnlORT3aURRFMXhRek0BEEQhH5EP+o0+pH+vEOr 51B6wao+iIcr8aFu556o31Z8SYjVGPoRjsWEF0VRFPuPPqaZ1h7Dgz62Wp3+ +kWxDuatL8P4gmEMBXFwsmhe2b9/f9f0gqIoiqIoimI9lE5DEARB6EdIp9Ed sof3la98pZI/38FA6TTK0ce2uf3223uen+HA6dOnN8ocn+P4W+51nkRRFMX2 6P2NQ2Lg9DpPYmcZxgUgVlSv8ySKRn4Lsc68+eabU387aLM5Y84Zfc7Pez8w aIxicXPEwccpU6ak9UU8CfOvQL2iEVuwYEGTRuP8889P/Vb1Os+iKIqiKIpi PqXTEARBEPoR0ml0j+wB+RgNI0aM6HmeiiidRjF9PGnpBbpDYl34vnT//ff3 PE+iKIpi+0SXYWM7drJexjMSu0N82fs5Hb/vvc6TKBr9b6EiPvDAAz3Pr1iO jz/+eOl6RZ/T6/yKoiiKoiiKxZROQxAEQehHSKfRXY4ZM6Zp34dYt4M5VoP3 Q81ZIuk0BtLHVP/Rj36U/t3rPA1lhhqNb3zjGzrjJoqiOATI/PnlL3+5aY3U 6zyJnedNN93UqPNvfetbWmuKg4r+t1AW0WkT47LXeRXLc8KECYX1et5556U6 nV7nVRRFURRFUSxH6TQEQRCEfoR0Gt0lmoyJEyem5/8h564Gs4358OHDyX33 3ZfmddasWYNaU9JLYlM4efKkyqcLnDdvXqNNQvxO9zpPoiiKYvs8depUMnbs 2HRsx+cY/ud7nSex85w7d246r997773JihUrep4fUfTkd9qGDRvSeHuMS9dc c01yxRVXJJdeemly1VVXpTEy3n///Z7nU6zG48ePp+PNpEmTkttuuy2tS6tX tGP40JD2XhRFURRFsb8onYYgCILQj5BOQxRFURRFURRFURRFURRFURRFUexH SqchCIIg9COk0xBFURRFURRFURRFURRFURRFURT7kdJpCIIgCP0I6TREURRF URRFURRFURRFURRFURTFfqR0GoIgCEI/QjoNURRFURRFURRFURRFURRFURRF sR8pnYYgCILQj5BOQxRFURRFURRFURRFURRFURRFUexHSqchCIIg9COk0xBF URRFURRFURRFURRFURRFURT7kdJpCIIgCP0I6TREURRFURRFURRFURRFURRF URTFfqR0GoIgCEI/QjoNURRFURRFURRFURRFURRFURRFsR8pnYYgCILQj5BO QxRFURRFURRFURRFURRFURRFUexHSqchCIIg9COk0xBFURRFURRFURRFURRF URRFURT7kdJpCIIgCP0I6TREURRFURRFURRFURRFURRFURTFfqR0GoIgCEI/ QjoNURRFURRFURRFURRFURRFURRFsR8pnYYgCILQj+i0TmP0aweT/+7G9cn/ 8Jv1yc/n7+35fD3YeebMR8k3Ht2R/LNbNyb/9fXrkhW73yv8zms7Tqb3Usbf nPROz99hMPPwex8m//xs2f5Pt2xI/o/RW5MPPux9noYz1XbFOvnS1hON9nTF nHdLf8+PC7939+bkvQ/OdCyPrYzxcOP+99P3W7TpePrv+n3vJyc7mM/hxv3H TydPrz+WjHvzcDJpxZFk4vIjycp33+95voYiNx04lcxYfa6MHzlb3tNWHUm2 HjzV83yJoiiKoiiKoiiKoti/lE5DEARB6Ed0WqeBrewfXfN2ynbssNhQ3tj5 XvLmWRbZpqrcO9i4+cCp5D/9xbny+s+vfTs5ePLDwu9QrlbGP316T8/fYTDz 0Nny/C9/uTYtq39604bk1On+ah9DjWq73Wc/j49FXLjxeEvzzfhlhxvf+99G bE5Od1C/VWWMf37LieSCcdsb98f4u3duSm54dl+y72y9+u+eOHUm+e9vXJ/8 V79em0k0lP/LXZuSCye+k2oUsvLx/y3el/wnZ5+Vlc6/OJtGNzVvL249kZZJ 3rt5kvepK49E03rn8AfJn4/fkVm+/+Ts9+9ZcqCj74N25/98eHvyj38Vzz95 +J9v25icP3ZbMvKVgx0v66L8wP/2hvWNPD249FCpPL1wtj3TXvPa8uJNx7vW jkRRFEVRFEVRFEVRHDqUTkMQBEHoR3Rap/GTeXtq0WlcNmt3Ix1sAnXdO9h4 1fy9lcoL3QG2FO7HbsU51V6/w2CmLy90GvKnMTjqQm23e+zn8bGIreg0sEmj zbDvTVh2uKN5LDPGo5/58kPbMu3ZWfybaTvT9yGNvcdONzRpZYmdPOZL5Aez d+d+D/8l3dS8+Xouy1i9zll7tPT3/+i+LR2bL6iz//WebP1CSMbLp87mvVPl WzU/pjlaleN/5Oeu3RdRmj1RFEVRFEVRFEVRFKtSOg1BEAShH9EvOg2fTpEd rcq9g4mc4f5vrl+X5pvzv69sP1n4nQeWHmq867+6f0vDRifGKZ3G4KHabm/Y r+NjGbai01i79/2Gv4r/4pdrk+OnOqc3KDPGo69A9xDarvF9gd+LHz35bvLX E3ekvgzy9BJ+rLPneX8IWTZyYrKEeSIWyL8evTX5g5Gbm+7Fp8Kfjd2WfHvq zo76IMmr51Z1GjsOf9CkY6ENoKEh1gkxZvCx8j/evKEpjf93xq6OvE+oFfpH n9UV9ZflS4XPiRvVzfwUtZ2s/kNcE38f/kGIiUfsntXvvpdcv3hfqvPw9zz5 dud0KKIoiqIoiqIoiqIoDj1KpyEIgiD0I6TTGDz0tidscEUagtCWMmVF/7xr ryidxuCg2m7v2K/jYxm2otPw5fEfpu7sWv5iY/yHET8GxC7J0uyhNfD+Uf75 rZ+nWcZfzZH3Pkz7ntcr/GfXvp3sPPJB9HnEUvHaj8czYol0s57RpuADBH0K /2YxTOPHcz+vdzQC6HXCe6iPL4353K8JOoROxAoq8unCuy3f/V7yp4GPFb7T CX1bGR8zlCnt8p/d2qwXCuPnkJaPdZLlswV90j9xGhDKvRdtSxRFURRFURRF URTF/qR0GoIgCEI/olc6jfdPn0nPUb609USyZNuJ5ODJD0unU2TTrXJvFolZ /8bOc/nj326c9f/qI9sb+b7x/2/vzIPtOK77XK6yqlKJ7FJs/6GKKxXLJVtR WbFkV5x4UclxrNguyfES2yrJtuzYsrwollSKY1tJJFmiYokUuK8ACZLiAhLc xUXcAa7gToCgQGLf8bARAAECBCHR9s37jdTvnXtud0/P3Ln3vUt+X9WvQL43 d6an+3TPfXNOn3Pvntrjn5062rcPvMR/pH3CD03392PbXuptfqFdnQn1zbIN h6u+kTbtb36eLs5x4OiJ3pM7vj1Gyreu/6/7TNM4DY17sFNJfVdynTbStTQ+ z0xfb+30v1MvvlL8udAPksa27d72l828fGLa7lM29eKx2b7X/G3qu2xju96G 29jNOMezqeQzD+Ovf5u0Sz7Oteazuf5suz4eMO2TtH4M47PeatZYna/p52Nr 2aPT/90kTkPz5E0mv0VdfoJhxkiqW+OXrOzPO/COM9YX1RPZsO/lKu7jez// XDJOY2Nmrtjr5moQ+RwdcxXnY+M0bGxKqbQO/NLFs2ORi89ZufNoUd947T38 yswaKTvPrcmltXd03HsXz7ZbMTW5cW2rJrWANI9tLgx/rOaIjb/IrTlnPLiv L/5mnLV0EEIIIYQQQgghNNkiTgMAACaRccZp/Mn1O6p39r9++bZozuyP3rBz wJchH4f8aDb3t/xE8s0E6X2+/F/3bSg/VteRL+LD12yv9ivLv3XfxiNVvfof /spgPnn5GW54Np+HWz7Lt522vtpfquto72upv1x+1rCnObef2eoTt+yaaV8u H7vu87N3DeYVl5S3/j9ftLn6V23WOVPnkb/qHYma9dojK399XZu7OIf2Ff/H 8zZGz/HuhZt6b/77tTNj7fuxNE4j12fSb0zb8KFj3fj35fvV+MXy2yvH/Ieu 2tZ7asegHzu0MfY5+Zw/OT2WqftTbn/VX1AfyV8pf9jHbtoZPdcfXrtj5jzf mDra+/lFm6PX+7u7dxffc53t+vZpHv3V9FoSGw/ZQl1MS5vx1Hx+++kbqvms 9UHxAP68atfPXrCp94NfXtv7oVPWRf328qGrfoJs8p1nbRjYS7501cHeWxfE 54Tm5e9evT05/vL1f8/fPRf9rK6nPtvxnTnQZC0N69b1qw/2/v05G3tvTFxD 0j3d5vbQ+z4M/aP5t/jxF6q558+juh4P1cx/3fNJ96bXsn97+qxvuSRO49bn Xpw5PpfDqO0YWdWt8crdYJ89use6+EXfN4rVia11dXEaqvFREotQEqehehYa S9mS5lUsxlF2JbvVcV9avjd6LeUJUd/quIumbcb+zsZptM2L9IEls99DVEcm dZzybKT6xn+HuH96jilWyNcMCZ9V36TGrjQuwtqsb4/WH81jrVnqtzvWxuel tUnNTX1G9xByijSN07D36Y+dMnZfdy5bC0vjSpwGQgghhBBCCCGESkWcBgAA TCLjjNMokXyCNrbB+iRyko9E9cxLj9X7f5+Pu0SnPrAvea+7nT+iiZ/B7iP9 xYvq832rj4J/Vr4axS7EjpOf1Pou65TybZ5u2pfT5zK++i7OIR9v6b3E/I0l cRryn/pc7jHJ1xrz3TeR/I2p2IHcvcgfJ79y3efke9t5aDDmp3ReBWkP9+fv 2VN7XC5eqIntNm2fcnKkfNptx1PtVHxF+H0s/4Hday/F9orbXAU2FkDrz29f GY9Z8wprlp3XJeMv/epXtzZeS8O1/uKmnUWfkf7X16dq18QSpWppaDx+4uzh 1zIrm1Nhwf2D8QLDjFHTNd7mmJH+5vbyuKeYSuqeBFn/eC4+pCROw9q75uXh lwf7xPZ7LD7Gzz0/r7rIp/ELpoaI+kcxFrFj7bzRGNs4qzbfIRSPGmtPaVzE tc+kc5+o32ysT913CWuTGqsQZ9akPYrtsM8w5cnyY/kW0yY9k1L2Zdeb/3pZ OnYGIYQQQgghhBBCyIs4DQAAmETmKk5D+++1D/stkdwVN5q8FfKdaC+33wOu fbhW8rks31B+bMinEdv3Kmkvv/bp+73quZgI78Mq9R/5fdQ31uTtkK5bPeur +dHT1kfzduj+FPfi2/+bV2yrfI9vP33QvxTzbfpc/Bo75UT5zF17+vYkBy18 9IWRnMP65uy9/9F1Oyp/lPw//l79HvK6OI0jL39zYMyVF+XCx17oXfzEgd4v G/9izG/XRLJtfz+ygz+evp9fu2xrXzvsvXhfnKQ4BOXDUH/638XaGOvLIM2J utieMH99rEDdvv1S2821T35RXdv/PBYjMux4/tmNs37D9ywa9Hn+nzt3930+ 5luUfYbf/4lp43mP7O/7bMidorwffvz9WuJzEmn85eNUrITmgl0Dw5xuspaG MbF+Ux37H6bXxN+aPt/7Lt06YCOyCb82+jXRSvv43zU9jj5OKWYTvk5FuN5/ WbylWsti8Rt1cRp2n7/aEItnGmaMmq7xssfw+zcU5lTKycdp7E7knFGuEDsG fx2Jt0mNZ8x/b/s1VktG57B1MNQ2xajYY2wtjVhf2PVB8QVrZ+rxHKut+xNk 4x1CWxUjaD+r/1ZekNT8zn2HkK3oO4R/LsVyqTSJi7C5T2J2a2Nucrm5vE3a tcm3JxU7pRpS9v58nG3Q77hYJ7X7qulz2lwrinmza9PZD8dzjyCEEEIIIYQQ QgjFRJwGAABMIuOO09B7eO3htO/y5cexfqKYf82eJ+fDaHJszMfyU+du7K3Y 0u9X0j56e8zvJWrZyz9l76Nuf3WQ3ZNf6ve3tSfOfCie48P7oeRn9rUdjk23 T779VN9rnBSzEn4vv+Q6k1tf2nbgeJ+vxu+h7uoc1qckO9L9+Xu2fqM2cRrW Ly0f193rDw9c4851h/v8SSVxNV7eRyYf4eLHB2NTlm88UsUl6Pdh37TPKfLx mwdr1Xz2rn6b9bkgYnEQqpNi+1w+d58LQfetnDJ2/vo8NrEYm6a2G2vfn96w s7fvyKyv2ecUGcV42r30slvrw/VjGLPbE26/fTi334evfCUx/6ZqMalOkGw2 rCV+nfl/ywbzfOj8Wvv0uZBPI6jJWnrzmkNV/EsqNk1rt7URHysTi9PQ+Fu/ vNpq/bgx3/I96/vt4cem+8TXuqlby7y+vHzvzLGK94j1Ydsx8ipZ462t5mqw lMr3vZ51P33+phkpRsbXs0k921LnjNmPbP7HTG0rn6fExmkFadzsMXbexeJ2 cnFcQYpdOuvh/dG6K0F/cM32gc9prVUsjtYFGw+meA0f/xH7DqH4I18H6NwV /fE+Pj9IaZyGj3FRXIS/Pz9GsTxAknIH2XXdz0nbHt2TtZ2fPHtDX/yKpLmS sn/1WywmV/fyv+/YXdWbs21WPExu3BBCCCGEEEIIIYS8iNMAAIBJZJxxGnrv n4pB+FiNj2occRqxvP1BH7xq1o+YqrEgX5LuQ74u6aR79xT5Gux++5jP3cvv Nd57eHCftI9rSOUtkORnTPk2bR6MXC6RDfte7vMdK19Bl+fwvj3FBtSNadM4 De03t76iayJxIEHWp/r7Nb7NmK5xMTSXP52+lu7posdfqGJsfD2AXF57m6dE vmHrY7R+TvW59qHHziG/u/XDed94aJ+Nvcj5x0tst0n7rD9X/n2dv8vxtHU7 vO0qbsbGd4Tjlpq959be7P36tedva2pc2LgmX/Nk7d5430iKXdjl9ts3WUtL 9H9NThE/9vb+5f9WzojYOXScjfewfejtS/7h1HMkt5ZZ+fXx686vPuwYeZWs 8XZc2tTyiPVpKpdJSvLHX786PU9K4jQkxXyFY3wMjPI52WtqDmltsfdr++Iv I/1VEqcR9NYF67P5NTSudefQeMRsztvInyTqPvmYHx/PVBencfDoid5N08+8 7zupPzbC1xgJst9XUrb0h9fO2qSP98jlCUlJ62/uO0/pOetihRBCCCGEEEII IYRiIk4DAAAmkXHGaeT82dbfKv+535c5jjgNv8fVyu89tTXhh5HqMoT9sbH8 7zF94Z7ZPeOpGu7Wvyzlcj5Yn5f3bX7q1tm+/PHpvsrFndi6BNbX0sU5rB89 F3MyTJyG7Qf5wVPXkO5e339sU5+q7ZMmn/f+bOXbSB1r9/B7m/X3mrq+rcWg mhepsbO+zpx/vMR2m7TPx1Hk7rHNePo1wubiD/kYFH9g66fY+7JxAzrPK+a8 NueAarHsScSseE25uf2JW3Zl782rbZyG2qx8NfLjn//I/mrM5W/+SVNzJBen 4eNo/Lltf9h2+bXMxm/l7CZnh8oDEo5T3EcsD8AwY2RVusbbcanLBVKiNnEa QamYxdI4DTsONn+I7QvFT4RYGdsvvl5XLIYm5FdR3IJyXvzKJVuqejw/d8Gm gTpH0rsXboquXVojfexDKgZB8YYxGyn9DvEJE7vix9efR2uK6qYExdqkvEap a9nvKzrXfe45Ycch1u42cRq2r2PrtZ4lNq4tJdmFatgMa/8IIYQQQgghhBB6 fYk4DQAAmETGGaeR8z1Zv06sfsE44jRyx1r/VMz/31Y210RdDIPk8ymk/PQ2 b0Fde3O+TRs3kdorHKT85TGfdBfnsPvRc3Y0TJyGjUkIPkDrKwv6/i/2+/Vi cUU5qY22T/ze6pzkVwy+rjdE6kOk7tX76urmW5CNX8jdZ8k8L7XdJu3Lzcuu xtPGoIQYDOvDV36dnYeOz/g9be2Tv7t79rPe9/3rl/fnFZAUC6P8FKq5EMtd EvrxTV/o90Xr3hUrohoTD2w6UtWESfVt0zgN5RD5ten7LvGx5uI0cutQbi3O xeI0WcusbC6Bv87kUWo7Rlala/wo82mo3x7d9lKVl+HAd6S26znx8JaXep+e XndtLiMplquhNE7DXzvEYNh4zFPu21sp/H+ofWJjCHI5d3wNLyuNjY9R8fEe 35huk73n37piazW3FCOg503M3n2NoSbfIXJrZJO4CLX5nkj9Jitfb8nHxF36 5Oza6Os5xdqj+jGKtQm2o3gl2Y/6SrWrfKyLX+sucWvxOSu+He92+9oX+56F dj3zsSUIIYQQQgghhBBCORGnAQAAkwhxGu3iNLQfe9i+0fXl82viM71/05G+ fkr5za0/LLVfPNb3dozUPpsnIFebw58n5LHv4hze55TbTz9MnIbN2dFE2i/e NE7D7tOv65PUuNb5cnP2XRoHUXpcyTwvtd0m183FAXQ1njYnRphLtkZPqOtg ffohf42t13HH2n4/8bYDx2vzHcj/ufDRQXu/1tXNiUl5Zx7cPOjrbLKWnv7g vkZ9N4o4DWsLP/DFdM2T3Fpm5fNb5OI+hhmjcF+la7zNtzCKOI262MLndh/r y1vi65X4c+bux9936J9QjyPEbqyZvmaIhwh5kmwuiJLYxZRsTJv0xXv39LXP 2lssR5OO0WfsWCvezdY+GlWchvpY8WPSG11+kH9X2CcXTPd5+IyvuWTHJlaH p8l9Seq7t5g6QjaHireZWFzUviOv9P6bq4cTix9BCCGEEEIIIYQQSok4DQAA mESI02gXp2F9NW1lfb12D35Otu582H8cU1dxGnavay6nu79m8Ht1cQ4fp5Hy ifoxbRqnYWuRKM/9n9+4s6q9UieNQxNf4jBxGnasmsZpLF11MHqeccVplNpu k+vmfNFdjaf36ysHgfaQe5u+bvVs7ITyT9i8F5rn+18a3P+vfenvu3RrbfzD b0f6VPkR7LxIaZGLaypdH21cTZBirjT/5Evf/MLLlR/1GhMzMoo4jSaxSSVx GjaXgOpr1M3dYcaoyRp/homJ0WeUo6V0XWg6N1KythF7bpTGaUg2l4zGQvMh 1CQJtYW0ttvaJ1umbUq5G0rXiZy8TVl78DEcsdoqQbesOdR3rK3fNqo4DXse /e69i/tzTuRqRqXGSmuWfq64pHA/qTilpnEaks29ZM9r7VpzIBd78Tcmd1HJ 9wWEEEIIIYQQQgihIOI0AABgEiFOY+7qntgaH79nfD8lbZDfOdcG6x9sW/dE /WPzAfxlZN+t1Rfumd17HGqWdHEO/dz6+EdV9+TLy2dz8L9nus2jmhN+P3Nd LRgr5XGxvtxUTQDJxhd4X+S44zSa2G6T6+bmZVfj6W1YvsPw/zb+Qm0J/a39 5I9vn62rUBcP8OKxE1X9iZPv21vlMfB76KVUHQDVBdHYqnbFz5y/aaBeg48R KV0fbX4QjZnqqdSN1SjiNKzNf3dNrZ+6OA1dR2MRjmkSI9VmjJqs8TaPxLAx Ck363squs3b9jZ2zzn7suCnmzualsfdm4zmUvyXUpPG1mtrMW2tTthaHjf2p y6niz/MH14w3TkPy+Sr8/aRk6/toDHQd2w49h2LrUps4DZ+/I6w5dh2uixmV fdmcLsRpIIQQQgghhBBCqFTEaQAAwCQyiXEadb610mOb+CKsX0e+Qu2pH6Zf 5Hd58/R9Bn9USR2Vi02N93cv3JQ9tom/4wGzb96PUYlPJ8j6de15ujiHzY0Q 9mLXjWnTOA1rg9r3K7/sOOZFzB9aMq51fkxbU8D3xbjjNJrYbpPr5nzRXY6n 9TX+3AWbZsbA14YI9quxsXvg2/jcr151sG8Ol/hKwxyw+9K9H7pkffQ5X065 b2/RWI0iTsOeo26trIvTsLkESnMYtR2jpmu8jv+XX5iN/UjlYMmNu30uDZtP I5a7pEmchuLEQv4MxS/97PS8CW2x+ajsOvXWBetn8msMOz42V4dkYwR9nEau b3QeOy4fMXF144rTkBSP5WvwnLNif7YPlDfE3ueKLS/1/tWX1s78zOZYatqe 3NyzfWrXztxaLk1N36ONMyNOAyGEEEIIIYQQQqUiTgMAACaRSYzTqMs/UHqs 90WkfAL+uFR9eP1MNQFOfWBf5ZtI+UD8/ebiDpq2Ncjvv5XP7Wgk3/iBoycq v3NqjGzOcvlPnp2K13uRf8X6K61fuotzLFk5W1tB8rUcguQ3TcUmSLk4DZ8L /yMFeS72HXmlqv/gx0r+s2AHqgvhP2d9V/LhLq/ZN654DLVVOePfZHyGufz3 f3HTzr44BevzHWecRlPbbXLdnC+6q/EM59I5rH3G7iXUPgnX1fEaX+Vh8H1y x9oXs/E5Oub7v/j8gE/14PScXbbhcO19hM/5HBQl66OP08j5aW0MzqjiNGxe GJvPoElb/L3nzjPsGHkbLlnjJcXDWPv68ek+yeUfCFJtlneetaHK4xKu4/s+ lzNCUrxEyP+SWluaxGlIv3Dh5r77UTt8X4R4iu9yxymeK/WcXbf3WG2f3PDs ob5r27b6teHCxPNE8s/SuYrTkFTryLZbfSYbTV3zhJvHVrKV2HeCpvcV6yOb N8M+/7UWyc5S57F5wIjTQAghhBBCCCGEUBMRpwEAAJPIpMRpWJ/zD3zx+ew+ 29JjY3nRvV9Ifoxf/erWPv9GKv5CcQbWxyA/SMrHZvNG5PaqB9k9x9qjnKvx HmTzkEvyJ2of8TO7jvbuWX+4yonuayT4MdJ1rI/0X5+8rrfr0PGBY95++qwv yNfj6OIc8gPZ+ATpT2/YWfWL6kvoXn/k1H5/VNM4DT8u0idu2RX10x6bHtez H95ftVP20dQOfJ+k6krIt/qfLtxc+eOCn9XGeEh/v2wwV8Pix/vH/uOu3sw4 4zTa2G4XcRpdjWewv+9xdS5i+Q58TIGkGBl/z7u/YyM/+OW1vXsTMRc6xp5L MWD6ecgFoHwdqZinm9fM+qi9j75kffS1eeR3VUyXPUbxIvJZ59aPLuI0pP9+ bf91zntkf+O22DVE8+nJHfG+62KMvO2VrPG+jUG6/kOb43FcWiM/f8+emfll c2D4vk/lgNI9nPnQvr41S/raNw4NHKtz2zgNxULk7sf66IP+OlKvw9Y+Cfri vfEcNGF9Ve2hFVviOUoUu2Dvx8ep+ZpQWn+f2RWPH/jk9Jph23Wjuedxx2lI PmaxLvbBfw+w33dSnxmIrUt859G8u2naTmyODsnmLvH1fPScjsWHyPZtTaK6 ul4IIYQQQgghhBBCVsRpAADAJDIpcRphn3rQ9530fO/3lm7vve/Srb0fOmVd VXs9+F9Lj/W+iOC/k1/8j6/bUX3G+65yNSr8XuNY3nhpt8kb8Qa31z2lTxhf UV0+kaBYTfs6xcbI+9rk85NvULEAX1q+dyDHQMwP18U5vH+qTm3iNOTL9G35 559b0/vQVduq/BifvWt37z2LNmf7rNQOYj5M1dFQvID8XDZuxd6LfP4+ZuCn zt3Yu2i6L9Wfv3zxlr7fxeIJxhmn0cZ2u4rT6GI8g37lki0DYxU7zseG6Px1 a4XqKvzR9JqjMZSdf/SGnX1rj10nbN9IWs/+arr/r3j6YJVPQnkQ/O9t/5Wu j2dN26GfTx+c7jfNTVvTpXQuDBOnoXgUfy0d/z++tqsvH1CuLbbWhX1epDTM GLVZ44NW7To28NyRFGf3oe/0/4ev2d63PgTZPAa+/RpnnSPojW4NsfqwyzWi +1X80i9e1D9XFEMi2/nYTTuj/alxs7GAvuZJkI3lknJxNP6+NJ9lu6r18+11 c8PA/Sy4fzBOxscv6Jpaq56bbotiQb7+/ItVPpPcXJ6LOA3p03f0x7XoeeDj qGx/+dixulovvj3qb2s7ko/xDFK+FB+X6NdExZYoNki5i7RGKz+Wj09Kxekg hBBCCCGEEEIIxUScBgAATCKjjtP41K3t4jT8e375gH44E3NgP1N6bCxOIyfl gcjlAtjt6nbE7kOy/vmUr9ffe/BhpPxcKam9yoefuif5A+Xjqhsj5a4o6SN9 Pparvqtz+DwRXvIj5vzC8lmFMUqNj3Lie79WTj7/QqkdSJ9we7VT8jkR5Ne0 vsqU5A/Tfuam863pcal53tZ2S69r+zpV22HY8Qzyft1UTn4fBxHzEe92OVfq dLXZz27jDeqka/g5ULo+1h2XmrtNx0cqqbNy2gODcU1N2mLjbOQjrrPBYcao 6RrvpX5SzEWT+5WUIymsnX4dKtXf3r57oD02B0tMqdxRPj9Iqv5LqH0Sjsvl 3fH5iuqkeJpUP5c+k6R3nDGYB6JJfaC6OI3S8wT52AflqUitkz4fTSx2LNee UsnWY23w+bLqVBrPhxBCCCGEEEIIIRREnAYAAEwio47TsDUaPpJ5937/piMz x/n930F61/9+V4Mk9ZmSY32chvZLy0fpj5d/8ZOJeglW2s9q/cGx+5A/ytbn 0J7duj60ftm3FewDj0k+RO07f9dZG3o/cfaGKjZD++XVvkufPJD0H1ld88zB ZGyA+kh7+eva0cU5th04XvkNw738zPmbqvwnj2x9qeqbN39nDGN+YbsXO+Uz DOP0mbv2ZP2Bsh357utqX8i/lxuzO9cdro5JXeenp+/v9rWDdiJ78zV5rFQX QD7N2DXVV9a/l+qH+zYe6bvf1H3YugV2nre13dL22TmXy1swzHgGbZi2pfB5 X0ch1SbZ4KpEPQX1rWIHUvvSJeX2Wb2rP7ZF69ZlTx3oqxHgpdwA8s0eOhZv Y+lamjtOeQzOf2R/7+Ets2P1By4Pg+pLhNwvihlK1d7QPb174WxejFRtKeUM iY2h7lfxBVpPw89sTogpl9+itJ5CmzFqs8an+uScFft7b12Q92/rWifdu6e3 70j/PfnnUUo6Rmup6mCk5o/P3+CVW0s/sGQ2nkBzMHW/dg1RTphcvyjXQl2u KMVVXr86bkdWWn993Q7fP4q7SbXl500+nlTsVm6NjNn/5U/Xt1trqZ5/tq2p /lWsWrDh7yqwSd+elPQs1XqhtUZrdl2blcMoFzukMWs7XxBCCCGEEEIIIfT6 FnEaAAAwiYw6TmMUkp/+3g2Hq9gO5QpI+aLrjvVxGqHuvHz7D0wfL6lmfSq3 QxvJXxKup/3SsTrtXr9k6lioJkbX/alaBuH8v790e/ZY9YV8l/Jny7+lf5X7 oEnsSBfnSEl+4ODH/e5ILoE2emrH0d61zxys2nzb8y9WdpTKMT+MdM6HNh+p Yhukx7cfzeZvsTZ+1aqDvStXHqz+lY9vUwf33YVGbbvzeTxLpfmg+hBqi9ol 3b3+cDIOxOrFYyeq+hCyl/BZ3U/pXCpdS9ftPVbFc2m+qgbGqo7XxSbSmqm4 M8VyyA+vvqqbJza/RS4GoIsxarPG1+ng0f5xvmXNoWq8StaH17I0bxUnJJtU DOAlTxyo+mbLC83XP42vnkXnrthfnU8xMoo9mCs7f61K/akxU04bPavU58qT pXozc902hBBCCCGEEEIITa6I0wAAgElkEuM0ulLTmvBd6M9unM2zrv3LdcfL j2r3gZf4bq1SedCDbI4AG6syX3Ws5n5+w+SC/9GWuUdQNxrWdhHqQr6mxh2R 3DRdqukajxBCCCGEEEIIIYQQGk7EaQAAwCRCnMb44jRsDYBYTY6YbN2Y38rU JEnpU7dOVddSXvKb1xyq8ktoz7z2x3/l/r19MRrf+/nnOtn7PSqpnoj8/j91 7saq7WH/v6ScAKo/YHOoz5f8Da9XDWu7CHUhW0NH+S3qYteGUZs1HiGEEEII IYQQQgghNJyI0wAAgEmEOI3xxWmotke41o9PX7cun7p+/yOnrp/5zPKNRxpf 83/eNlVbYz7osqdGn09kGClO4599Nl3b3urfnLJupP5YlFcXtotQF1KsWrDD z9y1Z6TXarrGI4QQQgghhBBCCCGEhhdxGgAAMIm83uM0rC954aMvjPyaWw8c 72154eXegaNlNSAOTh+n4/W5Nj6/Pzc5+FP6F59b07t7/eE5H486KW+Gzf+R 0geWbOsdp97JnGtY20WoCyleS3YojaMOUtM1HiGEEEIIIYQQQgghNJyI0wAA gEnk9RynIZ32wL7e7169vfc7V27rPbH96Jy3p2vtPfxK7/rVB3sfv3lX71e/ urX30+dv6r3rrA29t522vvfLF2/pXf70wbH4LrvSUzuO9k6+b2/vw9ds7713 8ZbeT5797Xt55/Q9KXfImt3H5ryNCCGEEEIIIYQQQgghhBAaj4jTAACASeT1 HqeBEEIIIYQQQgghhBBCCCGEJlPEaQAAwCRCnAZCCCGEEEIIIYQQQgghhBCa RBGnAQAAkwhxGgghhBBCCCGEEEIIIYQQQmgSRZwGAABMIu//9JLq+bV976E5 f5YihBBCCCGEEEIIIYQQQgghVKI1W/ZWPq4PnnTdXLvbAAAAGvHRBbdUz7DH ntsx589ThBBCCCGEEEIIIYQQQgghhEok35Z8XPJ1AQAATBILlq6onmEnL3lw zp+nCCGEEEIIIYQQQgghhBBCCJVIvi35uOTrAgAAmCSeXDdVPcPe/+kr5/x5 ihBCCCGEEEIIIYQQQgghhFCJ5NuSj2vdjgNz7W4DAABozPs/vaR6jt304HNz /kxFCCGEEEIIIYQQQgghhBBCKCf5tL69D3nJXLvZAAAAWnHLinUzOTUOHj42 589WhBBCCCGEEEIIIYQQQgghhGKSLyvk0pCPCwAAYFL54EnXVc+zT517x5w/ XxFCCCGEEEIIIYQQQgghhBCKSb4s+bTk2wIAAJhkpg681Pv5T15aPdc+e/Gy OX/GIoQQQgghhBBCCCGEEEIIIWQlH5Z8WfJpybcFAAAw6Ty5bqp6toW8GtRA QQghhBBCCCGEEEIIIYQQQnMt+axCHg1p3Y4Dc+1WAwAA6AzFaoS8Gqrt9bWH np/zZy9CCCGEEEIIIYQQQgghhBB6fUq+KvmsQh4N+bIAAABeaygGUTW9Qkyi nn2nXPVQ77HndvTWbNk7589jhBBCCCGEEEIIIYQQQggh9NqUfFHySck3FeIz JPmuqHUCAACvdW5ZsW76+bdk5vmHEEIIIYQQQgghhBBCCCGE0DglX5V8VgAA AK8nlF9jwdIVvY8uuKUvzwZCCCGEEEIIIYQQQgghhBBCXUq+KPmk5JuSjwoA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAADgtcQ//MM/9KampnrPPPNM79FHH620atWq 3q5du+a6aQAwj3nggQd65513Xm/hwoW9888/v7dx48aZ31177bXVz8Pvtm7d OncNbci3vvWt3uLFi2faf/nll/f+8R//ca6bBROAnp9hTpxzzjm9tWvXFn1O 8+Pcc8+dsblrrrmm8ec0z5YtWzZM88fK8ePHexdddNHMPV911VVDzTPm7fh4 4YUXKhs944wzeqeffnrvrLPOquxv3bp1c920LPpee8EFF8zMl7vuuqvoc95W Fy1aVP2s6eeGtfFRcOONN860T31z+PDh6ufjmk+jWDO7OOekracAAAAAAAAA AAAwWegd7CWXXNI7+eSTk1qwYEHli4XJ4Otf/3r1Ll264oorivwIAG259dZb +9aLxx9/fOZ38nWkfjff7fSll17qfeUrX5lpu3yRimcDqONrX/ta0u5zfOMb 3+j7XKnN+c/JDzwpdD3PRjFvn3rqqd6ll15arVX6d9u2bUOd77WA4vFS3xlL 7X2uaDtfvG1J+/fvb/y5+fgs8c/qcF/javso1syuzjlJ6+nrFf0tu2TJkpnv lDfddNO8i4UCAAAAAAAAAACIEXvvnNK99947182FAlLv2wFGQS5OQ/ur7e9W rFgx87v5bqcvv/zyvPetwfwkNydyeP/gqaeeWmRz2iduP3f11VcPewtjo+t5 Nop56/29jz322FDney2g/BCp74rzvX/azpcjR470TjnllMbPrUl4liiHhr0v 5UoR42r7KNbMtuec5PX09cokxEIBAAAAAAAAAADE8O9gc+K912Rg37fLp6D3 lwCj4vbbb0/6QuRDCXWU5Ls7evTozO/mu51Ogm8N5idt/YOaA2G+SJo/Jfjc BpPkV/zmN7857+M0/Bq3cuXKoc436Wifuvzhdv2Wb1t72p9//vnesWPH5rqJ Wdr64f/pn/6p9+STT87MT+VZKdmz37WNj4JJjdPIrZltzznJ6+nrFT/Hzj77 bPJpAAAAAAAAAADARBD2B+od7dNPP139f/j5tddeO3Schs555ZVXVjWitbde e+iVk1Z+Dr3Tt+i98PXXXz9T6zzUO7/tttt6r7zyysC59U5Wv1P9BNUXP3Hi RO/hhx+u7kWf0zUffPDBmeM3bNjQu+yyy6qa03qHp7y4/n50zC233FKdU/8e PHiweqev2jA6pz6nd7/hc2rzddddV/1c7dX59ZkY8lHrs6p3He5P96p7fvHF F/uO1f/rWLVDeu6553qHDh2qam/rWvqc9rPq5/YzOtbH3ah9d955Z3U/U1NT M8erT5cvX9678MILq3sLfabxue+++2bqk48K7UNVm9Qf4fqhvvgTTzxRvXf1 aMzVXvmIQh8qD/2aNWuS5w99+Oyzz/b9XrYSfif7CWMqX8w999wz8zv1hdix Y0flr1N/+rz3shuNY7gXjZHGR/WCbGxCQHap+wj3EGxn8+bNbbuzMfJnfPWr X52Zb6H/H3nkkeRnNC4XX3zxzD2qpr1q16d8IZrnysMTJJtraqddU2r33j+l tUtrzB133DEzzvpcrCbUzp07q/tQPZdFixbNrA/6jH62evXqgc/4OR+Okd/z 5ptvrvo6rM+iyXoyKprM4Yceeqh6pshewvFqs45Xnwa/oD1v6ItYLif5S8P6 r2N37drV9/s29t0V3j+osdy6dWs1x9UOtUn2tm/fvr7PaUzvvvvu6n61Jmns PVpr9EwN/a3zyDbq/IrzwV7CM17zQW3X3NDYl3zPKF0zS/3KJfahZ4HWCp/7 R98HtFbZeRrYvXv3zHNa51XdOJ1bz5RR++Zj31/C956c3QXUl0uXLp0ZH/2r MVI+kWCL8mFrrfZxvLJbXVfH6Tlp5671l4a1MbTRtsWvgVozRoGP07jhhhuq tTX3/UrIHvSMCM8zfYfwjMPG69B3Ha0Jsm/ZdFhrZcdqm9YizyjjNEr+DhjF mlkSp9F2Pc2xZ8+eyn7tdwyNg55X+p2nyffa1N8Gdt6q/kfoJ/Vv+M6iNkjr 1q3rO6f/zqt5p2d3eF7onHpu2/kQ2hz+nsrVxmzyLG6zhqXWJLsO2b8hS9Y5 AAAAAAAAAACAcZJ6Z693pG3jNPQuXu/jcvk5bM1nvWOty+exatWqvmucc845 RXlAdB29f4/9Tu/n7D0pdqPknHrPLD9N7HeKe7E+R6H3+XXntLnCfS7nnIIv o+Qzoe6E+rLuWPmTR4Xem5a2Veg9tK+h4SXfmY398f3h78fbT8hfHsttrnfE sbE6fvz4QJyCl503mlN1+WvkMxolarPekefaIJ+N7Uv52fROvsQerS8k1sdN 7LRrmth9k1xD8vNYStYR2bONY/D9ovXT+86CjTZdT0ZBkzkcm1Mxhbg6/+yR 7Jrq9/NLwYfUxr67xvsHc9KzMlC3ZslvVXJO71ecD/ZSMvck/z2j6ZpZ51du Yh8ldmvHSO3IHatz+XiiLin9/uLtTvNJ8Xd1n9H6U3cN+ZdjnwvIh2x/J991 QM8O+zv59UexJ97HaeRkY0W8Pfi6ROOy8TrqvitJ/pk1ijiNJn8HjGLNrIvT aLue5vAxHql5JLr4XpuS7HTZsmVJu1IcZaD0+SwpFkbzMvY7xWFa2jyL26xh JZ9RnzdZ5wAAAAAAAAAAAOYCvSsLewW1N8m/t1NcQgm+TnDdu0/5h0rfyymn QcC/V24rux+2ybvinOw79dh71Vj/qL/DvuYmfgT5CuTvLfV/a79vyXlHletZ bSi5fninrner8g2UfEY+okBdbvNSv0SqbdqDWGKDeg8vv4behcfOq/3W/mfa fzoK1Ga/N1yK+VKsDWvvYak9Wl9IrI/nKk6jqd03idOQtmzZMnOt0nXE9nHJ nE/1X9160jVN53BpX4Y2x+ZWyGsT66vgO2xr313T5DkiP1zqvuyapRoLpee0 n5sP9iK/V6kf0PqB26yZOb9yU/toEqehvdgl5/WxoV3S1u7ksy/5jNafOp+o +sPH9IV1QN9TfHyVxiPEYvjnjM2H1iVtvl+JnG2N08brKP1ubL/7dh2n0fTv gFGsmbk4jbbraY7Se1DfdvW9tq1sXZCm33VSss+Qts/iNnZQGqfRZJ0DAAAA AAAAAACYC3I+CeXdL0U5af3ntcdM+0ifeeaZmffBemem94SnnXZa37HKNy2f 6qZNmwbe6en9fyD2Llrv+X3uA/tOT+9bm74j1OdS+TjUBn3e30Pwxfh3sepf m3PYtyf0c+xdrPz9ylkdyyOid5DK66uYF/9+X3E3qhGg3+kdqj+33qWGego6 j3JIq52jyqfhfTHqw/C+ePv27dU96ufBVx/zCSvnsvLAaC+u/51yJMf6sMs4 DbVJeZ79z7VXT/562a72iepnYc+tv29by8Hvd7d90iV+v7LmYCrXh2xAOcWV pztmi/LxKC+378e6OI1SO+2apnYfswO1WWtBbE+mzeGtPOM6v+xEdVQUAyd7 1bn92pJqX0x79+5ttZ50TdM5rL7UWq74P80P9Yf22srv6Ps4xLv4ea9rBHyO 8xBD2Ma+R0HsOaJnl54V/n6t3zO1ZqV8elqDlPPdP59Sn5sre/E5FMK11HbN u1R/tFkzc37lNvahGhJ+T7jWdvl59RzS57R++PUx1D+Tnftntq+n0RVt7C4W ExXqeWitVlu1Tunnuk9J+/T9uqi+VX9oj7v/fbBHPZt9+0L+MY3dmWee2fe7 Ue1rb/P9SuRsa5w2XofGS5Ltqs1ab1XrwfvNbexb13EaTf4OEF2vmbFz1sX+ 1q2nOWT3/nx65uk7kp6JqsFh7amr77WSxjX2d0hog+zaj72NqUh919E5UzE/ sttY7pwQS9T2WdzGDmJrks6p75JBr776aqN1DgAAAAAAAAAAYC7I7X/TO75t 27bVniP2rl15cj16P6b3eP7dpved6Z2p/b3d2+jfudlcyN6Pavdl+veAufe6 Nue16jfb36neckC+r9T7Q9+Xuvf777+/Ord/lx3a4t/F2hzVun/v47b7v2y/ xPZIx/ZX6/2kfMu6bujf4GfqmvAu1L4Plo9DPoNQN/3YsWOVhN8D532Jiuux vw++hy7jNORnkS1qDsj3IRv1/hUbQxSQXciHHPMLqG6E/AKyBfsO39pP1/g2 y/6CPcZqI8h+/b5TzcETJ07MnNO3vS5OI/a7Ue7lDzS1e28H8nfY/Nze7nxO dSGfi/pVNivfj99nnvM3yW+o2A/ZnCR/j+I02qwnXdN0Dlt0H3omyGcnf7ef ayHeJTYPgz/X7sm3daba2PcoyD1HvK865NsRqTVL+fF9DGXw2wn/nAyfa/v8 6RKNl/d9W1+05l3MD9x2zcz5ldvah7/WypUr++7R5wTTWiE71nn1r7+P2FrR BW3sLjY+wbertmvNEQcOHJiJEfBjZvfmCx/bp/vX72M5R8Kc93HCNs9G17T9 fpWyrXHbeCmKeZP/Wv2u549vo6092GWcRtO/A0TXa2bsnOFabdfTHHXfk4S+ 4yj3g2K3uvpea23X1wtTG8J3ltjzNBV/ZL/rxObD1NTUzDVTcbpt19q2dlC3 JrVZ5wAAAAAAAAAAAMaN3h3qXZq0ePHigfdoeq/p3zt6Ur61FN536t8B594t 5nzAetcde3co2uZJ9rEY9nOpd9mltaT9OdvGGNT9TujdfV075E+WPYwCv7c0 Jvlww7vSXL4G4cd62D70Y+nf94pYTuec761pXmn7/rkrUnmoc1KfeN+a78fc nBnGTrumqd37MfNjkltj5E+I7W3NjbO3V1/rXbRdT7qm6RyW7aVyEnnZfvR7 1BVv531RiskL12hj36MgNydyfs/UmlX3nCz93FzYSyz+0/Z7qj/arpmp8w1j H7nxFH4taGLjXdLW7rxPOKaw97zuXML7RPXdUd/bNEaxc8vXrPhH+7PSOntt 6Oq7Qbjvcdt4HfKFN53vXcZpNP07QHS9ZubO2XY9zVH3Pckziu+1dd9ZSse4 9HOpPh7VWpuzgxI7bbrOAQAAAAAAAAAAzDXKT+H3nNXVx9aeJr8/MLdn2b9z 1PXsnnX/7s3uu2/67jB1zdI4jSbvR8M7wqa1pMPeuFHGaQhfNyCmUeV0kB9c sQ9115dfN3Y/y5cv7zufH7NU7ZhhfTEe//lQ4yFGbF7kFGqldE1p3Xo7d33/ Br94YFLiNEQTu6+zg9R9q2ZTaf+W+psCbdeTrmk6h2M58KWYjzK35sr2lP/c /sw+k9rY9yjo2udY95ws/dxc2EvMZ7tjx47a/mi7Zub6t6191MVp+Jz7dVL+ jVHQ1u60ZpXEC6guVd25Um3Rczl8n9TxykkSfqd97T6/gLWRrun6u8G4bTxH rB5bSqOK02j6d4AYZ5xG2/W0Sfvr1tJRfK+tG6u2Y9zmb61RrLXDxmk0XecA AAAAAAAAAADGgd5bhTz1nti755CTPkXsM7Hz6/2Z3ov6d47+3ZpyYb+W4jTU /sOHD1d5l1VfIUj7MfUz3W/dteru3deT0Hlj6BqXXXZZ1k8wyjrNymesvC0+ p7LvQ3+v3gb9Pkb5ccP95d6bD+uX8HvzbJ5zi3zasXmhnAsad2sHGn/9TLmX R4Gvu6FaPqrNbdsgqc2q2SHq/A9d1T1J2WnXlNp92zgN3x/am6pcHlrv2vqb bNvbrCejomQOqy3+99orH9p22223Je0nVhfAytbBEm3sexSMOk7D26LPB5+L 7xi3vcRyDdi+T9WEaLtm5vq3rX348fTxqn7vu+KJlHvMn1dt03mtzXZJW7sT mmuai+eff35yvgW7KnlG5vIX6Rmi69U9+0fFOPJpjNLGc/jvJarPF77H5XLC jTqfRu7vADGXcRql62kO1U/za0CMUNexq++18zVOo6u1tm2chuJIY3baZJ0D AAAAAAAAAAAYB6qVrPdSeg+n94SqK653Z5s3b47uh9K79zp8vlv5Ka0PVufQ +3nVxq6LBQnti72Xm4Q4jdj9qR6Af3+onN/qk9R75GHyaQSfUrim/Mjyb65f v77vnPp/mz9lVL5ztU/vsH0MiOpve7tRm32NBf08vNtX+3z/hvuN7SVfs2ZN Zd/au+hzxTT1S3hb0fnkBwmobfJhq/5FLN5k0aJFA35R7cGVn2VU74l9m2Vz 27Zt6ztG/iD5BHK1e1atWlUdqzE877zzknNmGDvtmqZ23zZOw//cxu94/0/T OI2260nXNJnDiqvzsXbWTy0/Ysp+hI97sQq+q0Ab+x4FXfscfbyipNgAIT+X auTEPjcf7EU58G0NDOmSSy6pfHZqh2J9UnOizZqZ69+29uE/Z+3u1VdfjT5r Hn300b7z6pmluj2hBsgoaGN34ef6rmXr2ml89B3Nni/kxyl5Rsofmqr9FNql eLmSed01XcdpjNvGc/jz2fgIPYtS991lnIZo8neAGGecRtv1NEdsDdDzMKD5 H2Iv1Lddfa+dr3EaXa21pXbgY6W0zoZ22hjZJuscAAAAAAAAAADAOPDvxHLy e5dTKKd37PN6b2v3T4b3i0uWLBk4Vu8F/Xtvyfo8JyFOQ6RqLci/7d9ljyJO I1wrnN/eo9qs9/96L+n3v9ncJV1i26d85/LV6Pp+vNU38vXIp+XvR3YUqzVt fcB+72idmvoltAfQx3qE9+02B0CIN3nqqaeS80J7/zS/UuPdFerLVJvV//rX tzu2VzintnEa3k67pqnddxWnIclnp5gd//OmcRqizXrSNU3msPYPe/uR/1br vrX5VJtTNiv52ght7HsUjMLn2CSPvP3cfLCXJt8zbH+0WTNz/dvWPmLtVxt0 Lvn49Jw688wzB47Rc0r97GsEjarG0zBxGva+NDd1X35+hviJ0mfk0qVLB/rE fq9IfVdUPNsoGUVNtHHaeA4/pyXVnYp9nx5lnEbTvwPGGacRu9+cSvo9tQbo WReb/22/105KnEZXa23bfBqS/j/Mh+3btzde5wAAAAAAAAAAAMaBz1eRk94P lhJ7P+8V6ifo/VrMX+clf2ru3aHdozqf4jS0lyuXY9dqxYoVtdequ/dcfXLd T+mYp+p4DEvMXxDTxo0bZz7j88qnpH3hgdR785RCH/q4hJxfQnum685ra8qn fKapuTEKUv6TXLtzOQ1iNhYYxk67pqnd19lBaq1QLanSvmoTp9FmPemapnNY 9tzGfgIx35X835rjnjb23TWj8DnG9munZD83H+xF95yqcZGbE6Lpmlk3b9vY x86dO2v7WvO+NJ5tPuXTUG6BVByU7w/lGijp40AsF5OeCQHlDfDXLo0HHoa2 369y9z1OG8+hOdxmnWhzz3U0+Ttg3HEabdfTHFoDSuZS6Ns232u7jNMoHeO2 f2u1WWuHqd2Uys8jKa9M03UOAAAAAAAAAABgHCjngN9P7qW94LZ+cClPPvlk 0k+u/VPaRxjQe7FYXo0g5Qj2WN+dzXErvF/Z1pP37znt3imfi9h+zudn0Lv1 QGxPqn+XrXouNs+C18KFC3u7du2qjpV/M3WtunsXqr8cu4buR/ef89up7atX ry4a4zbcf//92X6QvU1NTQ18TrU2UnnU9R459hm9T7b79oLki7f1OuweX+9v SdW5DoSc5LF26TyyRYv2Cuf2cvq5MQpkLznfuXIk+HbfddddA8epZoX26tqf rVy5cuYzw9hp1zS1+zo78PXobZvln/Q+AZ1r2bJlA+tEiDWom/OeJutJ1zSd w7rHK664YuA4+Zj8uh9be2J7znMxBW3su0tyz5GcXdXZQMyutF7cfPPNfT+L 7QeeS3sRGhO/FuteNA51z84ma2bJ+t3GPvR9JhZPqhoJAcXEaE3L+QNl76Py A7axO81N2UsuxuD666+v6gPUncsTi12wtSCEH9dR5ZKytP1+VXff47LxOmLP ap37zjvv7PuZ1o1h77mO0r8DRrFm5s4phllPUyh/lK+j4ee/nUtNv9fm7rfu 7xD7t16T77z+c7Z+jY81sd//RNO1tq0dCK2r/vtoaLP+hm26zgEAAAAAAAAA AIwTvevSe6zNmzdXvprwb6iXPAzaq6Wcszqf6hMfPnw4eazqButYvT+V9E4y tmd6kjl48GBv/fr11b2pP/bu3dtJP3s0ptrfp/2yGlvvG9Lv9Q5Y7QjyddFH idojm9B11R/qi5J9tIq90PGyjzVr1vQOHDhQ+xnFUuhasq1R7dWV7ao/w3Xq Ypv0Pl/zTPE/mzZtqj477n18r776atVWtUHjoLbnbEBtVls1ViX9XkKdnXbN OO1efav+0hwfFeNaT2I0ncPy7+hY9cuxY8dG3r6m9j0J6J60bqiv28RVzKW9 iC1btlT5KTQuTZ/tXa+ZbexDa5TWPv2bO1ZrWjivrtHVejlKND/VVrVZbR9l 3M5rmflg4/I3h3VCc36uafJ3wDgZdj3NoTUi3LOUs4U232sniXE+izVf9FyT 3asf/fONdQ4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAC65P8DKeUb0A== "], {{0, 286}, {2154, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag["Byte", ColorSpace -> ColorProfileData[CompressedData[" 1:eJyVVwdYU8kWnltSCAktEAEpoTfpHaR3QcDQsRGSEEIJISEo2MuigmsXEazo qohtLYAsNixYWAR731hQWVkXCzZU3iQB9Pnefu975/tm8t8z55z5z7kzNzMm mQWsLBQAICHDjsWeFiQWs0sScPgQXFLEy0QgcFOHHVB3Y4tEeagGAPnCIjEr IpiZmpbOJP0BcKAPdIA9cGZzJKKg+PgY8I/y7gaQBwRX7eWx/tnuv4omlyfh AIDEQ5zJlXDyIT4MAK7PEYmLACB0Qr3ZtCKRHL+FWFsMCQJAlCemzVdiAznO VGInhU0iKwTiUADIVDZbzAdATR6fWczhwzhqIoidhFyBEOItEPtzstlciGUQ j8nPL4BYnQqxdeZ3cfj/FjNzJCabzR/BylwUQg4VSER57JL/sxz/W/LzpMNz mMJGzRZHsuQ5w7rtyi2IlmPIHWkRZsbGQawF8XkBV2Evx3eypZFJQ/a9HEkI rBlgAIACLjs0GmJYS5QhzU0KGsIubLHCF9qjsYKiqMQhnCkuYA3FR4t5krCE YZzNi4oZirlYmBc7jDdlCcKjIIYrDT1cmp2YouSJnikWJMdCrAZxpyQ3IXrI /kFpdkjssI1YypJzNof4bZY4nKW0wXTzJcN5YQ4ctoKDLsSBRdmJkUpfLJUn SY0Z5sblhYYpOWBcnjBpiDMGV1cwa8i3TJQXP2SPbeLlRbCUdcYOSIoThn2v FMEFpqwD9iiHPS5eyR97JyqKT1Ryw3EQA0JAKGACKWyZoADkAEFHb2MvfFKO hAM2EAM+4MFdptQMe6QoRoSwTwCl4C+IeEAy4hesGOWBYqj/MqJV9vYgSzFa rPDIBU8hzsf1cX/cF4+BfSBsLrgX7j3sx1QfnpUYRgwlRhLDiTYjPDiQdR5s YiD4T903T8JTQhfhEeE6QUa4DaLhKA/mLGcoHMksGTxRRBl6niqYL/6BOROM BzLoFz6UXSb07hm2wS0ha3c8GPeD/CF3nIHrA3vcDWYShAfA3Nyh9nuG0hEW 32r543xyft/nOKRXs1VzH2KROcI/ZMTqxygh39WIC3+jf7TEFmOHsDbsFHYB a8EaARM7gTVh7dgxOR5ZCU8UK2F4NpaCWy6MIxi2cap36nH6/B+zs4cYiBXv GxTxphfJN0RIgahELOBnFzGD4BeZx4wSchzGMF2cnN0BkH/flZ+PNwzFdxth XPymKzwJgHc5VPK/6dhmABx9CgD93Ted2Wu4vVYAcKyTIxUXK3XyvxdAABSg DneGHjACZsAa5uQCPIAvCARhYByIA4kgDUyBVc8G+ZD1NDATzANloAKsAGtB NdgMtoFdYC84CBpBCzgFzoFLoBNcB3fh2ugGL0AfeAcGEAQhITSEjughxogF Yoe4IF6IPxKGxCAsJA3JQPiIEJEiM5EFSAWyCqlGtiJ1yK/IUeQUcgHpQm4j D5Ee5DXyCcVQKqqNGqKWqCPqhQah0WgiOhnlo4VoKboQXYZWobXoHrQBPYVe Qq+jMvQF2o8BTBVjYCaYPeaFhWBxWDqWhYmx2Vg5VonVYvuwZviur2IyrBf7 iBNxOs7E7eH6jMSTcA5eiM/Gl+LV+C68AT+DX8Uf4n34VwKNYECwI/gQogip BD5hGqGMUEnYQThCOAt3VDfhHZFIZBCtiJ5wb6YRc4gziEuJG4n7iSeJXcTH xH4SiaRHsiP5keJIbFIRqYy0nrSHdIJ0hdRN+kBWJRuTXcjh5HSykDyfXEne TT5OvkJ+Rh5Q0VCxUPFRiVPhqpSoLFfZrtKsclmlW2WAokmxovhREik5lHmU Kso+ylnKPcobVVVVU1Vv1QmqAtW5qlWqB1TPqz5U/UjVotpSQ6iTqFLqMupO 6knqbeobGo1mSQukpdOKaMtodbTTtAe0D2p0NQe1KDWu2hy1GrUGtStqL9VV 1C3Ug9SnqJeqV6ofUr+s3quhomGpEaLB1pitUaNxVOOmRr8mXdNZM04zX3Op 5m7NC5rPtUhallphWlythVrbtE5rPaZjdDN6CJ1DX0DfTj9L79YmaltpR2nn aFdo79Xu0O7T0dJx00nWma5To3NMR8bAGJaMKEYeYznjIOMG49Mow1FBo3ij lozaN+rKqPe6o3UDdXm65br7da/rftJj6oXp5eqt1GvUu6+P69vqT9Cfpr9J /6x+72jt0b6jOaPLRx8cfccANbA1YBnMMNhm0G7Qb2hkGGEoMlxveNqw14hh FGiUY7TG6LhRjzHd2N9YYLzG+ITxn0wdZhAzj1nFPMPsMzEwiTSRmmw16TAZ MLUyTTKdb7rf9L4ZxczLLMtsjVmrWZ+5sfl485nm9eZ3LFQsvCyyLdZZtFm8 t7SyTLFcZNlo+dxK1yrKqtSq3uqeNc06wLrQutb6mg3Rxssm12ajTactautu m21bY3vZDrXzsBPYbbTrGkMY4z1GOKZ2zE17qn2QfbF9vf1DB4ZDjMN8h0aH l47mjumOKx3bHL86uTvlOW13uuus5TzOeb5zs/NrF1sXjkuNyzVXmmu46xzX JtdXbnZuPLdNbrfc6e7j3Re5t7p/8fD0EHvs8+jxNPfM8NzgedNL2yvea6nX eW+Cd7D3HO8W748+Hj5FPgd9/va198313e37fKzVWN7Y7WMf+5n6sf22+sn8 mf4Z/lv8ZQEmAeyA2oBHgWaB3MAdgc+CbIJygvYEvQx2ChYHHwl+H+ITMivk ZCgWGhFaHtoRphWWFFYd9iDcNJwfXh/eF+EeMSPiZCQhMjpyZeTNKMMoTlRd VN84z3Gzxp2JpkYnRFdHP4qxjRHHNI9Hx48bv3r8vViLWGFsYxyIi4pbHXc/ 3iq+MP63CcQJ8RNqJjxlObNmstoS6AlTE3YnvEsMTlyeeDfJOkma1Jqsnjwp uS75fUpoyqoUWapj6qzUS2n6aYK0pnRSenL6jvT+iWET107snuQ+qWzSjclW k6dPvjBFf0relGNT1aeypx7KIGSkZOzO+MyOY9ey+zOjMjdk9nFCOOs4L7iB 3DXcHp4fbxXvWZZf1qqs53w//mp+T3ZAdmV2ryBEUC14lROZsznnfW5c7s7c wbyUvP355PyM/KNCLWGu8EyBUcH0gi6RnahMJCv0KVxb2CeOFu+QIJLJkqYi bXjUaZdaS3+SPiz2L64p/jAtedqh6ZrThdPbS2xLlpQ8Kw0v/WUGPoMzo3Wm ycx5Mx/OCpq1dTYyO3N26xyzOQvndM+NmLtrHmVe7rzf5zvNXzX/7YKUBc0L DRfOXfj4p4if6svUysRlNxf5Ltq8GF8sWNyxxHXJ+iVfy7nlFyucKiorPi/l LL34s/PPVT8PLsta1rHcY/mmFcQVwhU3Vgas3LVKc1Xpqserx69uWMNcU77m 7dqpay9UulVuXkdZJ10nq4qpalpvvn7F+s/V2dXXa4Jr9m8w2LBkw/uN3I1X NgVu2rfZcHPF5k9bBFtubY3Y2lBrWVu5jbiteNvT7cnb237x+qVuh/6Oih1f dgp3ynaxdp2p86yr222we3k9Wi+t79kzaU/n3tC9Tfvs923dz9hfcQAckB74 89eMX28cjD7Yesjr0L7DFoc3HKEfKW9AGkoa+hqzG2VNaU1dR8cdbW32bT7y m8NvO1tMWmqO6RxbfpxyfOHxwROlJ/pPik72nuKfetw6tfXu6dTT185MONNx Nvrs+XPh5063BbWdOO93vuWCz4WjF70uNl7yuNTQ7t5+5Hf33490eHQ0XPa8 3NTp3dncNbbr+JWAK6euhl49dy3q2qXrsde7biTduHVz0k3ZLe6t57fzbr+6 U3xn4O7ce4R75fc17lc+MHhQ+4fNH/tlHrJjD0Mftj9KeHT3MefxiyeSJ5+7 Fz6lPa18Zvys7rnL85ae8J7OPyf+2f1C9GKgt+wvzb82vLR+efjvwL/b+1L7 ul+JXw2+XvpG783Ot25vW/vj+x+8y3838L78g96HXR+9PrZ9Svn0bGDaZ9Ln qi82X5q/Rn+9N5g/OChii9mKowAGG5qVBcDrnQDQ0uDZAd7jKGrK+5dCEOWd UYHAP2HlHU0hHgDsDAQgaS4AMfCMsgk2C4ip8Fd+/E4MBKir60gbEkmWq4sy FhXeYggfBgffGAJAagbgi3hwcGDj4OCX7ZDsbQBOFirvfXIhwjP+Fkc56ux+ CX6UfwFz3XRW "], "RGB", "XYZ"], Interleaving -> True], Selectable->False], BaseStyle->"ImageGraphics", ImageSize->{1291.69609375, Automatic}, ImageSizeRaw->{2154, 286}, PlotRange->{{0, 2154}, {0, 286}}]], "Input"]], "Text", CellGroupingRules->{GroupTogetherGrouping, 10000.}, CellChangeTimes->{{3.654043755385592*^9, 3.654043758273594*^9}, { 3.65404385465335*^9, 3.654043900423004*^9}, {3.654043950234236*^9, 3.654043951454856*^9}, 3.654044181652854*^9}] }, Closed]], Cell[CellGroupData[{ Cell["Real work starting 3 Jul 2015:", "Subsection", CellChangeTimes->{{3.654044709453203*^9, 3.654044722444051*^9}}], Cell[TextData[StyleBox[ButtonBox["http://mathematelection.blogspot.com", BaseStyle->"Hyperlink", ButtonData->{ URL["http://mathematelection.blogspot.com"], None}, ButtonNote->"http://mathematelection.blogspot.com"], FontSize->24, FontWeight->"Bold"]], "Text", CellChangeTimes->{{3.654210581520521*^9, 3.6542106282609367`*^9}, { 3.6542106939343243`*^9, 3.654210695174217*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"frames", "=", RowBox[{"Import", "[", "\"\\"", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Animate", "[", RowBox[{ RowBox[{"frames", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"Length", "[", "frames", "]"}], ",", "1"}], "}"}], ",", RowBox[{"AnimationRate", "\[Rule]", "20"}], ",", RowBox[{"AnimationDirection", "\[Rule]", "ForwardBackward"}]}], "]"}]}], "Input", Editable->False, CellOpen->False, InitializationCell->True, CellChangeTimes->{{3.6540980660281887`*^9, 3.654098145546489*^9}, 3.654220647542622*^9}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`i$$ = 107, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{ Hold[$CellContext`i$$], 1, 351, 1}}, Typeset`size$$ = { 400., {198., 203.}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`i$44601$$ = 0}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`i$$ = 1}, "ControllerVariables" :> { Hold[$CellContext`i$$, $CellContext`i$44601$$, 0]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> Part[$CellContext`frames, $CellContext`i$$], "Specifications" :> {{$CellContext`i$$, 1, 351, 1, AnimationRate -> 20, AnimationDirection -> ForwardBackward, AppearanceElements -> { "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", "DirectionButton"}}}, "Options" :> { ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], ImageSizeCache->{447., {236., 243.}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Animate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{{3.654098122755331*^9, 3.65409815132329*^9}, 3.654098214191578*^9, 3.654190020092317*^9, 3.654210575476728*^9, 3.6542153598454027`*^9, 3.6542206636839*^9, 3.654221002130394*^9, 3.654300563289081*^9, 3.654300846396617*^9, 3.654334443089085*^9}] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["MathematElection", "Section", CellChangeTimes->{{3.654087174978197*^9, 3.654087177567239*^9}}], Cell[CellGroupData[{ Cell["Collecting \[OpenCurlyDoubleQuote]Likes\[CloseCurlyDoubleQuote] for \ each candidate on Facebook", "Subsection", CellChangeTimes->{{3.6540872610847807`*^9, 3.654087287160475*^9}, { 3.654087465011318*^9, 3.654087465918818*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Animate", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"tableFn", "[", RowBox[{"1", ",", "1", ",", "timestamp", ",", "all"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"timestamp", ",", "1", ",", RowBox[{ RowBox[{"Length", "[", "times", "]"}], "-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"AnimationRate", "\[Rule]", "8"}]}], "]"}]], "Input", CellChangeTimes->{{3.654087288066037*^9, 3.65408729693601*^9}, { 3.654087350494857*^9, 3.654087454730678*^9}, {3.654087528139514*^9, 3.654087534186832*^9}, 3.6540877148376617`*^9, {3.654087787897564*^9, 3.654087790145886*^9}, {3.6540879340025187`*^9, 3.654087995938469*^9}}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`timestamp$$ = 79, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{ Hold[$CellContext`timestamp$$], 1, 88, 1}}, Typeset`size$$ = { 649., {264., 318.}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`timestamp$335481$$ = 0}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`timestamp$$ = 1}, "ControllerVariables" :> { Hold[$CellContext`timestamp$$, $CellContext`timestamp$335481$$, 0]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> $CellContext`tableFn[ 1, 1, $CellContext`timestamp$$, $CellContext`all], "Specifications" :> {{$CellContext`timestamp$$, 1, 88, 1, AnimationRate -> 5, AppearanceElements -> { "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", "DirectionButton"}}}, "Options" :> { ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], ImageSizeCache->{696., {327., 334.}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Animate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{{3.6540874365429993`*^9, 3.654087455057559*^9}, 3.654087535351763*^9, {3.654087942421713*^9, 3.654087986704837*^9}}] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Creating visualizations", "Subsection", CellChangeTimes->{{3.6540872491026373`*^9, 3.654087251768072*^9}, { 3.654088207365903*^9, 3.654088229728425*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"graphFn", "[", RowBox[{"1", ",", RowBox[{"Range", "[", RowBox[{"Length", "[", "names", "]"}], "]"}], ",", RowBox[{"Highlight", "\[Rule]", RowBox[{"findIndex", "[", "\"\\"", "]"}]}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{ StyleBox["{", FontSize->14], RowBox[{ RowBox[{ StyleBox["{", FontSize->12], RowBox[{ StyleBox[ RowBox[{ RowBox[{"gopDebates", "[", RowBox[{"[", "1", "]"}], "]"}], "-", TemplateBox[{"14","\"days\"","days","\"Days\""}, "Quantity"]}], FontSize->16], StyleBox[",", FontSize->12], RowBox[{"DateObject", "[", RowBox[{"times", "[", RowBox[{"[", RowBox[{"Length", "[", "times", "]"}], "]"}], "]"}], "]"}]}], "}"}], ",", "Automatic"}], "}"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Line", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"AbsoluteTime", "[", "#", "]"}], ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"AbsoluteTime", "[", "#", "]"}], ",", "5*^6"}], "}"}]}], "}"}], "]"}], "&"}], "/@", "gopDebates"}], "]"}]}], "]"}]], "Input", CellChangeTimes->{{3.654042199367017*^9, 3.6540422268989983`*^9}, { 3.654087502538793*^9, 3.6540875045385303`*^9}, {3.6540875411734667`*^9, 3.6540875491583*^9}, {3.654087588592033*^9, 3.6540877043001347`*^9}, { 3.654191847705605*^9, 3.654191849040413*^9}}], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{}, {{{}, {}, { Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.927596, 0.725414, 0.204257], Thickness[0.015]], LineBox[CompressedData[" 1:eJwt03tIU3EUB/CrC0mbQSFI6WhhgY/Nt+R8pDO1fCxN6KGWzEJ7oJYglObo FglFk1IpkjQXBFEtlcz+kAarzBVpIVhCzRihRalg9vBtdc7v+8fl3A/nd849 v3vvb+PB43kl7pIk5f+/KEqSumJV4Lie7t6PxVLMjoYr59i1RfC8j46i9QKs 0LKdD+FTCWRX0AiszeL843VBwqcLyZbDKbCrlCy3FcLKKnLyQB3ccJZsXOyA 283cX/MBXrrK+WK/YOG1ndzfHAqX2shq2z44eJhsnzgHt/8S8z6AZ73jyNnD 8H012V7rFiLcGEmWrSFwTzrbuRtO2ks2KmXYcpTrE+7Be6q5f9kQ/KOObGld huMaeX1/oAbzW7j/Uh4c08HrNSa430ZWH7gDF/WzzYPwzDD3e7IA937j+WY2 a4UvucXTPP65sIeKLBlq4OI0stGrB+5sY1vfwCV1idTfOQt/tCWRlQGhwpcT kykmGuBP1ezyk7DJwm69Bb94Rnb1vxaW56fJxuXfcE2Unvpr1GFivfqMnvef CafdZddXwf4Otu2msPxujOsnX8INK1Lo/ap+wrc3kJOPqcLx/+nIatN2+FUu 2WWtFJabjpCNIzeQ7zXxeu8+5N2aU3j/U3B+F7t8fYRwyFuub00VlnTj/PyB CthdsY2+t6IZdviTJe1z1A/HkV37J+GhE2RjvW8kzoOD19v0wnK4TypF1TXk A5rYBjvyzm626TvyhZ/ZI1ujhEMT0mie5CZhOaiBbC+zIe/WzW75CrsPpvH3 XBMt7DXK+cV4OGeOrSkVlp/Gp1M0XkHeMyKD6s098PxEBu9nFA5zZNL7nlwd I7zpehZZpYO7dmbzeT4ED+kNvL96+O9FttZzi3CBVw7/T1Hw3A6ya5dHrJjv T18O14fDj4Y4by2Ap77k8Hk4D/tOs5UdsPcC15crdGy738pcel6rFm5R5er/ Ae7Zh9Y= "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684]], LineBox[CompressedData[" 1:eJwt1GtIk2EUB/DHhl1MhT6EpFutxHC6mamh5m3z0vKysSRDzeTN7IK4iWUF pvIiBlkbGEJQaq4IpFoZfZgmDd4SIk0Lyy7YFkuS0FwYJkmZ5TnP+TDOfvzP ednDed5tragpPLqKMVay8oHKmNKyPvKbDr6ZP6dDLUggG5UZUBvKyVNFaMcF 8o9WtPsh+cETsFflIWfJtFCdm1RocSwJbD+eyc0CqsBi90HKB6xg7eh5yg0S WFjqpdzmp4PnqycoX0gFC4fDonje2Qe2W2PIs+/ASlcxOS4oc6VKs81kz/5M /L33uJlvCF3wnnJdeBb0N/hFc78uBYuOaPLcbbS7iPx7GiwEitxs45ZsmE+9 Q+7PB3urx6m/ogZs71qm3NGG/SORau7Lj8Di30JuMXgK+9WN5D55DpzvUA9Z p0Nbx2j+QDlYevyHHHoGLPyK0NA+28FeuYlbjLgPZoZ6yuWvsD9ggDy3Zg/Y 8ZI8ZAJL7kWat/SjA8NjeH7qJ5ilGbhF52Y9VPNZcrYe3XWDXGkBe0dekHdf BAvLC/S8nB6wpFbu4PndQT2eP4+bvZlE2+rIzH8v7v869W9XgSXfc8onTWBR MU/5/EmwtkoRy/2hA+cb9eS3Q2Cvo5ZcuwgWPB3czCnPhf6gZ5Qb9Ll4/jnK I5vQ5tCdPG/pBwtd2dys+Hsu3n8L5aawPNi37CrldVow0wySEyvB3jIfOcYK FmwhcXxe78R+l46bDbvRiiuUd6vycd8S5Wtz0I0z5NlKtCc9nttyDWzXtpPr P4Klahf53AK68yt5VXAB7nNDAvfpbWBpKYU8nYJWH+MW/UvATGij/FMTzlsH yCduYe76Qv09T8FKX/Au7vEZtCKZm12SGfB9PkL5aIgBz2cjL0ehNesSeb9s 2ID3KZ5b/DeB8/tWJ3GnKY04H0ue0BjxPpRys7QMI74PLZSHGdCBveSyEpw3 y5Lp/60VrOzSkJtvGnX/AboXkOo= "]]}, { Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.630091, 0.148196, 0.579461]], LineBox[CompressedData[" 1:eJw102tIk2EUB/B5yfuCiDDNxUQKL5uXVFTKa0FYW6QQaWauRA3TqWGaobEs u9AGhhKIziwIKRZCUh8kQ6gsSIWgCMKJH6IgG0oXk1Kr53/+fhjvfrznnOec 53neyBN1hRXeGo2m+P9PPTUavTU4ei5X/bs7l6WephS6zwO3HqMt87DrKn1j AZ5+SN/7pjwb46bjfuD947AYcd2i8kBVHt29pGy7VUKn/FbOmeyg/ZeVLctD tHkF9Q0f1vL/4v3xLbHiMt9sVd8eT3evU9aPFtFn/ZXHvrbTiwHZ6PcB3RIE m97T74IR3+oVJ96vVba54uiAjfD0Idp/k7IlxEb7hiJ/1306czPq17ylT4ah X+cq/SIc8RPRBnF+BOqvFNKGrYg3tNF+esxXOkgXRML2N/TLKNR78oce347+ fm0zintj0U/EQdpmUNaYz9HzRsQHjdA9CbBrijalo/70Eh27Gw6JihcXmVAv 00zfOQzXNtPDxbDzNl1Rgn4mXtP1pVhv9SftVYb6Bn2C+EC5zL+PzquCHY30 hWo5/376+Snke17RczXYX9132l2rnFOtSxSPWJHftpfuqkN/rgY6vx79uXvp KVivHae1DTL/Ap0qrg1PEs/AFuceuvI01p+00vPwgE8P7dWIfOMz2vsM+jnq oR/BFkfoDrEL1ozm0g1NsO4mHSg2j9HJ4rYvdJrYnZXM+wcP5HTRK/BYzSit bYb7PtPuJjnPDSnipxK/vJP+JDZU0jOynqWT1rcg3z5C+52XeT7SfTbst2d9 qjihHdZl0JcvyvdcTg93yHyOtfgrsp+BaeL4a3Kfkmk7PFvgly4evC75ibS3 Xe7DETrJLt/DJbpaHDJEp9vl/H0yxJ2w3mmkrY7s3H8VEW9o "]]}, { Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.09955000000000003, 0.9795987, 0.9698177]], LineBox[CompressedData[" 1:eJw10m1IU2EUB/BbYmm+YRSSOpmYqLkt05mKS7QEqWaZIVj5VplROMsQwlAx UbK2QRFEoVPXFyGmUh8itcGiKKEZRq/GhhOlRJ0GEgm+VPf//Ptwee6P55xz z7nPE33mUuG5jZIknfj3yKskKWsC4udy5Le9vpnyqtfSRn+4oYz2DYJt7XRG COx6Qvttle1JcNOZ27H/dEeCcGe47J7z++nYKNnN3aformjZ2aNt9OVY2RWr A/RgPOqrvtFBGuyfjtglvJyM+iYNfUQrW2kvprvSZTvmW+iDOtFvHz2ZBeu/ 0GPZiG/YkChcfwD92hLpO4dhVxH9uAj9BDbTb8qQr3tEG6tQv/oj3WRAv5Z1 +mEt4p3xKuHeetRfK6RN1xGvaqRbWjFfaS+92Aab3tPHb6De8xW6oB39/Y5V C5ffRD+RBbT+Fs4r/xptNSJ+yxB9wQzb3tH9VtR3LdO5z+DAGI1wnAP19uXT M69gw1V6cQS2WOkSJ/pxvqX9xvC99V905AfUVyl38/58EvMfous+w+Y6OuSr OP8uenAc+d4RutKF/6tYopfcuH8XFUnC0gTyG/PoYQ/6s9XSa5Poz91BN00h Pug13T0t5v9Jh34X84fvEV6ZQb4llx6eFfe/hrbO4bx9HtCV88hXv6QnYE+J lzZ4Uc8clsz7vYB4ew59dBFW3KOb/4jzdtARPjp5bZylC3xhd1aK8Hiw7J7s u3R5qGxHtZ1+Idz5g56BPc5QLf+X2F/NpCeEVVX0HCxV3KYDwpBvGqJ3RmLf Pk33R8lWeoNThfuiYUUGXRyDfP1Z+n6smM9Mb4uD1f5pwldUyC9Noac0yD+2 KV04L1nkJ9FG2GM7+d8pmMfVSndo4cABegGWDD4ZwqOp+J5FTW9O0+X8BewJ c6M= "]]}, { Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.723598, 0.791043, 0.963806]], LineBox[CompressedData[" 1:eJwt039IU1EUB/BXkmhbgkFk1upVZE43nZu6rR/+SlHKgYpJatY0Kgp/IIjK dDHCoGxCkSRS2uyfMCaGSKE1HEipZEYQKOJwhalZRj/ILKfkOe/7x+O8D/ec w73cc/eWVOSc3ygIQv76R1EQxHJZ+Jdk+tsqC6OYGQu3p7Hrz8AplWzndXit hT3VA9vfkr1KD3wl8CDFpzuUki15ZMfFFLjdTrY9KIRDnpGT3lyDlz+Rzb5u eHZbOPVXTcKlBWRz8c4IyRnzZIc9Cg6QKdej6DoFjx4ju79ehRfsSt5vF9wz ws4chyc3RVB+/YZIyQ4j2eaMhOXF7KmTcJWNbJbb4KUWrj/yGF52kr2l7+Hm YbKjbQ32/eP80XAV1jWR1H81B86rIjtUVrjhCVksegT7T7Dt7+Csn2T3ixW4 N1RF+/tzQI37SyR7d2XBGWfJgskC11o5f3M//K2T7RyDq/3V1H9qGf4oRJHl +6Mkp+aShaMmuHqcXVYD1zZGU2zrgMdkGtrP6Gt4LpdsXvsNT4yQ3SoxWnKZ LIbPfxy+ncpuqoLna9iudji4k+xeHIb7Zsg2xS84O0BL83dZoZF8SUkWrenw UB7Z66yEBx6SzZ57cO9Lzt/yCk6Y1vL5v8OFq+yy0BjJf3frqL4tFd6TpuP5 L4c7SskOv1Z4qZksqAfhoudk7+lFuGaa+zVt10rOEWMpupLhsBNsxV24ro5t csP5rWzrAjzbx/Yk6PB+ZHG0n6Q78Act2V3qghPT2ffn4JqSOL7P4FjJJguv +w7Dli626gI8/IMsmG/Bnux4qrf3w0FD8XyeGbjZRxYXg+Ikf47QkxVG2JCl 5/d8Ds6s0PP5mmBbI1sdqJd8c9DA86SDO8bI3mx/g2RdkJHrNfBAiJHnoQB2 7jPye2iAb0Sy5d3wioHry/yMkuNdZLFNDbcWHEr+D8aGdsg= "]]}, { Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[1, 0.998367, 0.434775]], LineBox[CompressedData[" 1:eJwt03tI01EUB/CfSUVlQX9o6BpMRPGxzT2d0msTSQinZQ/MF8uyyKZhBoZu JJJoNkOSisjpEqOQ1cigyLYwslLSQAkq22Q9sNBEI6MilTzn9/3jx/19uOec e+69v190ycnc0hWCIBxcfmgUBFnFuvhpE73NVSlpzNLBPa1sWzHc/JztboLT 59n+Xng8Knl5DCYE4Ow0svAgMkF0h4XsOpYOe2vJdZ0FcPdFsnGkAX7STbYs eGCXl+vLx+EBP88fkiSKrpWoqL5DCQdiyTJfHvxSR+7/Xg9fylBxv3fgxRx2 1lvYXMjxtpAk0eoycp07CdbY2P79cNF5siWsDm69zPlbe2BJF9e3voFdd7lf 5xJ85hHHD8fLRX9+yvUXc2HvCMfL7bD2Pe+v6BZs/sh2jMKSaa7n/QePznN/ v2MVoj8tcD+bd8OVq9U0mmtgTyTZsrYPfqxhu1/D0zvJ/f4/sLKUHRajFH2i muttM8NDjezyajjuKtt5Az57kxwcfgWH9/J6S7/gH16uL5cli84bVPP+d8Ge MXbLaTj4ge3rgG9Pcf7MINwuaOh8pT/h7BiysUyqwvpGssyeCUfvIwfdlfDf 42RL4Do8UcPx61/AFRc0vP85uKqDXR6lFj0yzvnODPh+lJa//wq4xER2hV6D O/PJguIZ/M5KDhbOwNV2sqVlk0a0w8HxPhM81M6WXoFPDbDN/bB/lG2fghsm 2IHtWtErF7kfYxscHqej87T64NlUdvtXOCRTx/e5USe6YC/PL2yB24rZ8qNw j5UsWFphWz3nO/rgRi/P+77Ak5Nk2cwGPeoJerI0DW6K0PP/fBhuSNTz/lrg xh1sxRqD6K6IFP6etPABLTm4Z1Wq6HtjKZyvgme/8bw7Hz4iGPh/OAenRLDD PHBJqoHvPzRN9MNmssypgHMGDab/jMx6KQ== "]]}, { Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.45412399999999997`, 0., 0.441245]], LineBox[CompressedData[" 1:eJwt1GtIk1EYB/ClFJWz6ENl2mRiiZfNzF1KTFG7CKVoRhctY16T8pYVprgS LTKaIQlR1Gz2QWHMCxlh2mAhlOLsDkHNGDYKvCGIaGZW5//+P4yzH8/5P+c5 bO8blFuWUeAlk8ky/3/EKpMpS31CJxLFN0OyRqwpWnr5EFxzml5Ig20NdH0G 7HpCXz0m7A4bpVuzUH+2JUzyaoOw5UwS3ZcnXPvoJF1QJJwwcp2eLBY2LHXR dWXor/pCaypQzwkIl2ytQn9TJF1kFFbaT9DaemHHZB1ddVOat4Mevg2nfKYf N2N/zYoIydP3MK8tgg6xwK6jdFwb5pHX0u0dyO+x0r960b/4E13xEvOal2m/ Iex3hqok//iA/n8y6HQX9quMdLAH98tup99Owqb39NIs+r34TW9bxHzz29WS y/9inq3pdPVKrVhTq+nnvsKGtX20zh+2vaF94oQdrgX66zlYHhwpOfcK+sWl 0g1NcEkl3WOBza303g5ht3OYburHectz9PdB9Fcpd0h+91GL+x+kO11w40U6 0wPbW2jdNPJTg/SNBeFaxSx9xEsn/n9nFVGSA+XCSmMyPbdR2G07T4cHCRtG H9AJ4djv+4o2Retw/xn6Qixc4r9T8qb9yJv30fNpOH+klJ7JFLZ436e785FX D9DWEsxzaopuqUS/xs3RkqPrsd+eSI/dghV36cttcKqDzumGjeP0nV54NF4j +ZsT8yQ004Vjwo5iO10+Dj/8SR+fwXzODVrJSXOoL8XSAYuwqpAOlOnFamii 9euF3aY+2hOCut1D52uElVPrdHw/xMOKGNrvAPIpeXReGvLGRvppJqxes4u/ vwn5bA091Iz84VW7JRutUj6KnuhE3ZZFv+7R43m4Rqf3wvIu+lI/8iXeMZJV AzjPrKZ7BvWJ/wCL/3q/ "]]}, { Hue[0.3224758424985268, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0., 0.07322799999999996, 0.848096]], LineBox[CompressedData[" 1:eJxV02tIU2EYB/BTQpCtoE9SOZhYobm56YySMraopHKlVqQ21+ziZbmZJhjh YJVRHxSCQrtN1yfDFoJQkTSZCBGkgiAUscH5EHQdFNENL+R5/v8P24dx9uN9 nud9nnPeN+tUS+XZ5YqiVC/9tKeiGHyrcr7atX+N+wq1Z1kRHS4Vd7roF/vF 4Rt02kFxbIS2l2lWc+N0v0PWn63LhZ2HNYcadtPj5ZoDAyfoHxWabVPX6ENH NLvnh+kFsWp8T787Kut1G7bAfcelfnc+PVul2RCpogdqNEe/XaE3OtHvE3pv rbjsLX3PJfGdy/Lg2EnpN5xHX60Tx47Rn89IP7oArdRL/s4hOiJWm2fpvgbp N7hINzVK/GSOEa5okvoLlXSmR+KNfvqO2FA7SM/B3TN0xjmp93KOtordfzaZ 4IBYzSynJ8SK4xKd1Szx6aO0BQ5P02M+qR/7Sw+eF+uy8+HqVqlX4qDHYG8H nd0mDj6kL4rVyTf0kNi9+IsOi6NGgxl+1Ib5D9AhuKedvg5H+lPio4nX5uT6 Af1PukNs8+gtcDny/aV0G/oLt9Lt6C9+35Ky3+pXdBfmK/lOX4C96wvgFuQH 99A+7D/lK0iOD6XdLUieTzFNpFh1JujHqNeTUQg/R3zETs/A+t7C5PkVR5Qe gf1f6HE4vsuaHB+y3aL78D6bI3QV/OBjyro6ubYI7sX6/I6i5Hmjxnrahf3c N+nNyO8epf/h/EQ+0NNiQ2LNVvg2rC+mna24z6dpM/L9PXQ6bFq5Db7cgvNk pT1itWLFdtjmQ76FtvhwHmro317chy76Kawbpq1efP+0Ys4v98kQNNGflu7f fx0kcJs= "]]}, { Hue[0.5585438199983166, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], RGBColor[0.873304, 0.150484, 0.255131]], LineBox[CompressedData[" 1:eJw11G1IU1EYB/A1S8qmFH4o08GyJHVvlpOUTDSExFzYsDBLmdkLiK6EIBCF IQUSLsJCLJsWDAubiEEjx0YXiiWmZSEUsuEK0TAHUmmWJnX+99+HcfbjnOc5 z3PPPXfnmYuWc0qFQnHy30+MCoXGtjn1a4H4J7VrxVhiorM74aYqeroLdrfS k91w8Am93iUcTgvRmkeY9ySkyf7dL3z/wiF6fFDY3nOKfvlUOH/sGn1jSNi6 OkBX+JBfN/nfzzFfnZgu++wr5G8z0J0jwhp/Oe17KyzNt9CfJ+R6++mYSbjk A309hPVN67Syyz6hXreWrpuFg8fpogXUo7LTtiXE5/bR31aQv26CVq7TiXqd a3TrBmFpNFUnOxAjbP9jod/HYb2umfbEC2sqH9LjCXDbO9qqRj7fCr1RI2z9 maLneSULh5NK6bspwgpzI52UhvUxXtplgN1vaF8j8geX6ehfsGqXQXaVVi/G g2a69ghcf4UOVMPOB/Rcg3B49DU9bRe2ri3SvQ5hSacxsr4uPfovpk0u2HGZ tj+G/d30l0HER4bp4JCwXf2d9krC+bXqDJ7XMOKbD9MnxlGfu4F2fUR9oS66 fQrrYwN0x4zc/wJdFpH737FXdt8i4p2FtGUN+4/Z6NRogzjvqDt0UaywQv+C tsULh09H6C2JwlbHtn18Xrux3l9Aq9JhdQe9mgWbJfpHNtw8R1/KhUN5mTyf QtSTf4v2FAtLdX56xgzfm6WTS1Hf6FYT75cF86sH6LwyWHeeflaO/aw36ZYe xLd56Y4luZ9pWrXdKJ53JC5LdskeWJ1Dj5iMuM819O2jRvTnoAM1sH7Tfr5v HsRXZtJKCfHHorP5PQnK8Rn0/BTm3RV0+owR9+Eq3TsHqwZobwTx9VE5fJ+W sZ9TT+uVGQV/AcmdeCg= "]]}, { Hue[0.7946117974981064, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0., 0.0016329999999999956`, 0.565225]], LineBox[CompressedData[" 1:eJxV1G1IU1EYB/ClEVQW5pfIGqw3cLotSys1CxeDQhRMSMpesEUviC0CKQiN W6lZbSElZuhMyRTklhIhIVmXXpbkEotAsCm3soJqJJYaaqP2f/5f+jDufpzz POc55zn3Lncezz0UYTAYdv/7hZ8Gg8k1P+6bHX8Vc/iZlUy7xCX76V9itZJ2 nIUD9+g0WDcP0YqMdy4xizvgxiNb6TPnw1Zu7qHH4IxX5fTssrALZtppC6xb BumTMn5gabzYWY78bhvtg03du+gNFWFr38/RKyqk3jt0SJw1QHdewPySWQni KVhRE2h3JRzYSWtwQZTyn7X0Ntp5EfmL3tJVcKM3RKuw5o+ziGMvIf+fXNoB N1pK6WLYtK+VfiR2v6ZjLiPfw2k6z436JldbWc8V1LMsh86/in5ln6ZHqzF/ XhedWwOrfbQP1gK/6Z7rcNRKm9hWi3ybs+kx8bFTtKkO9jbRPlj399KZDVgv NE67mpDfYlrD+3pL9p9J94s9xXR9s/S/gXbdRnywh34DK8afdF4L7l+hMVEc 34r40m309jbUp56gY+6ivqE6Wu/A/AU+uuG+7H+Ujnsg+49dK055jHivg659 IvffRdueod+RN+jo54i3PqU1WN8bpNN9yOdZvE4c9QLzu+10Wg9srKELe6Xf Gq2JS7/Sq/zw0JYknl8f6sm4Rjf34zyLuumIAbj+Cx09KP1clMzzeIfxmU10 KCD9PEw7hrFeQRWdoyPe3UWr72U/I7TyAecdXLie35ePsDGVHhmR9/kgPfxJ 9uehWz7Lec7dyO/BD7lPSfRLWN8xJ0VcNi7xiXT6hNyHfFqfkPehjI6elPeh na6elP5HpoqPTmE9r5Xumjbb/wKivYDQ "]]}, { Hue[0.030679774997896203`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.346715, 0.587594, 0.244526]], LineBox[CompressedData[" 1:eJw1029IE3EYB/CzRaidpqWJmxfXP5i5maZRUsZWglGzlhiVmZ2pJTbNIkhC aYmWLxQmiRg2vSBryEKoiBAXF4EYaRgEiU64F5JlGoKElpu157fvXoxnH57n uXue/X7beulafvkajuPOBT4UOU6sXq//aaZv8uySKRAsmbD1zDK5rhhOG2J2 N8MLGX/I3hew1EdWk6dC1v2l/OvE5KDHXGT5ymFYCVsJ2N5zHq7JJZtGm2C5 kyz5+mFukawaJmDR4KN8iW5X0I5estySCsvDZNFzFuZ4f8DKXANsL/ezeZ/D aj+z5Sss/WL1dWEpmG/HKs3rToHH7jN7T8OOGbLE20P12n/Uf7APlo+TVduX UL6GLDtXYamb1Y/oDchPku3+fLgzigtE2VAPf9eTxQvP4IqTzC2f4ZirZGVw BQ5vIEtLO43o7yKrSVa4eZDM5d2GlWlWHzkAH9WFkd2fYJdDQ8/3LsN2MZzM b0/FvLZIitl5sEnLU6y6BdemR1F0PoZjxsnqyEfYXhFN71v9Dbt+kBWDuBv3 8c4Gtv8xWP+NufUmPL4thuzpht+cICvzw/DyXbJdWIRdL8mmSiEN5zvJ+utz YZ+frLqvw5YtsTTfVBdcYCKLUUOwvjSW7b8AN7czV2nTg+Y/sH5nDpyk2Ujv H62Gy7LJsuYhbK0kc8b3cGMbWS2ah2s9ZKk1YQ/2idhE0WOGcwqZhQ64YJI5 T4HX8nEU62dh/RHmqUMZQT9xk2XTA5hfIis2D9y5OZ78aAa2GePZecZm4jzN LO87ANcWMxsuw1wTmZMcofr4BOpvGYC9bYlsn2m4qExLv/d89F7k3zILWbA1 Qkf9llLYdVHH9muFx54yGyP24X68S2L3KQOOmyWrp9btD7q9RGD9abDrhsDu QyE8d09g/4dGWOlg5vthuZf1V2mygn41TBadRliZEMz/ASVqf98= "]]}, { Hue[0.266747752497686, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.7268939999999999, 0.45700799999999997`, 0.504417]], LineBox[CompressedData[" 1:eJxV1G1IU2EUB/BbRvSyAiGIysGNDGZuttJIyWKWoMSEkgJLi/UqhJqREIWj EQlBEwZJFG02ITBqYfTBD6I46IVFGhZCbzNWLVy6xUJNSR3t/s8/6H649+7H fc655zzn3q0/frby1EJFUQ6lD+2qKGrDctN4CX4qyf70yV6gd/NRvQPX9A4/ 0TmSM6K/370m53/7a3fr7LpbrbNtsEVnx1yXzhHzR/39Y+s2iZN7MtNXvzuP zi7TrPZV0Va75mD8Cn2/UnMk5xGtVsH2d3SoGuubF+SKhxyaXYFcurEWDh+k S+s1Owwu2nUe8cUP6NBF5K8bph9fRr2+FB1owfoBk1lsuo7885V0zIP1Zift bkN/Rzpp/y3Y/YZu8iJf7ywdbEd90xstrKcD9WTto5/d06xUXKLtnVi/rIf2 PIQDr+nibuQPz/yLD8KGDXni+HPk21lBT76E6y/Q9kHY10EvGUI9A69ox1s8 LzVFu4eR36xuZvx76X8vHf0AtzbR2Z9k/u30ZBjxiRAd+4z9NU7Qnohm2xmj lf6CeGcZXfMV9QXO0Y3fUN/IHdoWxfoVL+ih79J/ks4alf7XbhEbYoj3ldIH fuD5gw103RjmnXGbLh9HvOUpHYIjNQnalEC+1tVb2S+s9JXQwZ+w8SZtSMq8 g7RL7Byjo+KRXfnsbwL12G7Q1insZ10fPSD2jtLqb5lnZgHnBwfndtDqtMzz NB2DFYeHLv+DeHcPHZmVfqK0Mo/9TqzcJm4TG4voVSn5nk/Q3pT010qHJZ9l 6XbW/0vep3x6ERzZv7hQ3Cv757TS3oS8D4fpmbh8D1dpv9jQRZ+My/wzivj/ g/mpPgtdmPZfCxKF8w== "]]}, { Hue[0.5028157299974758, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.566842, 0.967407, 1]], LineBox[CompressedData[" 1:eJw1021IU2EUB/CbUvgyp4siU1e3N5i52XwJJ6VcI1BMwdQgU+v2oolMK5CK cDAkYx9mGYVYtpyfklpsFISYg0VQShozhCSmjBIa1cKQUGhKnnP/+zCe/Xie /3nOufDsOnepuilGEIS69R+tgiC2J+p+ltA/pyue1op8OOhld56GbX62ywb7 v7IDL+D+tIT1NZg5B3sKyMKr7ZmKZ2vJzotHojaTrYP1cNBClqa6YclOliNu 2DbA9fVf4N5nvH82fb9icYLr27Phlk9k0XsSlr+Rfb+6YM+S0u9zOLQxkVzx GR7ZTPZ1bshCvR1kqysLvp7NDpyAx4vIssoK68o4f/gpHKrh+uYZ2NZAdjrW YGsTn5/U6RX7Orj+ajXs6ebzegt8+S5ZbHwCVw2x7dPwrJvrjf2DR15zf8v7 DIqN77mfjCrYM00WKm/A4jyfTxiFhT9s18eoa1VUP7ACl42wVXuy0d88WSiq hHXL7LZrsHM1iVbHEOxJVlM/kx9g426yvPYXDuWQfXrxAOYtVvP85XBKObun I7pfw/Y+hj31nA+Pw75WslW7BKdeJUutWqPiuC7OW0ph/23uz3UFDvVxf3MD sGmQzye9g6WXap5/Ea6aYLel5eB7zXPecRQeDvP9U+1w7xrZGfsAXkxMptXw FrZuJQcbwnD/TrLcsy0XeROf95bkRt8fW9sHG2+xK32w/w7b8gOOe8ieK87D fG6yU7oHWyfIPrMXbplhP/oedYD7m9TkI7/A+5FDcFmYrW+GUyN8n9wLN0gp lLePwtKbFJ5nAd7ymyyG1QcVr8RoyNpCOCNZw+/5PHwhXcPz9cD397IN8QWK x0o535gHB49x/vgmE/qpU/JGuLOe912n4OFGDb+Hm7D+DFvlhiMy59tiC3F/ M9/nMMAms6bkP2Roaf0= "]]}, { Hue[0.7388837074972656, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.563638, 0.606256, 0.935851]], LineBox[CompressedData[" 1:eJw1021Ik1EUB/DHNFGbL5NAzUaLFDedttJo0gtTelkxw0RD1xYz0yLMDIQk lEYU+GGCYEiRqwWCEBMjJEIyBoVJmb1gNHKjEVKSCqMMB6nU/d9/H8azH/ec c8+5z322nr5Y1bhOUZS6fz/xVBRtywbdfJn419WbKp7WEnpiEO44Rac9g31d dOQlHHxEW94Kh/Uh2jiD9cdZemnnnLD3bDltjgi77p38vx4VNr+5QZvWhJ0r w7Q7Jk3UN3ymq9cLO+uz86WDKmGvu4gOpwhrx2ppY7qwf+Eabc5APf0QPaeF rZ/opRzEd8QUSNvzhF2+AvpmARysoSNF6EflohUT8vc+oKfLUb95mk44hn49 a3RbNeIndQbpFzbUX62iow7EGzrpuHrM5xikAw2w+z3d1Yh6T//QrU3obzm3 UDrzHPrZXElXtgorFVdoUzvik0bp4FXYN0Uv9aF+MEqrhmDVtiLp2Seot6+C nvDDFy7TpnHYc5+2vEI/k6/pgSnst/abzvmA+gbtdumej3L+o/RAAO5uo9tn 5Pu/S3tDyF+coANfcL6aX/TIV2HzeY1RuuQb8jsP0+Z59Oe7RBt/or/QHbp2 GfHJ47R2Vc4fod8pasy/aQe/p3hhp+cAbUxQ4/630N5EYW/sbTqQhPzC57Q1 WThsX6RdKajXnbGT9zEV8WNltD8d1vTR0xlwhZ82ZsGdP+hb2XBofzHPfwv6 MffSulxhf/MY3ZEH93+nM3Xob1JdIn1Gj/WVPXRY2tBEt+djP2cPbTAh3z1K x5nlPLP0bLmwdjFlF+/fQVhTSrsOId/aQNda5Hzd9MgReZ6Ju6V9Nch3FNML cPh4vEm6/4TMN9JROOyz0RvrME/wOu2WVg3Tdpt8/7Gl0g/t2M9TSFsc6rK/ H4NhuQ== "]]}, { Hue[0.9749516849970554, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.4, 0.8, 1]], LineBox[CompressedData[" 1:eJxN1GtIFFEUB/ApJVDX0rJcH0tjrrVPXR0jJYs1hCAUTDboscX0jlAjCIJY QcKgD7sgFFHk1gRBEBNCSIi4MBCEkEWBEMQuzAehKAUho4VMav7nH/hhmPlx 7jn33Ll3pu7Mlb7z6xVFOfbvcu6Kog6W+L53Ok/eojLn3t1Ku8WJU3SX2LxN t4mzL+ksbPtzdKwY8VdVftYrcWxcPECb8PDjE/RcqePou1t07SbH+so4HYPt 0Ge6sAzx0zUB8TxsJBvpJVjNHKUryh1bCzfp7nLp9wU9shnu/kRHtmB8Yl2Q 81WgXzNI2+LsEXpiK/pxDdOJbcjveE5Pwnb/HO2qRL/pVfoSbM36QuKnbtT/ 00fnYSM0RE/D6slntLcKTn6kx2Br+jetw/qvhrD4LmzX9tILsNJzgzaqMb54 itZrYPM9Xbgd9bN5OloHu+obud87UG9fD23UwwPX6agXTj+hLdiefUt/gPXV n3SsAfVDapN4uUHWf4jWd8Kpa/SwOPOIXoGtxRk6vgvv1/ODnoSjlz0R8Tkf 8ocO0jE/+jOv0jqs5x7SBqyWvqFH/bL+Jfq+eKC6WTwj+eku2h2Q8z9I98JG wQN6CVbCr/+PD6Kf+CLtg/VUZYtYhZVMJz0m+Z579LK4x6IjMn7oGz0h8dx+ TVyGuBG9o62d3+rPaGvrWWNf6LmA7Gd5K8+zxFf20pPi0AX6q8ynj9LuRuQn p+iJJlnPPJ2H1cWNu8WzEdjTTnc0y/d8lk40y/pStCkOF+3h/0aT86TRcdg+ vKGN/wtN8iN0TOLmcdqlyfcwQnvFrnE63yL7X9DO9cJqOrzGfwERwkhL "]]}, { Hue[0.21101966249684523`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.782803, 0.164904, 0.400458]], LineBox[CompressedData[" 1:eJxV0m1IU2EUB/C7pJi1pCDoxQZXIth0s5mKib1sFQixwZICe5ncil5RowiK cDDCoA8bREEUtbx92oiFyw8i4uiCIIEzJkRBbXSJsFAHC5GE1mrPuf9B58O9 z/3xnHOec+69dWevdp1fJUnSifIlVkmS+9fZFjz0KBXelG/eFu6BHu7EPe7s CLNuz/H90a32/61ePMgcGjrF7J65y6wUh5l1xye+f6a2ntUPNzLLqW5mbfFO Pe/3Fbf3I48fMDWwfhMN3NnjzIolxKztfcms975nVqMlHp+2OVj9P13MqiPI LAdi3OFZZm3iN7Pya6eT9bPdzyz5bjMra8e5E+9g9VjJXa6fXak4/VfYsqPR 8JhVEus+H1zoJPfdhLf0kKMv4O7rwnp6GrYNCiulZVh/IKw55F3oRxWWA0fg ZIwcuQH7R8ip53BmgvLzb2HblHDIugRr08LuK1aX4fgs5Qc7YfcH6i9xDdY+ U3+5p7D5K8Wvn4Jdc8b8BTizYMy/rclwqED50cPwpWU6f6YfHisKq1VPKvGS SazOSTi+Wlg/nYf1amElsnm34Vs1FJ/ywP5NZOsjOFRL9mmVeCs5OA+76si5 /c2Y3y6suh9W3CSs9abgDa3kZ9/hZBv1l97Ygv+jg/aLHfCPA2THBThziM5T 7sP+y5QfHoeTYWOeb5X4x8JyvqYV9YbI1na4EKN87znY/NqYLwJLo8b7rG7D vF8oP9AMm3XKP7pmD77HnJHvgkPztJ84CccXaZ7sIOzPky3D8ApZ6qtqR78/ 6byoE9aXTJ5/hrl6UA== "]]}, { Hue[0.44708763999663503`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.20956699999999995`, 0.549706, 0.]], LineBox[CompressedData[" 1:eJw10X9IU1EUB/BbhmSZLIKyH4MX/WDq1JVWSilvESWpuAaR/VBeSb9ETSFQ RGOogZBDIQglVxMiIReuAgtz9EIIQS2DIJGN3h+RUA0WEgXpzHPu9/0x7j6c H/ec+3ZeuuG+vFoIcXblR6cQSt162w8n/XNFFtWVoyQXNr6xWyph5Rc70Alb ltnh53B9ytKKjbSIGbeSxcjWNOlgNtl/9ShsFJA9D8/DriKyOn0bjrnJ2uIw bKni/vY5WK/l+MXt6dKinft3ZcHBO2QlVA47+sj6zzbYGJTzPoVnXrNLPpvx Sc5vWZWB+BzPG8iAtcQ4OXwadqWTtWSP6UKyfuQJbCkjGzWfYKWS7PfFYaOO 86dsdrxnG/dfcsNGN+fbW2G1n6xUDMKuIXbXRzN/hPuN/YP94zzfnz2Z0j0f eJ4dLlj5QhalzbAR5fx1o7BYYgfew/rmZeof/gure9nJu7KQf5AsCkph3cmu bYQ9xWzfAGycIRtTk7CmkbX4b9hynfvblWzkNyzz/idNN7O9N2HRwQ49gC3d XB+dgOt7yR7rAqwMkNVqqwPvM8T1rSfg+pc8X6AB1t/wfJH7pic4f8M7ODgj 94/Brjm5/7Z96D/P9b5jsLLA90/Xwf442Z/QBzetEXRmjsPlSWTjQtSMp5A1 75b90kWbOD/khEUq23oPnlXYpbqZv5vd+h2O2diRwhzptblkv3oXVgrIek0I nlDZ/fNw3nGeb2pjrrStmOOLh2GtjG2/Ahtuvk/rgXurub5rFI41yn2+wp23 yEo05YD0tXa2NR/2dHJ9SRXs8Mr9vPBst3zPpEPSqY+4viIH7nnM9acS8/A9 nsl6Bxx7wfHAOTj4ivcJd5jxMXbyMNz0lutrE/KRP8n3+TLhvBnh/A+HbJz+ "]]}, { Hue[0.6831556174964248, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.927596, 0.725414, 0.204257]], LineBox[CompressedData[" 1:eJw10X1IE3EYB/AzRTCXLCjsxcWJCJqbXamZvZ69IJjCFIKyjPUOoWYUBOHi iIIghUFQSK3mX0XMtP7wD2l1FYaUylWCIRtcYQnZaFGRzG3l7+v3/hi3D8/z fX7P7y7/6JnGE4skSTow/xNPSZLbsotmqsU/5VNcnX/UldPtP+COw7QWh4PX 6ED6nHD4CW1mC5vFEdptR31gZfGCjVzhwKmdtJInrN07SKv5wuroVdpeKOxJ 9NGxIsx3Tlr9CupHVq+l92J+ZymtdwjLof10f7ew/v0yrfUs7NtLSw/gugmr 3ov+jrQS+jH2DZbQ9gE4vI/2PcM+No3WXyC/9aGVH8L8lnFaGsa+/hQdeIP+ kSIn541hfrKRVibQ7/TSZhj3a75Pq5/hzne08QXzns7R2jT2+1voYn0G++S5 aXcM36v+Ii3H0b94kJYyEsLBMVppEtbDs7TvEWwrKOX7HhKWttXTgXG49QIt R2B/D61OCZsjb638V5yX+kMrUcx3yutY/5nA/Wtp/TfcdZ62z8Khu1Y9jnx0 mG5PCmuOX1b/P2H1tEPhfaSkyHtraCNN2AyepfszhD2R27SZif4lr616VhL3 j9EBG9y6aj2dg7x/Ny0tE1ZH22j3cuFAejftWYG86xUtr8E+h6K0UYB5Xbkb 6BL0h6ppnwI7btJyBVyvW/0bYe83WquEI9vL+L6qsI96g+7fIay3hGhjF3xn mnbvwX4jS8tZr0E9sYUO1MLOk7TZgPM8Pqv/JfKdg7R7cwr3maLtx4XlaE4F 38852FFFxy4Jm3XHaPk68t4u2ncLdmVV8j4h5JvLaOM58g2Zm/h9RhfyCq2N oR5sok1DWA9fodX3sK2PVj4g35pexft/xHl+F21OptT/Lqy9iA== "]]}, { Hue[0.9192235949962146, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.04072600000000004, 0.38550399999999996`, 0.533684]], LineBox[CompressedData[" 1:eJw10ntIU1EcB/BrQvRYov8kPQazKFxOW6mVqXUNKQiNmyBmtbhlGQwfKwQh FG5hGLSBEURRsxWEGBsO//APcTAIo2jKehHUBiN6YUlLkwJN8nzv9/xxuffD 73F+59yTd6a97twyRVEalx7xVhRb2+r871XiyzP+S1161ZTQ4edw1yk6GoOD 1+j4JJwYpo1Xwil7kg68RXxknd10KiEcOH9A+qOwcf8E7fksrE5cpbVvwvrC kMyfQn/He1r5ifjpDdtM6/Po7y2i04vCtsgxGc+cWXL0xxU6apnBvCFay4Vr 3sn8TcjvyigwrdqFjWABrTnhRL2MFwvrFoOO70J9xWM6vBf9W95IVwoH/Iuy vgr5sXwHz+8g+v+ro9UjyHd0y3idsM01QCsNsPclnWpEv7F5OurCfH+2FHI+ HfNs1GijSVipvUTrzchfNUp73HBwku5rR//EX+lO2LK5yLSzC/0qa2njMtza Scd7Yf8DGfdintgL2nMD6y3O0YHb6O+wbed8/eb+D9O2h7Cvg1YG4Eg/HR5E /fQzWR/C+VpnaW1YWHVbnTzvEdR3H6LjEcwXvEA7xzFf8i6txZC/5qnMf23u P00rH8z9r9/B80qh3l9Na1+w/kQbHZ/B/868Q3syZkV94RNZv0I4dXKazs4S 1n25O/m/c5AfqZJeC1tvSefBtVFa3Qp3T9GGHU7uK5b3XTig3qTVcuFoS4RO V8D3vtL6fswXyynh+auIL5TTajXsaKYVDevpfXS6AfXeURl3mfv5JONnhW3T WaW0G7aWlcr7ifqaJjr7ork/H610mOe5cjfvVy/qXcW05zrqjy7fw/v1yKx3 Sg8iHjxOh0PYT6KHjg/DliE6MIb61swyeui3WM9fKN0zp/4Hw6W3vQ== "]]}, { Hue[0.15529157249600445`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.630091, 0.148196, 0.579461]], LineBox[CompressedData[" 1:eJw10ltIVFEUBuBTA9FFjeghKifGotCcUUvTxIythJE4YEJ0UeN0FcwLURCJ wk4MetAMikBq6oQPZUwoEj5IAxu6QqMRBJrN5BhGkQmRVEImudb862E48/Gv f+2zh0k53lhxarFlWYcXPvS0LE/DitSpIvqmno+ohUdZDqybRsnNRyV/yQ5e gc0cO9Iv87nvFxxLi4orydbA2jT0r5KdmmJYd5P13UrYekxWQ5dh84Zsz/VK v3iM9nvHZP4M2T62fiv2dZGd9gzY9JE9oUPiIbL53gpbM7wv7ZHkKz+Qy0Yk zyKb5kXpOL+crIPpsKlhRw7A+hLZTtCS93F/10Ppj/P+unfpcj7ZCcxLvjRC 8+FUL/KNZP2vAtY+suNtkbyA7Km+DxvFbn8r86W878lfmbfJ9p/NPuSd5Fhy OWw9IFv+JnE/zy8fhE2IHRyGVZj3R2Yl/8xO2JSB/m/eV+iHdVKUXH9Bcg87 cE+cS46FX8NmH9me/wUrm2y8nky4Nsr3L4V1I7vjPGwuskN3ZL6N+9OvZP4G WbtnJO8lq1p3FvqD3G/ZC+tn/H7Bs5IP8/tFb8FqlOcTX0ge4fsV/pB8Mn7/ ddvgKe4H9oh/8vlDDbCZJTuuLrHrI/V9T2ErkRyrmpZ8NdnuWLMdTub5UBGs Utjum5J72X4D60x2yzfYKmRHd2cjLyE76jqsDpJNXUjyKvbtL5Lb/H7hVTnI T3I+VwBbtWzvadic4/Psa5K3cr99EFad8ftMynwX2TOdtAPuZrvzYd3D/bIT sOqL369D5gfiv+eyPHiC+9XZsPrK/f1LdmLfhnHuZ8Fqyzj/H45Inkk2kTbY 5LETeiUv5X69Kz/uWMkEnRfwwU7PJ/UfXw+p2Q== "]]}, { Hue[0.39135954999579425`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.09955000000000003, 0.9795987, 0.9698177]], LineBox[CompressedData[" 1:eJw10mtIk2EUB/CnpMCagfUhnK0mFWzu0sx1Gd1eKwhigxKCbsYqKohpBEER Dh4ioWgDKYikZhqGXWbD6MZw8IIQgjMvRIVsMsiKskUUYZRae/7vOR/Gux/n /M9znu2tOHKq9thsIcS+wkc9hbA2zLdN1KhvsmVQKzz8XnYP3HiILAbh+CX2 GJx5TNYWDhWcs2fZW5TFszI7zQsrt53YShatyvL2AbLerqwNNLE7lINTCe7v xHznKFl7hPrh8kryU8yPuNlJZWtqbyXfR1n/eoGs68a+Xexe2P+W833ob5zl oHwa+8YdZPEOzuxhf8A+Jsn+gfzGB2T9D+aHXvO8f9g3NkPW5gyr/rTNSS5V ltO1ZGlWbnOGyfpSZWtdJ3sFHBkmCzvm9fzlukM5OLnSRXYr55bsIms+ZRE4 T5bb0D8vyfUAHH/F9XOYn/lNFldg03I39d/AvE0BsrwD158li/twrJ3djX3S /Zx/gvNmfnFex3yndRW537j/TrIYgqNnyNobONVK1keRz/dxfQy/r+UnO6es nbR4qP898uEd7HHsFz9NFh+xX/YmWX5Gf8lLrk8Y9//O+W/G/c1VVJ9EPrad LKdx/kAD18WI+r+LWqr4/VAWrl7uL1bOHcyzS5SD0cWr+f1Bf6qGLBfBlutk UQYHdLJuhsNf2OVwdnM1eRn20a6RZYWyHkqxbfCtT2w79kuXeuk8D+pTG8j6 Wth53MvvH84LNnN/CPlIkh027jPOblK25hesofxl2OIjyyjy/qPsZuN+UfZV 4/csXkfuQL6umqzdRX733PW07z0j7yGLh6jH97O7cJ/MRbJMwKYEWetGvr7I R36O82Iu9osR7T+KBqPM "]]}, { Hue[0.6274275274955841, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.723598, 0.791043, 0.963806]], LineBox[CompressedData[" 1:eJw102tIk2EUB/DHBKE0Q/sgXRazCDTnJTVUUpkhVqZgQne1VXShnBEFlSi9 lFIfFARB6DJdEAm2EAokxOFrMomaQSAFsoFEEVRSUFKQWZ6/5/9h2/vjf855 zvPCUo+frz25zBhzaPEjv8Y4m+LTvpThMXnUvfhdlU+nwy0NdAkcuEXvgiNP 6DrxTHqUPoN8aE26+qrYf3oH3Sa2+o7QXWL3ZDt9R+yZH6QHMN81TYeQH1u3 Rf0W8zuy6PdiZ/Ag/U1sf72utmJs7PuYeTxc9Y5OFtstMRlanyK2AhlqsxGO 7KNzxJ4Ei/UF6C8eoMswv3GK9ZViv2+B3o/6cJpLfQ7z/9aqrWbUu1rpdrGz vp/ugjvesL8H80b+0L3Y79fmTPUD7LO+hu4Xm+pmtfUM9SuG6VE48Jp+ifmR 3/Q0nLApS/0R80qq1eYn7L1M/4N99+lVY7JP+BX7N4g9C3PM08S2y5mtefYY 7l+pNsVw5yW6Ag720nvQP/uCrhFbjh90s9h91pHD94f+1p30I+wXuKC2hrBf 9C5to37lBB0aw/2/02HYu3aregr9vnK1ieL8ySbmc2J/7G067rn0Z46zPkk8 UzfLPEXs6UzJVaeiPliWy/8z7Oih8+Fqmy6FWz+zvwKOluapj4r97m618Yrt xiDzi/C9T8yvYL9wUr7m15DPb1ebG7DrFPObOM/Txbwb/R3DzPuW7vOBfih2 ziZu0/qnsKNIbY2gv+oE89DS/TrpyaX3ubxA6xPHpb8+T21Wi2f2xhWqC8fR n6O2ypEHDtM1YjvSRh+AEwbpJvR7Y4vUDSE5z5epNrsn3P8BkKeJxA== "]]}}}, {}}, { LineBox[{{3647880000, 0}, {3647880000, 5000000}}], LineBox[{{3651418800, 0}, {3651418800, 5000000}}]}}, { DisplayFunction -> Identity, DisplayFunction -> Identity, PlotRangePadding -> {{0, 0}, { Scaled[0.05], Scaled[0.05]}}, AxesOrigin -> {3.646706330445*^9, 0}, PlotRange -> {{3.6466704*^9, 3.653856489*^9}, {-1., 4.224627*^6}}, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {3.646706330445*^9, 0}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{Automatic, Automatic}, {Charting`FindScaledTicks[ (Charting`getDateTicks[Automatic, {Automatic}, (Map[DateList, { SlotSequence[1]}]& )[ SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}}, Automatic]& )[ SlotSequence[1]], {Identity, Identity}]& , Charting`ScaledFrameTicks[ (Charting`getDateTicks[Charting`getDateTicks[Automatic, {Automatic}, (Map[DateList, { SlotSequence[1]}]& )[ SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}}, Automatic]& , {Automatic}, (Map[DateList, { SlotSequence[1]}]& )[ SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}}, None]& )[ SlotSequence[1]], {Identity, Identity}]& }}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], Method -> {}, PlotLabel -> FormBox["\"Total Likes\"", TraditionalForm], PlotRange -> {{3.6466704*^9, 3.653856489*^9}, {-1., 4.224627*^6}}, PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, { Scaled[0.05], Scaled[0.05]}}, Ticks -> {None, Automatic}}],FormBox[ FormBox[ TemplateBox[{ "\"Carson (R)\"", "\"Trump (R)\"", "\"Paul (R)\"", "\"Huckabee (R)\"", "\"Sanders (D)\"", "\"Clinton (D)\"", "\"Cruz (R)\"", "\"Perry (R)\"", "\"Rubio (R)\"", "\"Biden (D)\"", "\"Fiorina (R)\"", "\"Walker (R)\"", "\"Bush (R)\"", "\"Jindal (R)\"", "\"Santorum (R)\"", "\"Kasich (R)\"", "\"Graham (R)\"", "\"Christie (R)\"", "\"O'Malley (D)\"", "\"Webb (D)\"", "\"Pataki (R)\"", "\"Chafee (D)\""}, "LineLegend", DisplayFunction -> (FormBox[ StyleBox[ StyleBox[ PaneBox[ TagBox[ GridBox[{{ TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.927596, 0.725414, 0.204257], Thickness[0.135]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.927596, 0.725414, 0.204257], Thickness[0.135]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.630091, 0.148196, 0.579461]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.630091, 0.148196, 0.579461]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.09955000000000003, 0.9795987, 0.9698177]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[ 0.09955000000000003, 0.9795987, 0.9698177]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.723598, 0.791043, 0.963806]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.723598, 0.791043, 0.963806]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[1, 0.998367, 0.434775]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[1, 0.998367, 0.434775]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #6}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.45412399999999997`, 0., 0.441245]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.45412399999999997`, 0., 0.441245]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #7}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0., 0.07322799999999996, 0.848096]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0., 0.07322799999999996, 0.848096]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #8}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> { "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"], TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.873304, 0.150484, 0.255131]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], RGBColor[0.873304, 0.150484, 0.255131]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #9}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0., 0.0016329999999999956`, 0.565225]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0., 0.0016329999999999956`, 0.565225]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #10}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.346715, 0.587594, 0.244526]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.346715, 0.587594, 0.244526]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #11}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[ 0.7268939999999999, 0.45700799999999997`, 0.504417]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[ 0.7268939999999999, 0.45700799999999997`, 0.504417]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #12}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.566842, 0.967407, 1]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.566842, 0.967407, 1]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #13}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.563638, 0.606256, 0.935851]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.563638, 0.606256, 0.935851]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #14}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.4, 0.8, 1]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.4, 0.8, 1]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #15}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.782803, 0.164904, 0.400458]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.782803, 0.164904, 0.400458]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #16}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> { "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"], TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.20956699999999995`, 0.549706, 0.]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.20956699999999995`, 0.549706, 0.]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #17}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.927596, 0.725414, 0.204257]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.927596, 0.725414, 0.204257]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #18}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #19}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.630091, 0.148196, 0.579461]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.630091, 0.148196, 0.579461]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #20}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.09955000000000003, 0.9795987, 0.9698177]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[ 0.09955000000000003, 0.9795987, 0.9698177]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #21}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.723598, 0.791043, 0.963806]], { LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.04125000000000001], AbsoluteThickness[1.6], Dashing[{Small, Small}], RGBColor[0.723598, 0.791043, 0.963806]], {}}}, AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #22}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> { "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], "Grid"], Alignment -> Left, AppearanceElements -> None, ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> False], TraditionalForm]& ), InterpretationFunction :> (RowBox[{"LineLegend", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.927596, 0.725414, 0.204257], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.6183973333333334, 0.48360933333333334`, 0.13617133333333334`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.927596, 0.725414, 0.204257]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.927596, 0.725414, 0.204257]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.927596, 0.725414, 0.204257], Editable -> False, Selectable -> False], ",", RowBox[{"Thickness", "[", "0.015`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.027150666666666694`, 0.25700266666666666`, 0.3557893333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.04072600000000004, 0.38550399999999996, \ 0.533684]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.630091, 0.148196, 0.579461], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.42006066666666664`, 0.09879733333333333, 0.38630733333333334`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.630091, 0.148196, 0.579461]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.630091, 0.148196, 0.579461]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.630091, 0.148196, 0.579461], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.09955000000000003, 0.9795987, 0.9698177], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.06636666666666668, 0.6530658, 0.6465451333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.09955000000000003, 0.9795987, 0.9698177]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.09955000000000003, 0.9795987, 0.9698177]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.09955000000000003, 0.9795987, 0.9698177], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.723598, 0.791043, 0.963806], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.48239866666666664`, 0.5273620000000001, 0.6425373333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.723598, 0.791043, 0.963806]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.723598, 0.791043, 0.963806]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.723598, 0.791043, 0.963806], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[1, 0.998367, 0.434775], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.6666666666666666, 0.665578, 0.28985000000000005`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[1, 0.998367, 0.434775]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[1, 0.998367, 0.434775]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[1, 0.998367, 0.434775], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.45412399999999997`, 0., 0.441245], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0.3027493333333333, 0., 0.29416333333333333`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.45412399999999997, 0., 0.441245]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.45412399999999997`, 0., 0.441245]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.45412399999999997`, 0., 0.441245], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0., 0.07322799999999996, 0.848096], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0., 0.04881866666666664, 0.5653973333333333], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0., 0.07322799999999996, 0.848096]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.07322799999999996, 0.848096]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0., 0.07322799999999996, 0.848096], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.873304, 0.150484, 0.255131], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.5822026666666666, 0.10032266666666667`, 0.17008733333333334`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.873304, 0.150484, 0.255131]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.873304, 0.150484, 0.255131]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.873304, 0.150484, 0.255131], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0., 0.0016329999999999956`, 0.565225], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0., 0.0010886666666666638`, 0.3768166666666667], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0., 0.0016329999999999956, 0.565225]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0., 0.0016329999999999956`, 0.565225]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0., 0.0016329999999999956`, 0.565225], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.346715, 0.587594, 0.244526], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.23114333333333334`, 0.3917293333333333, 0.16301733333333335`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.346715, 0.587594, 0.244526]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.346715, 0.587594, 0.244526]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.346715, 0.587594, 0.244526], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[ 0.7268939999999999, 0.45700799999999997`, 0.504417], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0.48459599999999997`, 0.304672, 0.336278], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.7268939999999999, 0.45700799999999997, \ 0.504417]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[ 0.7268939999999999, 0.45700799999999997`, 0.504417]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[ 0.7268939999999999, 0.45700799999999997`, 0.504417], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.566842, 0.967407, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.37789466666666666`, 0.644938, 0.6666666666666666], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.566842, 0.967407, 1]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.566842, 0.967407, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.566842, 0.967407, 1], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.563638, 0.606256, 0.935851], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.3757586666666667, 0.4041706666666667, 0.6239006666666667], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.563638, 0.606256, 0.935851]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.563638, 0.606256, 0.935851]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.563638, 0.606256, 0.935851], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.4, 0.8, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.2666666666666667, 0.5333333333333334, 0.6666666666666666], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.4, 0.8, 1]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.4, 0.8, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.4, 0.8, 1], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.782803, 0.164904, 0.400458], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0.5218686666666668, 0.109936, 0.266972], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.782803, 0.164904, 0.400458]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.782803, 0.164904, 0.400458]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.782803, 0.164904, 0.400458], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.20956699999999995`, 0.549706, 0.], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0.1397113333333333, 0.3664706666666667, 0.], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.20956699999999995, 0.549706, 0.]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.20956699999999995`, 0.549706, 0.]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.20956699999999995`, 0.549706, 0.], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.927596, 0.725414, 0.204257], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.6183973333333334, 0.48360933333333334`, 0.13617133333333334`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.927596, 0.725414, 0.204257]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.927596, 0.725414, 0.204257]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.927596, 0.725414, 0.204257], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.027150666666666694`, 0.25700266666666666`, 0.3557893333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.04072600000000004, 0.38550399999999996, \ 0.533684]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[ 0.04072600000000004, 0.38550399999999996`, 0.533684], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.630091, 0.148196, 0.579461], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.42006066666666664`, 0.09879733333333333, 0.38630733333333334`], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.630091, 0.148196, 0.579461]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.630091, 0.148196, 0.579461]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.630091, 0.148196, 0.579461], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.09955000000000003, 0.9795987, 0.9698177], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.06636666666666668, 0.6530658, 0.6465451333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.09955000000000003, 0.9795987, 0.9698177]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.09955000000000003, 0.9795987, 0.9698177]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.09955000000000003, 0.9795987, 0.9698177], Editable -> False, Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", RowBox[{"Dashing", "[", RowBox[{"{", RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0.723598, 0.791043, 0.963806], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[ 0.48239866666666664`, 0.5273620000000001, 0.6425373333333334], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], "RGBColor[0.723598, 0.791043, 0.963806]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0.723598, 0.791043, 0.963806]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.723598, 0.791043, 0.963806], Editable -> False, Selectable -> False]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6, ",", #7, ",", #8, ",", #9, ",", #10, ",", #11, ",", #12, ",", #13, ",", #14, ",", #15, ",", #16, ",", #17, ",", #18, ",", #19, ",", #20, ",", #21, ",", #22}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", RowBox[{"Joined", "\[Rule]", RowBox[{"{", RowBox[{ "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True", ",", "True"}], "}"}]}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", "}"}]}], ",", RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), Editable -> True], TraditionalForm], TraditionalForm]}, "Legended", DisplayFunction->(GridBox[{{ TagBox[ ItemBox[ PaneBox[ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], "SkipImageSizeLevel"], ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, AutoDelete -> False, GridBoxItemSize -> Automatic, BaselinePosition -> {1, 1}]& ), Editable->True, InterpretationFunction->(RowBox[{"Legended", "[", RowBox[{#, ",", RowBox[{"Placed", "[", RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", CellChangeTimes->{ 3.654044958404222*^9, 3.6540875089679327`*^9, {3.654087592208551*^9, 3.654087596532412*^9}, {3.654087691190063*^9, 3.654087707617393*^9}}] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["Data Drop in Practice", "Section", CellChangeTimes->{{3.654088065008917*^9, 3.654088069358411*^9}}], Cell[CellGroupData[{ Cell["Online data manager", "Subsection", CellChangeTimes->{{3.654088197790908*^9, 3.6540882048301153`*^9}, { 3.654088236887245*^9, 3.654088240042738*^9}, {3.654094959903285*^9, 3.654094966118792*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"myBin", "=", RowBox[{"Databin", "[", "\"\<7yGu_O8T\>\"", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"l", "=", RowBox[{"Length", "[", RowBox[{"Dataset", "[", "myBin", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "0"}], ",", RowBox[{"i", "<", "l"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"DatabinRemove", "[", RowBox[{"myBin", ",", "1"}], "]"}]}], "]"}], ";"}]}], "Input", Editable->False, CellOpen->False, InitializationCell->True, CellChangeTimes->{{3.654088707797083*^9, 3.654088792616559*^9}, { 3.654098323970928*^9, 3.6540983343346663`*^9}, {3.654196995472094*^9, 3.654196997903013*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"bin", " ", "=", " ", RowBox[{"CreateDatabin", "[", "]"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"myBin", "=", RowBox[{"Databin", "[", "\"\<7yGu_O8T\>\"", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"DatabinAdd", "[", RowBox[{"myBin", ",", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", "\"\\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<20 October\>\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<9 AM\>\""}]}], " ", "|>"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"DatabinAdd", "[", RowBox[{"myBin", ",", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", "\"\\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<20 October\>\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<11:30 AM\>\""}]}], " ", "|>"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"DatabinAdd", "[", RowBox[{"myBin", ",", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", "\"\\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<20 October\>\""}], ",", " ", RowBox[{"\"\\"", "\[Rule]", "\"\<9:30 PM\>\""}]}], " ", "|>"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"Dataset", "[", "myBin", "]"}]}]}]], "Input", CellChangeTimes->{{3.6540882456344624`*^9, 3.654088351261677*^9}, { 3.654088402355611*^9, 3.654088424572339*^9}, {3.65408852272336*^9, 3.654088653745502*^9}, {3.65408869359984*^9, 3.654088697174717*^9}, { 3.65419695419779*^9, 3.654196961267191*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"DateObject", "/@", RowBox[{ RowBox[{"Dataset", "[", "myBin", "]"}], "[", RowBox[{"All", ",", "\"\\""}], "]"}]}], "//", "Normal"}]], "Input", CellChangeTimes->{{3.654088478159049*^9, 3.6540885011544037`*^9}, 3.654196962717938*^9}] }, Closed]], Cell[CellGroupData[{ Cell["API accessible via web too", "Subsection", CellChangeTimes->{{3.654088831894178*^9, 3.654088839157073*^9}, { 3.654089140769886*^9, 3.654089147913018*^9}}], Cell[TextData[{ StyleBox[ButtonBox["https://datadrop.wolframcloud.com/api/v1.0/Add?bin=", BaseStyle->"Hyperlink", ButtonData->{ URL["https://datadrop.wolframcloud.com/api/v1.0/Add?bin=7yGu_O8T&Speaker=\ Evan+Ott&Date=Today&Time=Now"], None}, ButtonNote-> "https://datadrop.wolframcloud.com/api/v1.0/Add?bin=7yGu_O8T&Speaker=Evan+\ Ott&Date=Today&Time=Now"], FontSize->16], StyleBox[ButtonBox["7yGu_O8T&Speaker=Evan+Ott&Date=Today&Time=Now", BaseStyle->"Hyperlink", ButtonData->{ URL["https://datadrop.wolframcloud.com/api/v1.0/Add?bin=7yGu_O8T&Speaker=\ Evan+Ott&Date=Today&Time=Now"], None}, ButtonNote-> "https://datadrop.wolframcloud.com/api/v1.0/Add?bin=7yGu_O8T&Speaker=Evan+\ Ott&Date=Today&Time=Now"], FontSize->24] }], "Text", CellChangeTimes->{{3.65408889025799*^9, 3.6540889889552927`*^9}, { 3.654089023764037*^9, 3.654089023768227*^9}}] }, Closed]], Cell[CellGroupData[{ Cell["MathematElection", "Subsection", CellChangeTimes->{{3.654089165491393*^9, 3.654089167642548*^9}}], Cell[TextData[StyleBox["Daily Java script reads from public Facebook API, \ records Likes in a Databin", FontSize->24]], "Text", CellChangeTimes->{{3.654089175351066*^9, 3.654089201129178*^9}, { 3.654216468082767*^9, 3.6542164782553263`*^9}}], Cell[BoxData[ RowBox[{"Dataset", "[", RowBox[{"Databin", "[", "\"\<66W7CW2x\>\"", "]"}], "]"}]], "Input", CellChangeTimes->{{3.6541919364020987`*^9, 3.65419195129768*^9}, { 3.654210803741349*^9, 3.654210805251443*^9}}] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[TextData[{ "Exploratory Data Analysis in ", StyleBox["Mathematica", FontSlant->"Italic"] }], "Section", CellChangeTimes->{{3.654089244924275*^9, 3.654089258914034*^9}, { 3.654089332589387*^9, 3.6540893379248543`*^9}}], Cell[CellGroupData[{ Cell["Manipulate", "Subsection", CellChangeTimes->{{3.6540892867194777`*^9, 3.6540893159386187`*^9}, { 3.654089561822682*^9, 3.6540895779414988`*^9}, 3.6540968450384912`*^9}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Manipulate", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"pieFn", "[", RowBox[{"option", ",", "timestamp", ",", "selection"}], "]"}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"option", ",", "1"}], "}"}], ",", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"#", "\[Rule]", RowBox[{"pieTitles", "[", RowBox[{"[", "#", "]"}], "]"}]}], "&"}], "/@", RowBox[{"Range", "[", RowBox[{"Length", "[", "pieTitles", "]"}], "]"}]}], ")"}]}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"timestamp", ",", "1", ",", RowBox[{"Length", "[", "times", "]"}], ",", "1"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"selection", ",", RowBox[{"Range", "[", RowBox[{"1", ",", RowBox[{"Length", "[", "names", "]"}]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Range", "[", RowBox[{"1", ",", RowBox[{"Length", "[", "names", "]"}]}], "]"}], "\[Rule]", " ", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"reps", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"dems", "\[Rule]", "\"\\""}]}], "}"}]}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.654096896848879*^9, 3.654096910858321*^9}, { 3.6540969799112587`*^9, 3.6540969818293543`*^9}}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`option$$ = 1, $CellContext`selection$$ = {1, 4, 6, 13, 18, 22}, $CellContext`timestamp$$ = 90, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{ Hold[$CellContext`option$$], 1}, { 1 -> "Total Likes (#)", 2 -> "Total Likes (%)", 3 -> "Overnight Change (#)", 4 -> "Overnight Change (%)"}}, { Hold[$CellContext`timestamp$$], 1, 90, 1}, {{ Hold[$CellContext`selection$$], {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22}}, {{1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22} -> "All", {2, 3, 5, 7, 8, 9, 10, 11, 12, 14, 15, 16, 17, 19, 20, 21} -> "Republicans", {1, 4, 6, 13, 18, 22} -> "Democrats"}}}, Typeset`size$$ = {360., {200., 205.}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`option$493566$$ = False, $CellContext`timestamp$493567$$ = 0, $CellContext`selection$493568$$ = False}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`option$$ = 1, $CellContext`selection$$ = {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22}, $CellContext`timestamp$$ = 1}, "ControllerVariables" :> { Hold[$CellContext`option$$, $CellContext`option$493566$$, False], Hold[$CellContext`timestamp$$, $CellContext`timestamp$493567$$, 0], Hold[$CellContext`selection$$, $CellContext`selection$493568$$, False]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> $CellContext`pieFn[$CellContext`option$$, \ $CellContext`timestamp$$, $CellContext`selection$$], "Specifications" :> {{{$CellContext`option$$, 1}, { 1 -> "Total Likes (#)", 2 -> "Total Likes (%)", 3 -> "Overnight Change (#)", 4 -> "Overnight Change (%)"}}, {$CellContext`timestamp$$, 1, 90, 1}, {{$CellContext`selection$$, {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22}}, {{1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22} -> "All", {2, 3, 5, 7, 8, 9, 10, 11, 12, 14, 15, 16, 17, 19, 20, 21} -> "Republicans", {1, 4, 6, 13, 18, 22} -> "Democrats"}}}, "Options" :> {}, "DefaultOptions" :> {}], ImageSizeCache->{663., {282., 290.}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Manipulate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{3.654096891434114*^9}] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["LinearModelFit, NonlinearModelFit, FindFit", "Subsection", CellChangeTimes->{{3.654089682731628*^9, 3.654089685382148*^9}, { 3.6541921915141287`*^9, 3.6541922085768747`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"dayToStart", "=", RowBox[{"gopDebates", "[", RowBox[{"[", "1", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dataStart", "=", RowBox[{ RowBox[{"Flatten", "[", RowBox[{"Position", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"DateObject", "[", "#", "]"}], "\[GreaterEqual]", RowBox[{"DateObject", "[", "dayToStart", "]"}]}], ")"}], "&"}], "/@", "times"}], ",", "True"}], "]"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Manipulate", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Labeled", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"TableForm", "[", "\[IndentingNewLine]", RowBox[{"Sort", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"lastNamesWithParty", "[", RowBox[{"[", "#", "]"}], "]"}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"LinearModelFit", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"dayTimes", "[", RowBox[{"[", RowBox[{"dataStart", ";;"}], "]"}], "]"}], ",", RowBox[{"data", "[", RowBox[{"[", RowBox[{ RowBox[{"dataStart", ";;"}], ",", "#"}], "]"}], "]"}]}], "}"}], "//", "Transpose"}], ")"}], ",", RowBox[{"{", "x", "}"}], ",", "x"}], "]"}], "[", "\"\\"", "]"}], "/.", RowBox[{"{", RowBox[{"x", "\[Rule]", "time"}], "}"}]}], ")"}]}], "}"}], "&"}], "/@", "all"}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"#1", "[", RowBox[{"[", "2", "]"}], "]"}], ">", RowBox[{"#2", "[", RowBox[{"[", "2", "]"}], "]"}]}], "&"}]}], "]"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"\"\\"", "<>", RowBox[{"DatePlus", "[", RowBox[{ RowBox[{"times", "[", RowBox[{"[", RowBox[{"Length", "[", "times", "]"}], "]"}], "]"}], ",", "time"}], "]"}]}], ",", "Top"}], "]"}], ",", RowBox[{"{", RowBox[{"time", ",", "1", ",", RowBox[{"QuantityMagnitude", "[", RowBox[{"DateDifference", "[", RowBox[{"Today", ",", RowBox[{"DateObject", "[", RowBox[{"{", RowBox[{"2016", ",", "11", ",", "8"}], "}"}], "]"}]}], "]"}], "]"}], ",", "1"}], "}"}]}], "]"}]}], "Input", InitializationCell->True, CellChangeTimes->{{3.654097004828875*^9, 3.654097028059101*^9}, { 3.654097136789295*^9, 3.654097154475601*^9}, {3.6540972325680532`*^9, 3.654097304891286*^9}, {3.654097404115725*^9, 3.654097412666738*^9}, { 3.6542109279428253`*^9, 3.654210929485567*^9}}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`time$$ = 385, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{ Hold[$CellContext`time$$], 1, 385, 1}}, Typeset`size$$ = { 377., {268., 323.}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`time$45525$$ = 0}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`time$$ = 1}, "ControllerVariables" :> { Hold[$CellContext`time$$, $CellContext`time$45525$$, 0]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> Labeled[ TableForm[ Sort[ Map[{ Part[$CellContext`lastNamesWithParty, #], ReplaceAll[ LinearModelFit[ Transpose[{ Part[$CellContext`dayTimes, Span[$CellContext`dataStart, All]], Part[$CellContext`data, Span[$CellContext`dataStart, All], #]}], {$CellContext`x}, $CellContext`x][ "BestFit"], {$CellContext`x -> $CellContext`time$$}]}& , \ $CellContext`all], Part[#, 2] > Part[#2, 2]& ]], StringJoin["Estimated Total Likes from Linear Fit\n", DatePlus[ Part[$CellContext`times, Length[$CellContext`times]], $CellContext`time$$]], Top], "Specifications" :> {{$CellContext`time$$, 1, 385, 1}}, "Options" :> {}, "DefaultOptions" :> {}], ImageSizeCache->{424., {340., 348.}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Manipulate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{ 3.654097034430744*^9, 3.6540971472388783`*^9, {3.654097275691345*^9, 3.65409728351525*^9}, 3.6540979431212873`*^9, 3.654097994496806*^9, 3.654098216572926*^9, 3.654190020941333*^9, 3.6542105807778*^9, 3.654210930337866*^9, 3.6542153630751143`*^9, 3.654220680321539*^9, 3.65422100439847*^9, 3.654300566074198*^9, 3.654334443739791*^9}] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["CloudDeploy for Live Results", "Section", CellChangeTimes->{{3.654089710661544*^9, 3.654089719108446*^9}}], Cell[CellGroupData[{ Cell["Power to the people", "Subsection", CellChangeTimes->{{3.654094948747644*^9, 3.654094954815652*^9}}], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsvfm7JUW193mf7v6h/4b+rf+U7p/6ed97++3r9RUQUQEnREAQQRQZVVBE AQcGEQVkLGaKeZ5HC6gBKCgtRIFCCigoZkqz4xM317lRyd7n7DPtnbH35/s8 6+yzc2dmrIhYERnrGysi/8/9DvnUV/6Xf/mXf/nW/57+fGrfI/+vww7b96j/ +N/Sl//7qMO/vN//mv75f9K3/yMJB7ds2dIoiqIoiqIoiqIoiqIoiqIoiqIo iqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoqy9/ +tOf5j7j//L7oGMLfV/KNV2dxpXuuHUdd/5q0lW7md381aSrbbg/+atJV+2m P/mrSVftpj/5q0nXac9fTbrahvuTv5p0nQa7KX9XFEVRFEVRFEVRFEVRFEVR FEVRFEVRFEVRFEVRFEVRFEVRFEWZNon1EzWvYalJ13HnryZdtZvZzV9NutqG +5O/mnTVbvqTv5p01W76k7+adJ32/NWkq224P/mrSddpsJvuZ611UZOu02A3 01IXNek67fmrSVfbcH/yV5Ou2k1/8leTrtpNf/JXk67Tnr+adLUN9yd/Nek6 DXZT/q4oiqIoiqIoiqIoiqIoiqIoiqIoijIJce5SUZRBEn1DzbElNek67vzV pKt2M7v5q0lX23B/8leTrtpNf/JXk67aTX/yV5Ou2s3s5q8mXW3D/cnfauja 1UlRFEVRFEVRFEVRFGU5UnIRiqIoiqIoiqIoo4r+hKIow6TsHwbxD91jC31f yjWDuI9xpDtuXcedv5p01W5mN3816Wob7k/+atJVu+lP/mrSVbvpT/5q0lW7 md381aSrbbg/+VsNXYf9b9lMj53WpKt2M7v5q0lX23B/8leTrtpNf/JXk67a TX/yV5Ou056/mnS1DfcnfzXpOg120/2stS5q0nUa7GZa6qImXac9fzXpahvu T/5q0lW76U/+atJVu+lP/mrSddrzV5OutuH+5K8mXafBbob9b9lMj53WpKt2 M7v5q0lX23B/8leTrtpNf/JXk67aTX/yV5Ou2s3s5q8mXW3D/cnfauja1UlR FEVRFEVRFGVU0Z9QFGWQlFyEoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK oiiKoiiKoijKNEmsneiuoxi0tmLU70u5pqvTuNIdt67jzl9Numo3s5u/mnS1 DfcnfzXpqt30J3816ard9Cd/Nemq3cxu/mrS1Tbcn/ythq7dz1rroiZdp8Fu pqUuatJ12vNXk6624f7kryZdtZv+5K8mXbWb/uSvJl21m9nNX0262ob7k7/V 0LX8XVEURVEURVEURVEURVEURVEURVEURVEUpS8ScQ01x5bUpOu481eTrtrN 7OavJl1tw/3JX026ajf9yV9Numo3/clfTbpqN7Obv5p0tQ33J3+roWv5u6Io iqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIo iqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIo iqIoiqIsRf785z/Pfcb/5fdBxxb6vpRrujqNK91x6zru/NWkq3Yzu/mrSVfb cH/yV5Ou2k1/8leTrtpNf/JXk67azezmryZdbcP9yd9q6Fr+riiKoiiKoiiK oiiKslwJvqFmzqcmXcedv5p01W5mN3816Wob7k/+atJVu+lP/mrSVbvpT/5q 0lW7md381aSrbbg/+VsNXbuftdZFTbpOg91MS13UpOu0568mXW3D/clfTbpq N/3JX026ajf9yV9Numo3s5u/mnS1Dfcnf6uha/m7oiiKoiiKoiiKoiiKoiiK oiiKoiiKoihKXyTiGmqOLalJ13HnryZdtZvZzV9NutqG+5O/mnTVbvqTv5p0 1W76k7+adNVuZjd/NelqG+5P/lZD1+5nrXVRk67TYDfTUhc16Trt+atJV9tw f/JXk67aTX/yV5Ou2k1/8leTrtrN7OavJl1tw/3J32roWv6uKIqiKIqiKIqi KIqiKIqiKIqiKIqiKIrSFyljLBRFURRFURRFURRFUZYrJd8wiH/oHlvo+1Ku GcR9jCPdces67vzVpKt2M7v5q0lX23B/8leTrtpNf/JXk67aTX/yV5Ou2s3s 5q8mXW3D/cnfaug67H/LZnrstCZdtZvZzV9NutqG+5O/mnTVbvqTv5p01W76 k7+adNVuZjd/NelqG+5P/lZD1+5nrXVRk67TYDfTUhc16Trt+atJV9twf/JX k67aTX/yV5Ou2k1/8leTrtrN7OavJl1tw/3J32roOux/y2Z67LQmXbWb2c1f TbrahvuTv5p01W76k7+adNVu+pO/mnTVbmY3fzXpahvuT/5WQ9fuZ611UZOu 02A301IXNek67fmrSVfbcH/yV5Ou2k1/8leTrtpNf/JXk67azezmryZdbcP9 yd9q6NrVSVEURVEURVEURVEUZTlSchGKoiiKoiiKoiiKoijLlZJvGMQ/dI8t 9H0p1wziPsaR7rh1HXf+atJVu5nd/NWkq224P/mrSVftpj/5q0lX7aY/+atJ V+1mdvNXk6624f7kbzV0LX9XFEVRFEVRFEVRFEVRRhe5FUVRFEVRFEVRFGVS Mis+aeSz5tiSUdMddL6iKIqiKIqiKIqirLbM55uOwx9e6XTn87vLz5XSddz5 GyXdOLZly5ZPHFcURVEURVEURVGU1RR8UaQ8Nq08w7RLyaNQp9u2bWs++OCD 5h//+IeiKIqiKIqiKIqirLrs2rWrefvtt5sXX3yxef755yfuJ4/TD5/meAbq cvv27Y0QQgghhBBCCDEJwDfANQzzw1fLHzaeYeUFjoG6hEcSQgghhBBCCCEm hZ07d7qev3Kh7p577rnm1VdfzXX6z3/+c8JWJYQQQgghhBBiVkFMQ8yHyzXU KcEz/P3vf891Ks8ghBBCCCGEEGJSIM5enqFuIR5l8+bN8gxCCCGEEEIIISYO eYb6RZ5BCCGEEEIIIURfIM9Qv8gzCCGEEEIIIYToC+QZ6hd5BiGEEEIIIYQQ fYE8Q/0izyCEEEIIIYQQoi+QZ6hf5BmEEEIIIYQQQvQF8gz1izyDEEIIIYQQ Qoi+YBZ4hq1bt859xv/l90HHFvq+lGu6Oi033TguzyCEEEIIIYQQoi/o8gyr 4Q+Pww8fdo48gxBCCCGEEEIIMT7IM9SRv0HpyjMIIYQQQgghhOgbZoFnmHaR ZxBCCCGEEEII0RfMwv4M0y7yDEIIIYQQQggh+oJZ4BkirmElYy/GHa8xKN04 Ls8ghBBCCCGEEKIvmIV1E+XnSuk67vwNSjdEnkEIIYQQQgghRF+wUDxDLX74 fDzDNMtW4xmEEEIIIYQQQvQIC8UzTIuMi9cYNwcTPMNzzz0nzyCEEEIIIYQQ YuIYxjNMIiZhOX74sHOG/b9a6Y2zbEqewXgGIYQQQgghhBB9gPsz1JG/QenK MwghhBBCCCGE6BtmgWcY9P9qpTfustm61XUTQgghhBBCCCH6g1lYNyHPIIQQ QgghhBBCjAfyDHXkT55BCCGEEEIIIUQNmAWeYaE8TZorWGq6Jc/g/gxCCCGE EEIIIfqAWdifodRpmsR4BiGEEEIIIYQQfcNC8QzTINO6biKEepNnEEIIIYQQ QgjRB5Q8wyAfthY/fNg53c9p4hmMZxBCCCGEEEII0TfMyv4M0yzGMwghhBBC CCGE6AsWimdQ+i/yDEIIIYQQQggh+oJZ4BlcNyGEEEIIIYQQQowHs7BuQp5B CCGEEEIIIYQYD+QZ6sifPIMQQgghhBBCiBowCzzDtIv7MwghhBBCCCGE6Atm YX+GaRd5BiGEEEIIIYQQfYE8Q/0izyCEEEIIIYQQoi+QZ6hf5BmEEEIIIYQQ QvQF8gz1izyDEEIIIYQQQoi+QJ6hfpFnEEIIIYQQQgjRF8gz1C/yDEIIIYQQ Qggh+gJ5hvpFnkEIIYQQQgghRF8gz1C/yDMIIYQQQgghhOgL5BnqF3kGIYQQ QgghhBB9wSzwDC+88MLcZ/xffh90bKHvS7mmq9Ny043j8gxCCCGEEEIIIfqC 4Bm2bNmSP1fDHx6HHz7snFF4iNpFnkEIIYQQQgghRF9gPEMdPIrxDEIIIYQQ QgghasAsxDPIMwghhBBCCCGEEOPBLPAM0y7yDEIIIYQQQggh+oJZWDcx7SLP IIQQQgghhBCiL5gFnsF1E0IIIYQQQgghxHgwC+smSp2mSeQZhBBCCCGEEEL0 DcN4hkn70Cvtj0+ryDMIIYQQQgghhOgTuusmptUvH1f8xCjfl3LNsHTlGYQQ QgghhBBC9AnDeIaV9odX2w8fdk73U55BCCGEEEIIIYRYPcwCz7BQnibNFSw1 XXkGIYQQQgghhBB9w6zsAynPIIQQQgghhBBCrD5mgWcY9P9qpTfuspFnEEII IYQQQgjRJ8zCuolSp2kTeQYhhBBCCCGEEH3CLLxvouQipknkGYQQQgghhBBC 9A3D1k1M2odWRhfqTZ5BCCGEEEIIIUQfUPIM08ovRL668Q2DYh5G/b6Ua7o6 rUS6fBrPIIQQQgghhBCiL5iV/RnkGYQQQgghhBBCiNXHLPAM0y6umxCzCmxd URRFqVcYhyqKoqyURN8iJg/qY9rXTUy7yDMIIYQQQgghxH9Cf2jymAWeIfK1 1XUTQkwV3n777ebVV19tXnnlFaUioc62bds2cT0URZmc0AfEPImiKMpKCPH5 L774YvPOO+9MeogqGtdNTIMYzyBmDe+++26zcePGZt26dc0TTzyhVCTU2UMP PdT88Y9/nPs+aZ0URRmv0O6ffPLJ5sorr2wuueSSZs2aNc3ll1+ePxVFUZYj V111VXP99dc3Tz/9dPZzxeQwC/EM0y7yDGKW8N5772UfdfPmzfLVFYL+6dFH H7XuhBDNbbfd1txxxx3Ns88+22zYsCHzx5s2bVIURVm00H8gTz31VHPfffdl 7pLxItA3mgzkGeoXeQYxK8C2eZYwJhV1YteuXc0jjzyS17wA+yshZg/R7m+5 5Zbm9ttvb5555plm/fr1c36CoijKUgXOklgG5jSuuOKK5qWXXtqt3xHjgzxD /SLPIKYdYdM7d+7M8bYxF66t1wd5BiFEyTMQz0B8Gv4BvgGcAwKfrCiKMopE v0EfwnxUcA30MazVLPsdMT7IM9Qv8gxi2hE2vX379hwDp43XC3kGIUSXZ2AM g68A38B+YYxJ41NRFGWY0E+ExF6Q9CVwDPQn99xzT3PTTTdNuMebXcgz1C/y DGLaETaNjcdaO1En5BmEECXPcNddd829N4tPxjTlnuKKoiijCH1H+LTBWd57 773N2rVrJ9zjzS7kGeoXeQYx7ZBnmB7IMwghot3ffPPNzd13353HMnAMjEP/ 8pe/5PfS/fWvf1UURRlJ6DPoO+hL6Efwa+lT2A9SnmFykGeoX+QZxLRDnmF6 IM8ghCh5BuKa8RMYg+Ir/O1vf8v7tr388suKoigjCX0GfQd9CXxD+LQPPPBA fselmAzkGeoXeQYx7ZBnmB7IMwghujwD/gHjGT7xGV555ZVm27ZtiqIoIwv9 Bv0H/UjwlvIMk4U8Q/0izyCmHfIM0wN5BiFEyTOwfhq/AJ8AHwF/4dVXX839 vaIoyqhCv0H/QT9CTAP9yoMPPijPMEHIM9Qv8gxi2iHPMD2QZxBCdHkGYp6D ZwiO4bXXXlMURRlJujwD6yfkGSaPWeAZYl8QPuP/8vugYwt9X8o1XZ2Wm24c p97kGcQ0Q55heiDPIIQYxDPgFxD3LM+gKMpSJLgG+hH6E/qVhx56SJ5hggie odznd6X94XH44cPOmTTHMQ4xnkFMO+QZpgfyDEIIeQZFUVZa5Bn6h1mIZ5h2 kWcQiwU2QtuvxVbkGaYH8gxCCHkGRVFWWkqeId5bI88wWcwCz+C6CTGrwBam wR6mlWcgX/jdK1FH3bqOe9PH9wnyDEvPM2WHTArY0krZa5+xlPxNqr1Nsk6W k6Y8w+6+0VKui/0yJ6U3ab+adJh0+fW1fpTxl708Q/8wC+sm5BmE+C8wJmVs 94tf/KJ59tln87G+28xyeYbwwReSvmIh/fqsexcrwTPUVn+D0Dd9p6FMVxuW ycphJXmGYXvPT9pHGkm2b29ef/31RevLNe+9916zc+fOVfPvFipT0kYHdJl4 Oa6SbE/18+abb+bP+cqlGnurSCjzHTt2zJX9KCLP0D/MAs8w7eK6CTEIH330 Ue6j33333fw95tngFvbfb7/my/vv3xzz/e/3br57EPoaz7Bcv4M+au3atfkz 7rdUMN57//33575T94zhn3766WXfeyWxXJ5hPnvtSx4XwltvvbXoa8jbfffd 19x91125bY9y/qjlMSqHtWH9+ubmm27K4+5pQ9gVY9ILLrigeSf5UKMgyoex 7do0luVZXB5fbTz55JPNLamdL8WmwFL6sDj/4Ycfbs4999y5Z8xS7rFcnoHz sEfyT5+H8D/H+u774Z8Tk0D//8YbbyzqOsZ+V111VS67UfywxfjCnEcaC5Xp Xakvuvaaa/J7Ql5fhC9Yg5BP6uQPF17YXJ3KOco4yiLKJUv7Pa6btO4rkfc+ 5AMb5Hnzm3POGTluR56hf5iFdRPTLMYzTAdGnUscZT4+/se//Na3vpXjFiKe l+OM5b5zxBHNV7785easM8/8RKz9YvQYds1qlA9YCs/wwQcfZG5lw4YNzcaN G7Pk/9vvm5KsT/4T44hxIfJz6623Np/693/Pz1IwyIdmTIMvwXuaht2HPhzO 6KQf/WiuH6BP2Odzn2t+/etfr1Y2loTl8AxxLtf+8fHH8/jv8ssvb+695548 rugzQvcLkw/7rcMOa6699tr8fVSej/MOT+35q1/5Sp5HLO+5Enpx/+eff765 KdniZZde2tx044352VKC/mLvz3622bx584ql3wdEv7XznXea73znO7ktBWcX efzwww9zP/H0pk278XlRf4899ljz//7bvzUXXXTRbsdXG2eccUbz+X32yX1A qe9qItK4/777ms/utVdzx+23LzrtleAZOAf/7s9/+lNz+223NX/4wx9y+7rl llty/xe+Xx8FHwr/nD77qKOOah64//6s70L5Dl7lqaeear74hS80Pz755AXj CWJeeBQug/vzzKEu7k86XZr6ggvOP3+OQ+M37sd5P/zBD5ov7b9/fo7WwOuM Ktgf+eQZs9+++2Y/l+/k77FHH83lwrsSQxiTbE5jDOqBMq69HMgD9jLJOJWw wyuvvDL3b3fccUfzdnruLcQ3yDP0D12eYVpjAMYVPzHuWA95hvqxWvHwD6Xn H/0zY4Eutqf+GN/1448/XnU9VgJL4RniGp41B33jG3lMxpgI+dpXv5p5lv3T GOLLX/pSs9eeeza///3vd7su/h+0X+Y/Wx+C+bzf/+5387a9QfeI/+9J/jGx JXemZygofZM4h/zi211y8cWfOCf+f2Ldupy/A7/+9bnYiD+lPp18//a3vx2p vObL72LPmQ9L5RniPMa0303j8n2/+MVcdtQn/5P3G9aunTt3qfqNypdFOcz3 2yAO7wcnntjs8ZnPNGe2/E+3zoeVLcePP/74zDW8k/zhODZMh+uuvTaP0fCP 496D9ASMz375i1/ksmRcHZ+0kYuS7xZ+9fmpjVDOxD+W6Y9iL6P43bmMRrjf YutoofNCN3wG2hGcQRyPa/EDw94Yt4JyP4anUn/6hdTfXnHFFbv9tty2tNA5 vz333Obggw5adExUyRVwj+BZR+3DAicnP/fo731vpBibQekvh2fAt8X/gLfL MXqpL0f4/5CDD879wXL838XExM93Xvc+MVcOr/eNAw/MNoeuOzt+1KD0g2eA J6fezzj99Ll1F4PO5TfG+MSdwGtn33EePfEvH02+NFwbfQBxj5TpfqmPPeSQ QzLfEDzDz3/2s+bQQw/NcxroNEq9LaVM5zt3pe83V8apfs4666z8DOVZGvn7 frJ1+gD6xi9F2aRyOuBrX2vOOeecPC4fxDUs145WqywG1f9dd96ZOeVnnnlm aPtZTFkupW6ijbyc+oPvffe7c3MoYXvz3UeeoV8YxjP0ZQ+C5V4z7P/VSm+c ZSPPUD+irvD3n3ziiTyP+LvzzmtuvPHGPOYqz2Fe/vHHH28eTn0m45FNmzZl 3/N3yc+9++67c9w8+Cj5FdgDzzzmPo895pjm8TRupq+lH6bNP5PGBfivzKeU aTA2Zrx82eWXZz1uGBDTj8/BOITrOcKziPMZxzCnhJ4rbYPLiWegbJn7uf+B B7I/TpkxPjj1pz/N+cDnfSD9xpivm15Xh3LuF/zhoouaffbe+xNziaPEowDq jTFmzAcO4hnQnXHzVclnzMcH+Guci/9NXcQ+gczxff2AA3K9zJevUfI73zmL xVJ4hjiHOmJsTf3hFxOXgn2uWbMmH8/j9RtuWJJui8nfUji50obJP+PYUe4X wDZoy4elcf3OtuwG3T8+v3/00c3hhx++29z7oPO5F2M4Yl+OP+645p5kk4zN 8KsZ3x2YbOiN5JsA+gQ4urKtDMvDYstulPJfrA/dPbbQ9cwNH/Htb89xM+W9 iAv7evIlvpr8i/PPP3/uftFm6b8/99nP5viaQXov1Ja6x0ctJ+Za4X4YD8x3 XReh9+9TncJjxvNmvrTiWJlvfJJ9U7ujby3vuxCWwzPEXCfX4d9hk79K9UO7 Wpf0oM+jTPCReZZGnMB86wv4rbsGHz8nYuQH+Tfl/WLtRhwr7xW/dX02fH70 hW8m/+U15T3Ro9SP4/R95BFff3u7x8Nbnfj9ks/AHz7n7LOHxniEj8nzlT6G Z85PTzklz93zbMGuKWt40lwWqY54hsLnMBbh2tB30H4T3TwNW2dQlkGUP9cM Ore7voP/o5zKuom6jzUP88UcRLo8P+EYfvnLX/5XvaV7nHjCCZkbuj09s5ln YOxwySWXZO474ge7aaNXrLGYz45KW4lYgjh3vrIYZC9d/z7KpFsWZV3R7lgD xbox8kLsBmPN0vfvXj8fD1Hme5S6ifNKfYgxY+0K9vvH1FYirkSeoR7Mwv4M 8gyij4jxGv0mPlPMwzA3ix/FM+6Odp4b0Bcf+s1v5vN+lPwCzsGvgleHT/9Z eua//9572X+L+fpvHnJIHotw3n986lN5vg4e4Ijkf+y5xx5zc285Zjg9T84+ 66z/nPMv9MDPIA41gL1xb/TjfLgM4iZIkzkP5sb6xDN0sT757eTtvDS+ni8t fA3y+mzy3cs1FWXeiGWgfOlD6Usp2xLM8cHlwOu8UMSgx1h8FJ6BuBPq98qo q3nG8eWc4yCeIe7LWOLDVteS6yIfxH+WPnB5zrvpmQ8nTX+zc8T1610slmco /ZpfnHFG84XPfz77u//ovHfhwTTeoy4Y9zLO4Bp87NJnLEFdfdD57b1ULozJ tySJmIFSP66JOmL8Aq8T55X+PPOFxNcHR9fFMF+MsRH3ZM029wv9owyCZ6AM sS105fxujD/fjzv22MwbUE+cW8YulecyP8mYEq7hjU69o0fELgDsnXYe/OTW ZC/Mq4a9DKpL7sG6JdrRoNgKdPuoPU5ZPrd5cz6/e+4cL5Lyg/1hq+yh8D71 mCTyV3KBlD/2zPhzGOJ81iXhR+EzxPGoJ/qdb6a+l7lj/KxDU78a+yEErwfP sPdee+W1PACfOepyWLpxTnfNT1k+2SZS/0GZd3lO0OUZsk6pLLCBbn1wHXx0 yXuc+5vf5D6c63el3wfV0V9T2tQJ7aq8V5TbN1L65w+IB5sPS+UZwi+hXE88 /vj8jLow+SE7kr8Tvi59C7wstnrkEUdkO+Aa7t+Nu+Y4x/htW/vuhO34R+k+ tC/6Kvpgfuuua8CPCb+UNTWPpnPJB79xv9hDkPrD18FfD84g0mZfg1cLDiR8 Tf7nfNJnnRL3Db+Je2xseQb6RNoE7QG/d116PgbvEPH/cECcS7/J/blHN24i yuGnaRzB85H5bPTY0fqSpEH+KBPK4dWWZ2CMwTOBGEnWGTDGwJZ2FP5gcAF8 h5MgT8QMcY+unxplShrPp3ZOnp5IbSvyVNYb9yTf6MX8yIupnqOMoi7jXtuS XXEf5hbQd9j+grnMkv0wx8JzF9uM/PI7fSrPmL+l+qVMqAueG/A+xJoh1Ffk Cx3Ri7ke5onQr8v1cCzKgnqlfGjvwS8gtD+OM+/AuZRvmT+eOeyfE/bCvaK8 yCftiraKPpQNPjt1RdvYUdQB9yIGkrEDdcS16Pdamw7X853+juvJd2nTkR7n km/uQbmTn27dINzv5XSMcR1lxJir5KDyGqFUtzm27qKLFlxbJM/QP8wCzzDo /9VKb9xlI89QL6KeGLvDL8CRn3LKKZm7PfLII/O4gHEvzxVA3838Iv49XAPr IVg3iT/Bc49nYszlnpeeE4yvuOe3Dz888xg/O/XU3M4ZZ/KsZHwWfS+6MM/P PeAVftrqkeczmRdK6fFcAdgdsZIHpzTx+bgXYxLSIT38oG6cxEqV1VJ5Bq6P d7/x3GMcRbxHNwZ7bi+49PwkFphxKnnHx/htGo+Hb4xvwLwnc+gIcbsRw8p9 eDZef911ea133IN6Yz4JX2qleIY4B72YT6He4h5/GsAz4Hucftppue7IY4Cx KXGy+BvYBWNH5q/wOeJ+6Hh4yudX23hRzmE9NJzFYup5sTxDpB+xDIclHcLf CV4lzqH8KavrUtmj13dSO8Iv/LCN6Q6fEBvCVokfirpnfoo6ZTyDMF4kPifw Uhqz0Kauvvrq5poklO3n9t47j41oE9yPvQ0uTX4q5fi1JLRL2vdHLVcAaKMc j3YNGKehO/cIjvF7yf6oU9JhThFgk+gA/0jesCuuoQ8gthfACXI9aSDYJt+v ueaa3coM0Bcc1aYR7TvayaB6wU/hXMrlJz/+ceYj+U4ajMejPuEOaGf0UfQf +7fnHZv03FrwbYzT4U5+9ctf5vj94FHRl3nDl9o9SUIX9jvMe1Sk+kEoi+8n u+X8U37yk7nzGGefkK6n/6Q8D06/0ycOirUK2yGOg/5sXTEvH/bC/pusrbov 5ZH5cc7DZyhtKtYuMUanPyQf2AF5wpen3Ufa+CjwOugXfT/fyzgRxsnMVZM3 8sA52PJznb0xBvEMzKnSPrsxDvDCPFsod/ro6LdII+zk1PScCHA9elF3X2r1 JG8ROxdld/JJJ+X4mTi+mBilxfIMeY4z6U/fSflhv3954T9j1eO68JmxIWIa aJf4q+SP8gpfhXPoh2iz9NP0AdQTelBntB/qkXTI3yPpHsFlYN886+gPsC3O 4bmCXWDLpAWHR+w9tsrv1AnP7NInwm6PSs8J2kXwEvjilHvEZKAHfQH9E/fF b8LvpF54rtOPwfWQB37nGPXLvbAh6o16Zt0DOiP421EOc7EMSXds9jutPmWZ hv8dezxwDJ4B++ZZx/Mj+iPGAuGfcx7+LXXAOejMeeTthOOPz2019gOgDVFG l112WfYpKTP0QXfGMNwn/Fl8aM4hfc7hXPqDiMGCfwkfnf17OP61dA59O+UJ LzaffXE9eUG/0rdlvIM+9LfBd4XfzPOXOmAuI2Jb4Lsoj9xnJT3pv9j75vVW N+qaY8z5YBvRJ9DHv5vaE/tHcV/SRPfcj6Y+ExuYK7fUd9M3RNkelPSmvPL+ nG0cAXEZnEP8EbbEvagDyoznC20Xm/4245pkQ/lZyzgvff449fV/T/mjf2J9 KX1FzGUdkn7nWMlbEf9GvvN4IeUZwXapA8oULov1EOjOWh6eZXE/6pM9QSKu gU/qnXMo+4X2jJBn6B9mYd2EPIPoG6KOmCeiX6WPZbwR8+E8276ZnoX0zzwf aKc8U3g+cIxxZMyj0gfTh8c9Ym6TuALGPcQCl+AZQH+NPxZ70XEPnu8843gG xD3Qg2cKxxm7oDfPrjgX/yDmQG9LvgfHeHYxHgMrtRfaSsQzhC6MAymX36Rx 5KDfGY9mvyjlhfHnnem5jB9HzMZpP/95rqM8xkk+NuOxiOsgljr2B+C5z/n4 hTcmvxLfj7rDL72uLXOwUjwDYxrKnXF1HBvEMzAeZt828h62xpwZ9ca5zMUS L8990DXiWOJejDsYL3IOYxbyv9h97pfKMzBntXfSiTiUkluIczKHlMbOzM2f ffbZ+Th+LmMX5nnKezE+pRzwHwF1jO9IW7w15ZkxHmND9u9Y19obz0jGpzGu ZRwKN8cYk/XJ1BHHSe/yNE5mnBW8AbEWgTWXX57tL/xZ6uGMNCakvLEj1kXB TeDX0a6vWLMmlz/5ww6pK2yLsSd2w1gdG8I2Ac9z9n5Az2+n8StjV8os9hwo OQT8qRi3Mgc+KN6/LGf0Io/kFXvGPhjP8p1xYNgCfVP0a7QTfA78HfJIHxX+ KH4QeYx7nn766c1tadyJP0Ie8QkD+EWcw5gcv4H3bjAmpnypC2LPI0/UE234 4lTPlD2cCGsD8F+6Nhf5C34ofPM4zuevf/WrXE6vpH6SusBW8B9ByV1lfinl mbE5/id8F/0neYm0ud9PUhmQF8qTuGt8Hq57sOX+8AuoE+oVXw47pSy4hv4m uBryMYhnoM9Hx4hFifz+6Ic/zPYT89O0A3xc8hZ9WIzH6WtZd4Ot4keg28+T jVGOrNUry+j3rf7B/602z4B98Z6Dz6W2Dh9ezjfPzUknW8T/ZV0b51Bm1A9+ FWUV8+M8g49puaoNqS/kOtoP5Ufbwg/ieto1tspYi/SpE8qdPpG8s66GciEd rsn9QevLESMDR0fZI9Q55U/fQT3nPQBSXb2R6gXfiP43P6NS3VI2tAvsmTaH TcNzb0z+aTyH+Q17hBvG3kibfoY+lvL9QeoHqWP6D8YF8N3EW5WcQS6vVPf5 Xmeemb93Yz+6PA5tOscxpvQoQ+oE20N30qJOsTXGEdEuiMnnOUkeaRfwq3le O+nKcyHaEP4yZUbZHdzyPdQneXoz1TdjF9oH9svYg2cX5ZHrIvUH1AHn8jyP cqcvos+C76R+2b+mjMOfs7n0iX7sh0Meylj+4BleKObd33n33WxTRyc/mn4P 7oB+fU16ZpMOdUJfANeLvWBL+L70g4wVeE5wDnmkPKgjfHpsCd+c8kUfOE6e 55zHc4FxGmlxT86hXnl28WygbKMe0Z3xW+wpkesqlR/8IHWFnTMGJA+UOX05 OjEnwXwMPNZbbYwQ96UM4No5TpmTNuOcXDepvqkPjh2Z2gt7XMO30W+TPvvW MobA1hn/BK/MM5P8YePUK/9zv7A3yiXmsOZ7D6w8Q/8wCzzDQnmaNFew1HTl GepFOW9Ofx4xaiDGrfTvPBN4XvM84nnBM5Vjt7b+X8QKx/zZ0Ucfnfta7s8z h76eeRHOi3lKYpy7PAP8O3rksW7rE8W+XvimpMn4jGP03TG+wfeL/MSeVujB 8yMf78S2LxWrzTOUMdk8zxlr4ccEeM7xLKbMgkMB1BFzJ8x1l2CMwfimfN8b 40jKh2d7+PgryTPgW+H7d3mGyCfP7fDzIn3m2RmTUL9hfwAuCltDsBu4CGyD MWKANTpvpXHWYrFUngH/G27g8vDXCtuKc5jr/UI7dgWUL9dELDwgXfxT8kbc PeMixkCMD2OfDcB8IWNeuDTAOhT8DPx/xtOl3sSOUoaMCeM9ooBxMX4Z+0cE qEfaSPAM9OP4IozPg98jP4zheV9MGZ9Pu0UnxtSRZ9oj417aZ9gb9fvdpAs2 210vUZY5z33qFRsYBfjD5PPs1N/saOuevgn/lXZQxmhQJhHXlPOU9CePjDWj nCl7xpXkn7FnlCjx0uSTvuvdlk89M6WZ4w2K9s/4kWNwE5Ev6ov2XcaioCP+ HPUcenfXY8BNZZso9tgEjGnR7wftfro729ghxuKvt/tWgIhnII/lWgnKIeJK Yv0VdoLvVNbN9mJtB/4IbZW8lGuxGNd/MeUX3iP0o5/v8gxwE9RTd98Y2j62 UurNvTi3u3YDf4O0sOEA+lIn3CPGGwAfgz6zy2vMh+XyDLzTkTKCz+nunxhz 0szdwjvST9Puf5Xyip7ELYS/GvwVPN17qf0Ri8A52DT6xPol/Krsm6b2y3OQ 2BbiA7BTyiivdU/1S7rkiX4Cm4Pj5Bjp4T/ip13T6pzXfqTnDX0PZYe/yvOX NoI+2AtruygbfGN4a/xBrqWt8RwmvguelPRp//h19C+0aXgEjtFOuCfrS9Aj 5rhL3yzv7Z/yRt7xYXfMsw6+5BnIP3zI35KOtDP6FNoHutHHvdX6inCDz7br zOjLiOnJ7SDZEseZu6cu6I/oZ+FiuJbj1HHmHdOzbEcbJ8DaUfLEc4v6oZ3Q L9L22VeZ79gSXDM60h9Qv5Qn6+Joj8SolDESMX9OvD/tG+5otzj9dF7mGVLb ZcxNGfDsx9eHpyNtnu/cL8/RpP4G35g1NaEj44LgpShz6jG4a7jI2DOBdC9I /S02R3tGT8our61Iz+NYZ0H7J12u5XfSYY0IelC26MZ52BN2QV1RLrmuks1R BowT6KewK9KHs2J8x9gDm4z4EdoDPAb3j36SZyzth36EfGNzP2vtgrYU+Ybf iRhajvFsIG36LuIpYo0geYN3oP1FP4D+vEeGc9Fzvr1d5Rn6h1lYN1HqNE0i z1AvYozI+IBnTqxxjPlDPnm28sxnXpU+nmcA4+Dg9ctzef5ynL2QYy1yzH8x LixjpUueIWKpcwxqetYwHubZwrkft/ObjD1iHpFnEP32IS3PwJxOub6Z5xp6 3NvOLe6qhGeI3/AtySvzn4wlIwYcMGbdL9XHme27QBHGFsQ9sE69O/cboO4e TWMh5k4YT8AFxHwuXMZK8QyUfckz4BdjWxdffHGOvYw9QXcU3AB9B89uxjEf t2v4w6+JOH7GqTwjuBc2EPNEXR1GxVJ5Bq6BM4g9RQa9d4O1+CXP8FLLieFv x34ST7XleW5b/5QvY9h43wj5p84Z81CetB/A2JP2QduJNexh34yN8HmYQwSx pwJjyM8nP6fLMzDeCp4Bnxp9zmvfC/JByzVwHnXGeDXW/RyT6o/x8cdtuhHb z3iNsXnE5pNXeIbMUbbrWspyjv+pf+qVmKlR6jH2Z4j59PCT8X/JE2PAslwA ts7cKTwC9YBvsKVd44Etkh+Ol3WJ/ke3PEmMZ/ERqSfGusGb8j/90AXtvoy0 A8b1+C/UI+fEWgnmehm/vtjZXzfA2LiM/Y88xDgani5AfcIfxXsnwBPtPpDX tn0qOoZdntLGL0S50Q7p24kz4Tlech7Yzg/TGJuxP+UGog96o43/oK1HOx7E M+Bjcv8uz0C/RhnQJ4VNwGXgE1MucQxfDF+RuqGdUhb4AeSHdT+UebnGg75x 3DwDz0faHFw53wfxDPibOb4p9dOUK30X/QNzwjnmPJUntkP+8YNoK3ynrvDX uQc6xX6N1AkxH5QFMV30/eFXRgw9+9ZxL+IosIUPW54AHYmXx4avLngGbDye /9gecTk8E5h755q8nr+NsaDewx/Ed6XeiXWgjshzrOOn36BP5zs+GdwFx+jj Xh/yLgTaDrF2tGPm3hfiGWLdBH0ifVSs+ydN+pNYixXHY66EMSv+J8/Do9p4 QOIzIm4/4jjeb3kC8hZcUPAMxBvQN5MnbDx8UeYAGH8Qm0QZwfnG3pXojR6Z V0j1iV/M8ww7LvdN5D6UIfniWR9z6pF36ot6Z73WsUlivWGevz/iiDw+YZ0e dk1dY08xboo1FrQt7kM5Up+x9o06jDgbyon+iN+I08MWKA90iL0X8NXJA2PE F9L56Im9oDP9HWXxULtvOHXFvcgbv3Mv9CLOAf2DjyB98k0//1gaK73VxgpF XAH9afAo8HVwZ9Q1vEnwEbHmh7oJe+H+1AVtD33YHwJbI33SpV7QKa8lSv0X fTh5in04eLaSzkLvUJVn6B+G8QyT9qFX2h+fVpFnqBNza4LTmIL+mGct/g6I sTvjGcZux6UxKc+YiGfg2cH8UfgegLEix3lWxTqGkmcYGs/QjokZQ/EM4jnw cDtfH74Ua/DRg2co46syniHWjQP689p5Bp75Mf8V6YYwV85zkTmcQPAMscdj yefgzzKHkNcntlwSZUZ9jINnYP0ox5gXYK1/8CfUa9QL4zDqnTHVQe2azFiv HfuL0sdwTzgpxh7Mr+DLsWagOwc6CpbKMzBW2HPPPfP4u1tWUe74ZYztGEMG iPXhWMQZwC98MdX/xtYnxoapI+on1jFHGZD/Q9v3O2DfX2/HSV3duBd+BWVS clNPtu86DP4BdHkGbBrfEYk9/19v92KhnGPumXKbe99EsQcn9cnx4BlAyTO8 P2DNfBnPkMfhA9592z0XBM9QcqKAcX3JMwDKizmoQ9r3g8CxRRvo8gz0Rx+3 /RPANpi7LXkG+iHqsVx3xJw23FPsS0OajLupu649hy/wSBGDVYK2WvIM2aaa /+Tb0P/k1G5p7/j1J6Z2xr3Yi2Hu3bItz7Cmfd9E2CSCzdGHMkYG7Av4vXZ/ evp/0o79MeD1yDv52Na2ryiXeOcIdhrP+6XyDIHgGcr3TcQavWgPUZZ8ssad PquM96Jtjj2eIfnqe7fv9wg/uzyHY8S5UMa0Wa5BP/ZzIAaAcRNrzmkn2OXW Ng7+7HYud1CfSFuGj6K/JRaRPpIYr/BTg9/IPENKl7a+s/UPST/29hjEM6Ab x7AD0sIG8IGpc9rVYan90CfgW6Jn8AwR9xA+Mj47th7xDJxb8gxvDPDRgmcg joF6DN942HsEujwDfWu5nj6/m6XgGThG+6BfRufYozr2kCl5hv3aPSipv20t z0CbRa/YW4N8EtPPMeZcGJdwHm2BPgKb4hj3i/rrSuyhw3jnrdZ+ogzzutWk 3zCe4YDUBxK3xBpTypn8wj1ubfe04BrWCuS9ndJ9ynRjLR35xremT6CsWH8W ZZjfd5HaLn0AaxPpL8u1AlHOjDuiv+vmj3tig4wViQkJngG7IY+xr2msp0CP eN9D8AyMlcr1M9Q73AJjitgrIvbUoR+JfT7o7+gfiT2kP8P2eRZg+4wjqGvi gbAFyqerf+zfAU+f36GRypPr5BnqxLB1E9Mm44qfGOX7Uq4ZlG6IPEN9mJtz Tm3vm23s5dntel/APGzeOygdZ1xDzHHEGMfavADzrDxrOB57OQCeubGWopx/ fmPAugnGd/Hs5Rnzj1Y/1iPDLzDu4tnCcea9ppVn4Bm2T7EuvOQZmCtnfBDr 4EGXZwiOiHKJ/fx4PjJuoY+lTuECIj5+sTxD9l+Kffri/EE8Q8SGRrwM8y6M yyKGBcSY9KSTTsrPfXgvxvz3xmeScp9H7JV5KGyCuUT8slc6vtBCWCrPwJgV /Zk/jL30S/8LXNGuh4314wB/gPLjN65jrI6Er/5A+zv1yhp05q8j7+wNyDiU eqWdsdcaY+CubiXPAEbhGYJXBIyL0YH3wGB7tHPGy1fGu0zbug6eIXzvSGup PAPvpmPsSX0yhizLtBsDAUqeocx/8Azr230wGN9RxrHfKuNF+hLGouTzz60/ WvIMuwqOruQZYi0IbR+eNWJ08f+pa+w6YrgYt3M/8kM9DrLnWLvQzRv3417l e0Po0yhXuBLaLpxT3vci/R/7v4bP/kTnvZa7Ct6ENcnY7uZ2D0dAP0w8GLEL lB1lhX6UKTHbpIEvMFcPrQ0c0/IMkef5eIbw+4PzIK5iVJ6BssbWiJOOsqMc 72vbRfnuCdbxkV7YxTh4Bril/J6l9HwsfYz45HlJ/5xjA1K73NmukTq7jTOn D+JZgL9EnDhlgvA7Ns66EfLFXgLwA8TjrE3/0x+8ne5FX0HfeV5qE/PxDMSd j8Iz0LeSfsSIoyN1QH+DnUXfze+kF++1pN8KH3Q5PAPnUdf5fZbJJ+2ugS/f HbH9tdc+wTNEGZQ8A2uJaL/sLxn+KP0BfTK8Pc8r8sAce5dnyOUzhGcgrSfb dSPUHzbMc4Gy5Z7Mg3Md9cv9adfUX9Qlvjef2B7j58hrlCH8DrYffMcchxXr JlLb/2v7vonY6wThPhHTgn2y7oh+hf0K1kbaSfgNDozzqUfKivPKeix5BvTp vu8x8wypzcOZcV55/7BXfGvKlvvBJ9BvkF5+/8YieAbOxddn3BnzDHC83Is+ oYxnIC3sgX6T+mZPF2yReqUeyAtlRUwLNkl90V66+hN7BKcW765gL5lY3yHP UBdKnmGQD1uLHz7snEnHUqx2nIY8Q92grni+BH/L+kliBNl/KN7zEHuD0Ycy 7jiw3Y+PWGXG0fgS7C/MsyL8e8Baxdh7iTlgxob0uax3ZmyT11+0fS9+FHtL xr7mzGegB2Pg0CM4BeyOcQ/nPVDsb8cYP/Z+u6/de742noF2RBmw9vP9dv1A cAc3tuPac4vrGOPz7Is5//AtTjvttDy+jTnKnEY6HvGSg3iG7rqLLs9wVetz DsIwniH4J8ZTjB+i3sIngR/hOsZOi+k3YryOL7y2taFR9/xcynstAWMNbL2c ky59YX6nfdAOIlYAkA7jUcahsYa+XMeAb5zfe17EQAwCZUbZlXzgSvAM6M/+ EdQN41r0xHcgFr20icXyDPj51GuXkylBXeCnZR6rsK/y3LeL2ImFeIan2jzR VphrLvlQkNf8p/KPefbF8Az4zOyNSzwR5XPyySfnGIe/F/4u12Hz3LPkC+ZD uZch/ddrxTts6V+JlyB/sUaFT4T5R/Ice4lic/AM+JAg+g3qJGKr/9bZxyXq AP8u75OR/Db8LeIOOH99u9/Fx609MXYmb9hztJ/gGRgHRPkFz0C/VIK16p/g Gdr9GeC243pioyl/7J22PgxxPn0T94h+ZTV5hjK2HV6OcmPvFuwkfEXsH78p 5krxX7kG4dzY2xLukbZPPxz7FvCsxEZjD5Z4tyP1SN3k+dU2noE6+t0K8wzx bgDaM2MD3puCP4+vGvsioMOieYbUL2aeYci6Ca7l+UcboMzwA99t1+YHD5Hf /5nshHPjvZbz8QzspUL/xPqgnO80JqGcKT/isNgPlfmKpfAMjEewT/zkH6c+ k3kQxi20g1h7QFlQRtgyx8gP17/d7vsQ3EA3VoP6Yl0EZfh6592X8V5LuNJ4 d2jI3JqdVNfwCNgReaEvIi3S5jPWkFCOPH+6PAP5w8eOfX9jz8h4rwXX5vdl pnOwE+qMPpkyjXdPklck3jkZ7x0ZhWc4q+UZ6NNir0va5wntuBROlTzST8AX YS/svTn33pJU7+gEr0lfRr9D7Bf2FXs4cI94bxr1QfuIunmvrZuIm+F81hUy Von3k8gz1INZWDcx7SLPUCeinuL9WzxH8dsY1zIOIqYPfyjGwTHHFHHujGM4 Fx+Baxnv7CrWBBN3wLn8xjn/+t/+W55r49nDs+l/fvrTc2vdAc8X/FTGi109 2OM6fCf2IuCcGJ8FGCPum9L57J575n0nQF/3gcx8QRH/Hvfn+RZ7MPNcKtex wxEw7/dE68PyC2N8xhKxN11wDYy/9ivm9/A52IeK8US5bgJfMvMMyc8odSx1 wh+NvbkYR3zQ7peEhA8Z+0DyzJ5bN5H6dJ7/p7d7FQDGqqTHMXSiTuFE2EMA XzfWygB4o/AxeLYzRi73pKPu8SUjJmZUTmmxPENZLugQ83z49pEm82vE0VKv jG3Cx4t7M/6kLTBGZJy0qV33DsgjPjljc+oh0uLejOPCX+W5GO8m7eqFLpTh pe1+kyXPwJxW6W/jk5X7QDKOZUxWrsfpIvgGxp34mV2egePM4cfx8NOxifAp u+VcxvtjX/g68JRRx9gCdUxZR3nBM5TrHuIecJ7kKXgG/AlsI95XAnhG4W8z fv1TEc8AL8D4tcszECtDvxh5wv/bl3cotGkPKyf4Q3wa1g2XXAPxFKzHH1YO rMfAftiTLo4Th4BdPNHyheW18L/0k6ybB/QBtC3G29FusKEr2v1t8Kly+233 qyv3jo29beBOSIN2Gnu2xjo4rmWsTZqM2UOX4BnKPTfxE6jTm9o9JeiHWXNP 2bM33faCSyGPlFe8kyXaFPOHHIeHKNfpxFxqWXb0J9hwd4/N+bBUniF8CWyE Zx5li63QnmKfBNal0BdSBvQLpQ/M+yVoG7Qj4kbyOvAXXpibNyVegTrnd9bF h0+Hz0IZxRoDeAbKs/Tdg2dgLpZ6umoAz4CNXD1kH8jY35E2Rh1yTezNxHP7 7dZXjXiGeCdAl2dAr9ifAY6E8uWe+Hzh523v+M/hIxJLgY487/D7I16e/OPn 09dsbcuLNOg3ujwDPAk2SZ1gt8SL0A9i1zz7OIc5CmJ26KOeLdZN8I4fuNwu z8CYA46/XDdBPuEoOJf0Y/0EEpwM7Q47iHcvxjoO/Oq/tPn4BOeS7kVZ8Q5Y bKP0a+mr0Jlx0DDOhuPM2+f3NSZbIn6BYxEbQN1h6+X6F/qN4DxCz6gL5j3w 0zjGfXhO0d+Q7/Na7pbnB31A8Bc8s5HIH3xUfqdKh2eIvTyDZ4BnxfZ4zpIO ZYpe5Bc+G1tlfeK7rV2z/9NXUt8PT1+um+B5QN6yDUfdtHEf5IF9Q09o3zvL 2CP4Ez5pZ5RPtGfKg7EpNtl9B4o8Q/9R8gzTyi9M67oJ4xnqR9QVfS/rDOOd U+zr/njxHjoQPAPPBH4nLo74NsbV7Hc1KN6ZZwd9PrGK+NV5j6L03Gdsx7u6 Yj11nM+zgNhCxrFcg1/xcPF+BcBYnXka9jfeWuzPz/MFHoPj2GV535Uqp5Xg GYjTYN7xzCL+vUxjQzu/EO/LIz/MIfMsZz623N+NeWr4Fp6/zGXzO2DNLuNM jlOvzItwPeMdxpXBMzBfynnMnYTfEfcOfcgvY2nGvYzx8NW4L8IYmf6bZz5j Ln4v196Th4jb4L7EaDB+gkMKH5Dz8PXQD46FuejYax4bAfga8FKsS2esTF7j XZj0PaW+C2EpPEPYND41fl28Q5JypR4Z+2T+IY3r/lrs8xdlyXg3+Lbs0xb7 KGabYBybxkWcwzw1/hn+F2VCWwH4t+X7J8rrmXfe4zOfmSuv4BlId6899pjj HwBrVsv3JlB3jNdjjRT+He2bcTG+IePoKDfGWYwV3yn8PtLiOGUQc/+72nc7 kA7zVdxvbfvO1UFcFvvfU37YC/vaw8sQU8WxHP/c+tn4GZRR7AEY9yLfpBXx O+zHxhwZfhDvQicvjDtDwmYYD+Nf4yeW6wwYb8KbYOvBM9DHYXPYPPlhDI6d wnEQPxWcAmNMrqVd0dbIN+2R8oVT69pcuTcLPk5wfoxPyQO+Qty7tCnGsQe2 65Pp+2I/0fwO+NRfkCZjeMqLthnv4oCfoM8g3/C32BptmWuDj2LvNdopZYpP TH9L28Qe4YhJO9oEZUA94UeEn3/XXXflY5Q/z5TYhzL2ICl5BuqHdKgDbI+6 ivcos+YOvVirgS2iLz4R66yiHHLsQ6qTvJdsh9+bD8vlGfB9uAZd8nuIU12w f9zPW39q//Zdi/l9kQUPQL+TOSvsPV1HXFYZG8+57I3E7+SV5yZtlvJhr2Ta NP13fi9Fy1d3eQb6yD1Tu+d5WPIM2CJ9L7FDwTOgI3WCntRf9udSG8z786a2 C7d0TrsvCPMO8Nzoiw8X+z2WPAOcIHrBWcV+gfib8U4D+kt4AOIByr0e53iY VAfYLfk/oN3nkmt4RmAntD+eGdgQfUzwtiXPQB3QDlgvgX0QG0JZfzPpQAwS fSx1Fn0EPAVlynOBtkEfW/IMxKDEexqDZ8BuaVfUC2Mc+ib4Cfqu226/fW6f Q/okeAHiJNiHhjbGM4R+CP6juw9F1CHtl3OeaOf0I1Ym3s/w5yE8Q8mDYQfk kXKHF4FzpL7ivY30K/StnEOZB88QdUk5kx5tF06GeFfOI3YOuyeN59M59BHk j32YGK/QJ+R35KTnddyTtkF5YTclz0A/Q13HegTKA78/6hoeg/rnfOo11qaQ znHHHZefGfFO4uAZiHEkLZ5LeeyZ6oe6o99m3AEfQhnj/3896YktYEv0c4y5 uB/lH3wRPk6eMyk4Q3mGejAL77WUZxB9Rre+uuuoS54h9me4pfV9Ro1VX8y4 b5gek8RK8gyxdrBc+95Nh/mVn6TnHvwCYxTKHV/sw3aut5x35fma92JKfkNe D9/OqTBWghvg+chaeebGGNf8Ko2xIm6AZyHxnuzxEHs0lHwRYH6KcQTPdMYc x7R7XOf/0/j/b+271/i95E7gLfBfGI918wavwbgj5q7pS86IfCR9yTfjmfAH eX4zPsR/43fKhPS6XNgoWArPUJ73cbuXN2PxiJGHf2Ns1Z27j0/G+oxt8Rlv Ld6BWH4yzmKvP/JOHrk3Y3vGKYA5Z+IhSs5g7j0XvMMs6XFjux9h+FuUH7Z2 U/GuAub00OOZdt4cnN3upfLddk18xMYz5mZMG/suwkMQDxN7LkR5krfyfakA XgROhXzk95sWe44MKlfmEhm7Mp4lbT6xiT8XXCJtAFuMufPIP/N11MGWln9A J9aS8/5Q3k3D/Rh7EtNTXs9Yk/yQTtnX4XPACfyyaCuUccwzo1uUE+XG3H9w fIB+Al/iiHYfBdJnHFuuVemCNCkreBnA+J96uqx9j2r3GvII18H6aOqH8j4i tQ/ie8gPNoR+cB1z6abyggsiboTjEddPfvBl490YgPaBz5/3h0jtDd2IR493 ZgZXht8Q7TJsCu4J3fL7WlMa/E6bw8+l7yjfOcMep5RztH3qI9oma/nxEeId F+hLfwVXO8expfT3TX5T7MU5alzTcniGct745XQ+vCd9LOWNXWCLv0/2wPio fC9hxCIQ00ZfDY/C/+V674jVDlun7OO9sfAw9JXcA56QdOASujwGcUD49Te1 76ygzjgOr4yOPL/jOL4T/Qq6xh4RtEN8fNLkPvEcYQ0W32kLcH34gdHvRXnQ 56AX/l2sb0Bf+qYcY5/Kh/yQv+7+mcEToBc+H8+Y6IvQBc7qz+1+mZyLbfCM iVj2eOcF/iRlB//AudQpemJjsa8J8UNwhKRBXuBh4AQOT22Bco65f64nTorY AuqZ7whcGm2f86PeEY7hx8N9xvw/NgonHeVIGf44+dfYcddvDR+fZ1vshVXa EL42ttONcxhkn1xHnZ+Y+uFYj0I8EWtU4x0dlBH1yJxOuYaDsuT6zak+aZ/R Bsnjaek5AG8ZadD/EE8Q+8Zgs/T9lFHEBPymravYryHuz3OBvVHjOOfSP+f3 Kqfy4n7oh89O/0L7j2ck5cC6MWJG4NvQG5siVoWy+3ZbN4e2dQOfwjMt8prL ObU/nl30owe1+aMPpv+Nd02wBgXugefHsP1J5Rn6i1ngGaZd5BnqR8yTlfva dee1iT2L+G7G7HFOd11/ifKe5XmMBWOt8XzXlHqUusb1XR990PGVwErwDItN C8Sa3ZifHoZY+9vFG+180nzp4FvwXFwojdVCmd9Yrxrz4l3gP/N7xHJ3rx8F S+UZuuC6GHOW/vVS7jeozst7riYeb9/ldnXLY8U6cHTAV2S+qLvPwaig7TJW K+PeF8Jb7RxSuTZjqXXEPWizy7VteBXGzfB9+B7c7502lpz5ZcbVcGfUXalr lGOZl/nAPB79a7nH4VKBXcbemmBQGYatleuVuufCIQ6rj5KT4D7dvpp2yjsA g/eaD7GWf5gOEb/f/Z3YAHis7rsxFsJyeYbSLw6flLEsAicYPuYn7tNew29I 6duFhH/DtcQZIOGvxz1j/cGw6wf9tr1Nt1zzH3rEHDj+N/O78FUcY4yH34cv zlwv/tvVLUewveUlRkmbusXvwr+lrAfp3S1TvpN30uaaWLNR7gk5aA1G9zif PB8Zq5J+lGXcrzxvYLkVxxHqGB+WPgH90I1yYu8I7Ane/ocnnpjtIJdx+3zm HPKCneV9N9q9BwbVH/aEXw4vF/Vd1tdCthkS6zTQmbTRKfI9X57nuLRWT3Rm nI8tlLoHv0Q6nEMa+D7cr8zfqHUVeeR42H4cJ10+SSP2E4l1GsFnUBf00/BM 6Bt1w3wI62nhW77bxmHGe1dZp/JC1E27/0dwf9yfGJBYWzTfHpDyDP3ELKyb mHaRZ5guDJtvpH/l2crcXbwzYNR4htqx0jzDQm1k0O/lfOtC9xl27nJ86mGy WP1G1a08Nkz3peRnuTzDfLrMd69BZfaJ3xe450L3H/V4yfnd2s7VxLsaSjCn yNzc7cX7SJZrm4vRf7E2v9D3xbSLsoxeTWN+5uUjJqME43ZihIkPCD5jse0v 0mEMhB9HfHLJ4w7DsDY4X1mMar+LaafDdBt07WLsZJiuUV747OXeqIuxuZXg GcKvCD8w/NCISVjIH8m/zzMf3fUrB63Fn+/+Ix9vdcEvJO6fmHPmc+GHYk8/ OB7KGQ4Cf6183+AoaZTcSNfXHFo2HT90oTKdT4fgLxa610L7+5Fv1jIQ70FZ 0eZZ98/zhGcLMQq0YeL1yvdIlOmXxwelFWsn8E0HlfeoZVCeO1/eR7HTko8Y dP0g7mtUex12Xui8UJsIyftSJF+E/XqJ6ZrbVyTVDbZMDAbxEay/pL3H3guD 6iZiWRjvUdfsxcL93J+hPsgz1C/yDLMB6pU+l70DqfdZwjjjGbrpjtKelur7 luf1AQv54uU5S8VKxTOshC7juucghK8Wa5KZ44FPYF3PI2msTEwycQ7M00es zFJjNRbr/61UGazUfYhdILac8mDtPH0Ae8/cctNNc3uL3DlgL9VmEXmJc1jD Quzucso8rhuFz1xO/7LQ74sp/8WkEWXMunv8sHiv7yR4hmH+8UrJatxzmG9L n8h6htjzh7UO7E3Amrq8Z0Kyc/a3xH8aFo8wqt87ifyvxL3Cl433frO2iL0y iNVnHQZ+LPH5g7iYxaQfe1XktVSp7GMuf5J5HzXGZ7Xra9hxeAPKjHU7sW8n bZs9aYjJoyw5znqi7vqHT9yzXb/CWh14N+JgFopliPvIM/QLs8AzuD+DEHVj UjyDWHmsJM9QO8g75YG/xvpnxs2Mkw888MAcJ4rPy9gpzp1FRL55xrHvOvPn xC+wlvcb6ZPY6Yfad/+uRBkx/mVvk1mJFVsOIlZ7qfwXWEmeoXbJeyOk/LN+ HZ8s3kuNvbPOnf1iFtoXYNol4j7YFwAuhrKhT2C/AIS5cvaFXWgd/yjp5Pd3 PP10judfKAZE+a+64flOfBl1w5qqg9u+mv0c2Gd31HUnlDm+KXtzj8qryTP0 D+7PUL/IM8wO4h3us1bH8gzTA3mGwSAmlL24iC0lpuGtIWvlZxFl/vFFiWXg HR/xbpHuOaL/kGcY7lvhI+Nf8a4n/Gneh8M7GGMfjlktm9KXzLEK6ZP+kvny B+6/P++pGPsSrEQZBdew3FiGWZLgGvifuuG9JtQN+yyX+56Mer/Yw2Ex63Xk GfqFWYhnmHaRZxDTDnmG6YE8wycxbO78nwvsDzBLWMreGEtNxzIfDcspK3mG +X0l/Cv6yJ3t3gML7SkwaxLlgE+7sy2ncm/ElUzHMl9G3aR6WU7dLLb85Rn6 B3mG+kWeQUw75BmmB/IMgxH7Ho6y/+Asoywj1zbUC3mG0fylkFkvj1HKyTLq l0yibuQZ+gd5hvpFnkFMO+QZpgfyDEIIeQZFUVZa5Bn6B3mG+kWeQUw75Bmm B/IMQgh5BkVRVlrkGfoHeYb6RZ5BTDvkGaYH8gxCCHkGRVFWWuQZ+gd5hvpF nkFMO8KmeY7AM2jj9UKeQQghz6AoykpLyTPQn8A1wDPccMMNE+7xZhfyDPWL PIOYdoRN45uuW7euee+993Y7LuqBPIMQQp5BUZSVluAZXn755dyfIHfeeWfz wAMPTLjHm13MAs/w4osvzn3G/+X3QccW+r6Ua7o6LTfdOE69yTOIWQD91caN G5vnn39+t+PxfjWl//Lxxx9nnoH3aPM93q2gKMrsSLT74BmYd2Q8g3+wbdu2 Oa5BURRlVKHfoP+IfuTpp59u1qxZk/uXGCuK8aLLM6yGPzwOP3zYOZPmOMYh W41nEDME3sX82GOP5X7rgw8+mLQ6Ygl49NFHm3fffXfSagghJoxbb701zzXG HCRzkq+//nrzxhtvNG+++aaiKMrIQr9B/0Ff8tRTTzVXXHFF8/DDD+sXTRDG M9TBoxjPIMR/gZj79evXN0888USzYcMGpSKh3lgv+eSTT05cF0VRJiebNm1q rrrqquayyy5rrrvuuubaa6/Nn+zZpiiKshy5+uqr8zpbYijF5GA8Q/1iPIOY RdB3wVuz/m7SbVBZnESM9KT1UBRlckIfQFwz847wjoqiKCshmzdvbnbs2DHp YapoZiOeYdpFnkEIIYQQQggh/hP6Q5OHPEP9Is8gZhWT3stMURRFWbowBlUU RVlJif5FTB7Ux7TzDO7PIIQQQgghhBBCjAddnmEa92eYZp4B2Wo8gxBCCCGE EEKInmCheIZa/PD5eIZpFuMZhBBCCCGEEEL0CQvFM0yLjIvXGDcHEzzD888/ L88ghBBCCCGEEGLiGMYz9GVtwHKvGfb/aqU3zrIpeQbjGYQQQgghhBBC9AHu z1BH/uQZhBBCCCGEEELUgFngGQb9v1rpjbtsgmdw3YQQQgghhBBCiD5gFtZN yDMIIYQQQgghhBDjwSzwDAvladJcwVLTLXkG100IIYQQQgghhOgDZmHdRKnT NIk8gxBCCCGEEEKIvmGheIZpkGldNxHiugkhhBBCCCGEEH1ByTMM8mFr8cOH nTPNPEMZzyDPIIQQQgghhBCiD5iV/RmmWVw3IYQQQgghhBCiL1gonkHpv8gz CCGEEEIIIYToC+QZ6hd5BiGEEEIIIYQQfcEs8AzuzyCEEEIIIYQQQowHs7A/ gzyDEEIIIYQQQggxHswCzzDt4roJMYt48803M7/25JNPNn/84x97KevWrWue eOKJ5rbbbmuuv/56ZUZk7dq1+fPuu+/utX0qn5SNGzc2f/vb35qPPvpo0l2c EEIIUTVcN1EHj2I8gxD/Bez+0UcfzfzaK6+80rz66qu9lG3btuV2ecMNNzTX Xnttc++99zZ33XVX9j/vueceZYqEOg257777mssvv7y5//77c/332UaV3eWv f/1r89RTT2V+aOfOnbm/8ZkqhBBCLB7GM9QvxjOIWQI+GxzDjh07Jq3KyCCe 4Y477mg2b97cbNq0qXn66aebZ555RpkioU4R6pd6hlfCVxX1gXERz1Tqz7gG IYQQYmmYhXiGaRd5BjErYMzPWgS4BoCt91noX/m89dZbM9eAP7p+/focm40/ OkjCX1X6Ld16o04R6pd6vuaaa7KtUv+7du2auC0qo0v0LcQ1sIZCCCGEEIuH PEP9Is8gph1h0+zJgO9Wyxxj6A3PcPvtt+d2GrEMzHmHcFypU6IOn3322bm4 Br7DM7DeH/CcFfUBjgHuSAghhBCLhzxD/SLPIKYdYdPYePhuNaDkGVg3sWXL luyDsp8KfW4IfbBSl0S9RR1St9Qr9cv/rJuQZ6gTtfY3QgghRJ8gz1C/yDOI aUet4/6SZ7jzzjubrVu3Zh+UPpd2i5R72tgH1yNlnVGP1C31GvUrz1Avau1v hBBCiD5BnqF+kWcQ045ax/0lz8B7Jmiv+KP0texrT1w28tJLLymVStRhcA9R v9ddd508Q6Wotb8RQggh+gR5hvpFnkFMO2od94fet9xyS37fIf4ofigcAz7q yy+/nPe0VOoW6pH6DB6JT3mGelFrfyOEEEL0CfIM9Ys8g5h21DruH8Qz0M/i k+Kfbtu2rXn11VeVyoV6pD6jfuGR5BnqRa39jRBCCNEnzALPwJgvPuP/8vug Ywt9X8o1XZ2Wm24cp97kGcQ0o9Zxf8kz3HPPPXPx9cx/45+Sn9dee02pWKhD JOIaqF/q+frrr5dnqBS19jdCCCFEnxA8AxLzMCvtD4/DDx92zqQ5jnGI8Qxi 2lHruL/LMxDHQL+ETyrPMD1CPUZMgzxD/ai1vxFCCCH6BOMZ6uBRjGcQs4xa x/3yDLMh8gzThVr7GyGEEKJPmIV4BnkG0UdQT5OqK9KtyfepddwvzzAbUvIM 1K88Q92otb8RQggh+gR5hjryJ88gVgo12ket4/5B+0DSblnHH3tAxvr+SfvK ytL4BYR6LPdnoF92H8h6UWt/I4QQQvQJs8AzTLu4P0N9+OCDD5pX2nca7tq1 a9XSGRYz8fbbb+f2Xov/U+u4X55hcf56beUgzzCdqLW/EUIIIfqEWdifYZrF eIa6EP7Gxo0bm28ddlhz6De/2WzevDkfW+16i/tv3769+eEPftB87atfbS67 7LJVTXOlsOLj/jGtWVkNniH82tp88vny88Ybb2Tua8eOHRPXp088Q2mj3MO+ /ZNYjTKRZxBCCCGWj4XiGaZBpnndBGI8w/gR+xvMV9aDzpnjGTZsaA4+6KDm 6wcc0Dz15JNz53evHSWNYbrg+9ya/NvHHnss/xZxE5s2bWq+8PnPN1/9ylea I484YmA8xUL568ZJjFIey8E4xv1RN7fddltz0De+sVs6Dz74YHPg17/e3Hff fbuduxCWyzPACb3++uvZDw/BF3/33Xfz56S5BtJHj0ceeSRzZpdeeulQveLc O+64o/nmIYc0N954Y/Pmm2/m/D3//PPZL3/88cdznifNH/SFZxhmU/bxqwt5 BiGEEGL5WCieoRY/fNg5XZ2mScp4BsbpjHWBY9DVxSCfoVvmw84peQZ8rW8c eGD+v7zHoPobdL9hx8IPYXz82b32ao499tjdzsVHvfSSS5oTTzyxefTRRz+R 9qC8jMo3DNN/uViJcX+Uwfr165uf/+xnzTlnn9289fbbc/eP36+95ppmrz32 aB566KG5a++6887mf376080tN9+cv4+61mWpPAPf8b/ZS/CUn/yk+dmppzY/ SZ/I6aed1vz23HOzbz/p+f/gDh544IFmv333bc777W/n5Rneeuut5qYbb2z2 /eIXm6uuvDLzDBz7zW9+0/zHpz7VfP9738t7ZZL3SXMo4+YZwlY+/PDD5pKL L27OOP305vQk1D2fF15wQfPss8+OZHezgvfeey+X+/vvv7+i95VnEEIIIZaP Mp5hWn3zScdTrHashusmxg/mlV9MZY+vOAyMgakffI9A+KdwC4ccfHCeI9+Q /F5Q+ux84m/hl3KfLsrzwrfZuXPnbufg235p//2bH590UvOPlG6XL2CPiEH3 BNuS38Q98RkH/V7GRwD8LOJqQteVtsGVGPcHl4BPu8/nPpf9YubPy9/A9ck/ /Hz6HT8+cM/ddzd777VXc9utt+bv4+AZ8MHPOeecrOt3jzoq80LHH398jhv4 /D77NAd87WuZh+j69eWaivCBB/nG3d8GrcXgWPf68tzgGYj3+MqXv9z8/ne/ y20jrsnnFP/DKdx8003Nl7/0peaaq6/OeeT622+/vTn6e99rzj///N3S664R GZaf7jWDyjPOGeXcYeU5Dp4Bn/n7Rx/d7L/ffs0Jxx3X/OiHP2y+ffjhzef2 3jvX+UV/+ENuZ4P4wEhn0PtkypijfxZ9QdnvlH3EMH7xH51r5+MhB507SJ/5 ONNB33e1/dn999+f2/H9992Xv3/88ccjpb0Q5BmEEEKI5WMW1k2U/MliYiFW +ppB3Mdy0zWeYTwofQDmGvED8Pe+853vNKf9/Od5bUKMcTmXmHD2QDjs0EOb 7xx5ZHPqqac2Tz/99Nz9BvEM4buuW7eu+ekpp+Tr2MOB+9za+relT8AY+6c/ /Wn2QQ//1reaE5IPim+Dn/e75O8dnXTk/vzG3OjJJ52UdWC+9DfJf8V/wffN 923H4OwVwXw5Ph/XHZ/8nAsuuKB5u+AwsDPyc+avf53t7tzkt3/3u9+d02HT xo27ldlKlv9Sx/1xPX4teh6V6u2gAw9szj7rrLnfS55hn+TTdXmGz+6559h5 ht///vd5fcsDyY/HR+ca+uorr7wyx8KQF9o/dR73YJ8DrmX9Adcg5f3j2Buv v57PJXYA2dn+H+dyPdwV55RrGfifY3Hf4BngDn533nnZB470+S3OK3kG+C94 Bn6nDLCvWBMSaXF+6NC9XzdGIucjXR/nlOUReeacKJ832nPf7uQ5yn2uXNJ5 O1vdhsVorDTPAP934gkn5Db4Vsvzkf5dd92V6xuO6eKLLtrtmpVoa4vRcbWx UDrxO/FY8HCPtXFZo14/avryDEIIIcTSsVA8Qy1++LBzhv2/WumNs2xKnsF4 htVFlCmxy8R8s4civiprH/ZK/uf3kp/9evJbdn38cXPhhRfmObb90nlHfPvb eR+GL37hC5kzeGHr1nwfYve7PAPAt2XOkjTYI+DIdD3zmgjr2gP4MF9Kfh2+ HfPIpIH/cUjSB9+f71wDF0Ia/PYf//7vzcMPP9x8mPwYOAzWVFx11VVz94SD QCd8QHzbg1P63J/7/ODEE7PvBegrvpryTxmgI3njHPaa4Npjjj66eeedd1al /JfLM7AWAl3hbeBymCfekfxKENxBn3gG/Hbq4KHkx8MDEBvAcfxOfFG4hqee eip/5zp8Y/aQgJ/45S9+0VxyySXZ1rjmtTYN9MBnpd+4Ye3azBfBO7GegRia 8MH5n3Ui5Jn/OYbgTxN/wFoS8oAPn3mGVPfYPnuckv6vfvnL7A8/8cQTc3xC l2eI/RlYD3Dttdfmc8On55P7k875v/td88t0vwv/8Id8Dte81nIMpHfNNdc0 Z599dvOLM87Ia4JYB8i9g6tAP+o85z/lnXPRDx1eSnXBObnMk55wbWsuvzyX C+fBGW5N7TanOSaeAb6O/mVn2+YC5PWg1LZp339OeSzvjW2tvf76XJfEPJB2 Oaf/Zhs3knVNerKXBhwh64TIS77/hg25j+P4HelcdAluM+5DWdBGOOcPKZ1H Up/y0UcfDcwTnOnll12W1yhdsWZN7psCW7Zsae69997m/ZQGPC3n0B/FvZ55 5pnmumQTpEMMEnYLRwr4fPLJJ5uzzjwzt2fs7cEHHtjtHPahuTzVI/clr7SD xbZbeQYhhBBi6ZiF91rKM4jlIMqTeVrm9/HrGd+yzwH+1/lpjPtk8n0APh/+ N749Y338pOeS34JPiD8e85Alz8A1gPll4iS4/09+/OM8nn81Xc84G07huGOP zWNw2ir+JdcSy8AY/S8vvJDH0sQ4oC9+1qk//Wn2UbmOMTs8Qp6fTr4Zfgy+ Hr4QIC9wCfALcBOM/7GrC84/P6fFfVhPD1gfwTnoj7+Db4P9sYYcneBeNrYx DSu1/91K8Qy//tWvMgeEX4nerIXATwLh3/SRZyAuHF+d6zKf0PIMlDd+d+YR 0nH8reDBmPvGB4MLYv8EfHLSi3rG1igL6pLv2Cd+OmlwLjbzlZQ2/Bj2RJnh +1PX2MQx3/9+tn/Oxe6+/rWv5Tl4dCJ97OML6Z7YA+nj55KHkmfgfnBScBzs z0CbibgDyuqMpA960SbQ40spP1y7LtkA1+FHHpDSIs/kA73Y45Q80n6Cs/jx ySfnPLIvB3nGbtGRc2nLb7ZxFPAdtCnS5H7I3p/9bF6zMmj9yGrzDMQzxBql f7Q2R6wSHGHJO+Jz5/JO+aHeM7f4uc/l8gls2LCh2XOPPbLdUCeUB+cRD0Cs 09XJx//CPvvkMqRsOP6HCy/czd4ffOih5uvpGtI5LNUHnCgcJhwQ9VHuMQHf QTliv+hEuVNP0d/Rb2Kf8AAcp16pN+LCiDPivnEt+rBuhP6TNEiLeuIa8oIe nHvAAQfk8oNz+HLLl3I9HOgen/lMbvNlWS9UF/IMQgghxNIxCzzDoP9XK71x l03wDK6bWD2U4//gGVjLEOPl8ryL0jiYsTPnlfslMJfKmBvfn/Oe3rQp+zqM 859s3zcBX8C9GVM/U6yxwMfDx+I4/iT+GeNrro/9BQbpi4/K+B0fqwR8Bvox 7mcOOaexZUv2L0j/iiuumDuXPLO+gvE6fuWu1F9gc+Gb4h8GKA/G8xy/7957 87E+8AxxLfPf+Bz4WegFN0T5sKdAX9dNBM8Q63LCB6feqC/iMeCYdia/izTw E4mteWLduuw349NjN3BNpMe1p512Wr7nUclPw1fFP4ZXOqKNneF9G/BO+NyH pXqm3nk+BM/w/HPP5XPxTYOTyDxDqnvsmRgAYgLw889K/iJ2RnuBk0D/mzo8 A+2EeXbqYs2aNZkH4/j5LWdCfojDoaxuT7pxf+5NnteuXZt9cubeKVvSPelH P8p+MHtXsB6D64jtyPE3qcyYM0eXG264YW7tCT44tk76tFP4NfJLXcHf3ZjO nUQ8A2URv8U96EvwwYkPAJQVdkCZUo6chw4/SHZO2cMXAfoU6oc2ztoodKW8 KN9ot5elvGJ32DvHiHuKWAeeMwcffHA+Dx3g5eib6B8ob8opcE2yT3gKbGd9 6hfQCW7o3HPPzfoC+hnqBFskLgKd/5bqBWD3cF7YINfCW/JunK+ltCOOA72I n8HmabPUPxwobfP0n/+82T/lnXYDuDftnN/Lsl6oLuQZhBBCiKVjFtZNlDpN mxjPMB5EmTK+jrUEzN/GngixpyLj95hL5jf8eeboGCNzDfvp4y8y5g+eIfgK fD7uzbwk43Ouxyfm/1iTQH0zpxf+F+mW778MyfsdnnNO9jPwu0iT8Te/vZnG +XM8wzXX5LQffuihrAt+F+Nqzov4Y+KeORdf5r3kfzKeZw4RnViHEOkxhj+o XWtx7z335GtH9cdHLf+ljPvDP2OOk7npG1tu5KOUP8qB8n6r9edAr3iG5BtR nj9IfjrvHWA+PnifHI+S/LkdSXfuh71Q/vFOgli7wt6KzPcSw04+WS9yYKo7 vrPfCGnxyXw29yQdrsUH/WYqG2IUujwD9o0ewTPk+eOkJ7EBsf8Bn+SVuAnS x8awV3z2Ls8At4Gviq29+957OW24tbBHYokoF+IhYq1FlBPlSH3wG/eC++L+ xP/H2gn2J0EH1mDAoZAu94D3w44j9p/1Etg6e7DAx6ELZRHxIn3gGVgXQ/uP WAXSwdeGvymBHpTDlW0cEnxDxKyUz4grk7+fYx9S2Ze6ZDtJfULYE7EN8Bus S+mmc2CqJ7in2D+D/q7s2wY9k9CLdM9ONtNFuZ9jXA/3QPrBywLa42eLmKQ4 l3ZC3rtc8KiQZxBCCCGWj1nYB7LkIqZJSp7BeIbxAZ+KMXj4/vAHrPV+L/lq wTPgI8ERnHTSSdkfYx0E87/M79Lmni54hhg339ZyGBzHzzi5vZZ78D5DvjPu Za4VXwj/LdZPg5JrAKy3CJ5ht3XaBc9wTcsz4LsQD03axOFzLmN9PvFDgmfA d2Qu+JA2VpnrAvhYXN83niHKhHlw5nLhiqJvwKemDks/pU88A3Ow6Ef8COVP mZOHY445Ju8zsKPdq4H+G+6Hc+Ae4I+oWzgVbBW/lPTxw3lP5iGpnvA7490Q fDJnjO1ic9Qzvv4hi+QZsM3YiwHhf+Li4RCwFbir+XiGy5Kv+0E6h3UicCHY fJRH910QsQck6cDRnZf8UOyatgcPg18cPAPt8uABeYYXIc+PP/ZY5jJY30E7 yO9pOfnkzFkQO9HdS3NSPAOfxG5EWQH2LoA/4Du2jVCerHOi3s9q/XjyToxB rN2CV+F+d6ayw1fnurLdw3FRjuyjAIgJIV14h1jLEZ/YGLb5fDqXcvhiShc7 +2fBgXb7J+IZ0DvKKO4XwLbRjXe4ws+ypy62X3IX2BK6Yy98j7VPVyfbIu/o BN9EnxZtdpTnozyDEEIIsXzMwnstp13kGcaPj9N4lnE7fmrslfBs8ssuvvji 7JPj7+CbMLbFb4gxbrznHZ8OH45ridkGxAawDwP8xfp2b0jOj7FzxBcw1wq3 gV/5lzYOuPu+OEA8A+cRsx4+BdgtnqFdN0FeDmrXTdzczouGzuy7wHH8HnyQ iGdgDE+8fAD+oW88Q1yHT4n/ST4oE+Kvv5r+x59EX/ZtCPSJZ4h1E/iWHMc3 x/c74YQT5q5hXp7+m/Xy7N0JJ4FPhuR3ohx5ZOYf2PsRnx7OivOwweAESAte AdvDx8XHI0ZqEM/AfiPDeAb0jfdscl/SO6+dh77zzjsX5hkuvTTvUxrrME5O vj7lVL7vonyfJu8ZgG+LdfrwCcQo8J1Y/JJnINYj9sSMfSbZ6xGe4Y+PPz4X K0E7hJsjfXSi/NCv+/7QcfMMYXPcl7iciEWinVP21Df1gp0j1DlxBfjpgDZO PbAeJfgEwB6j+OrsCVra9nm//e1uPAMxIfju8T6Z2C+CvLGfAjpgQ+wxCc9A 31jmK/6f4xnWrNkt5qDkQu9u361BH0X5Y1fYG9/XFzEK8EDo/kDbDwVXQX93 a2pzxx5zTOYySAcuJN4x7LoJIYQQYvUxiGeYNumunyiPDzu20PelXNPVaSXS lWcYL9hHDD8pypgxMv42wloI3rPGWBj+gLnd4BXwxR5NfmvUDP5OrD0gnhxQ j4e174fAz3m5XasM8KdinTQ+WLzrgfNeacfOnHNvuy8CYGzOefgfjP9Bji9P vlTwDNe1PAP+FT4J+6iFXwl430Ds24DfEXrWwjOEf4ePj168g5R1+azdZ20/ awUoH3y6aD9wL/AMDxcxDsEz4LssJl8rxTOgC/PtnM8cP/4e8evxzknqixgT 8hH3R6iT6CsiDd6FSjwD+/Hja+Mf40OTBvWMTbGvweZnn83n4cdz/+A0tqb/ j0g+7CCeAR/2zfY9EbFvImWOrWErJc9A2Q/iGcp4BnTp+vPBOaA3fiS8Edeh C2UU+biwE89Ae4HTm49niBgJ0mBdCbEYX073Yv1Iee24eAbaKtcGJ/BB6k/g Dan/iMGBZ8Be2W+Ec99PZUA5cx/KNvhJ4hDgGeiXQNyTusNXp15K2+7yDMRs cT2xWJn3SNeTHp/ELnAuNrONeIbk28Nn/aMTz1DmE56Buot4rtCHd/LQ59DH xP4KgBgF1lmsL97PA88A5/Jgu/9txGIEyDt8IXYU++OUfMZCdSHPIIQQQiwd s7I/gzyDWCpifIzf8bk0psUvYc+FU089Ne+lh0+Dj47fwjiXeTPGz/jh7K3A mgl8NWKWgwdgrvjg9v10zDk/3e77GLHOXMs9uRa/Ah8MfwIfIOKUSQNOgvm+ H6VzuNc+yQ94ruUU2IuRczjO3uzfTX4LPhh+CPsC8lu8bwLgB+/HXH/KH2ut 8SNjX37mR7E3gB8wlGdI/hj+Jn45mDTPUL5nAh+p3F8zwN507GVPzDy4ruUZ ynTuueee/G4KYgLAuHkG5mtjvp06pOyZ78Vu8Ispe3xTjuOz41/BCXAN+wtw Ttz71DYGh7KAB+M8/FF8bvgA/Euuwb/EBr+dbGHLn/6U37HI+dQ56bCuIN43 ETwD18Y98fmJV8e/Z26d+AmOxf4JxI2Qn4H7M7AH5aGH5msfa9c04PvHuh3y BU9CGdDGaHsc4zz2Qoy9BUflGdhPlTz/NdVN7FeJcAz74H7cd2e7r+Q4eAb2 X/mw3fclH091yvs4crxU+j32FMFe6TPoH+bDUnmG6E9Im+uJ2SpBf0A/hK1Q PtQDPBR7NpR7KYDy/ZfDeAb6jtgTtMQFF1yQbaTkGVgXtNcee+zWD4FyD16A XdCH0Q8G9zsf5BmEEEKI5UOeoY78yTNMDhHrS/kyb5rfr9fG2+f1BGnsWo59 8V+YB404AM7lE7+d2OWYd+NdcIzj4R/ubv1y2iPz7d9KPha/kQbXM7fJXvt5 nJ6uj7Xl8Q46zmOsj9/096Qn92FsfUa75oG4CXwJ1nDjO8Ez4DPEuomwGdZD 47tF2sGpbCnee4/dEXfPOQ8U43t8aNLJfnHrs0/yfRORNvUGF0OcBj4mfhTl jy/OOeQZv+bcNr6c9xEw97m2jSMHnAPHFHvllfHfo+i9nP0ZqIOHUnni93IN x3+d6j77lr/5TfNG+o7PSawFx/Dpb7755uwvw2exzoY1ClxHeuyRh3/HHPSD Dz6Y/UjOiX1ANyRb5n74zfBc2B8+J+8WwK+De6LuTznllDmegfrmWrgB/Ec4 DObb432u+MCkz56VxARFfAz6YI/YNv5z+b4J4v25Fn+b+Ab2GWX9yLHJduFa +I6tkib8HbrgK3OM++MPB6fA3odwY12egTZE3AQ2RT6IvUBnuA3yz/l8pw6Y F++unVgNnuH9NmYBv50YJbgkeC7qgvrNe3gWbSBikagn8ow+cBWUP1xL8BFw N1x/YfuuynLdBH1QvDsmeAZsj7Seb9s+eSKug7IlHoj7wh0dd9xxu73/ArDH I/ck3oS9L3g3CO9AoS8h5gtQ1+V+C6EPdUsf8uOUX+qUeqLfPajlPLs8Axzh make6ffi2Uh7pyyoE/JDOXIt+ozCEcozCCGEEMvHLPAM0y7yDONFXqOe/DfG u/he7F8fKMue+OGNyU/Bb8O/LOfyAL4Aa50ZZ5fvOwCxXj7SKOfnyjQYRzOv i8Ta4/IcxtTMS3MfPrkPv+Ev4Se9V+ge4LfIH75cvEujvCd78TNn/UEx38rx 19vjEau9UlgOz4Bv+m//+q9z6z7iXvFJGcKP4NPi8z6a/CL8MST2Y3gsjqVz 2GegvH4UvZfCM1APrHtnvQZ+dvAMHMe/w9/nPQOsZc/xCtu35z3+8KfIC/s1 MIdPXPnPfvazXC/cl9hxOAXiaOAbOIfz8Snx03e0eyuSHt85B4FH+OLnP5/v hW+P/x9z//jB+JrEPny53WMEH5L7ss4DOyIeAbvGXw9+DX3/0e7n9x+f+lSe M2fNBmXwYurX8Psp97wfSdI3Yn3gUbBl9lVljptjrBsh7eA24CmCF8BHz2v7 O/szcH/0wBdGP3i6yC98RdgFvGG5R8Rq8wyULfWGzgj/834bfO/Yz6WM/+cY XCTnUZ/UD+VCnb3Urr/amPL+//2P/zEX9xB+PXb5r//9v+f4EhB+OOsk4Nae LzhG6o56wLfHfuA2sAn2nC33pCUPZ7VcWLbFVh/qJ/Z/IT7hM5/+9G77QALa IHzEXsnusfF4Xyr1uucee8ydT1qUNbFX2B75Jr/sN8q56Mh1/E67xUYeazkO 100IIYQQq49Z2J9h2kWeYTyYbw570D6Mw+4xSjoLHR8ljaXYwSj5mwSWM+7H x2W+PNZ9DMoj3AL+Fj4OeeV89qnf0M6dwpvgSzMXXM6njqr3YnkGBD+YtTrE VcA1BU+A8D/x7viG7C3AufHeR+aLeech+y8ynw3Pgq8Z74Jkfwbm9ollILYA f/zSSy/Nvna5viJ04F2Q7LuAkA+OE6fOGhL0575wWOgJ30VsA7H5nM9880sp z+W+BvjrxOzg71Km8AXPPvNMjv+HcyvfB0EZ8S4J4i3giXj3Cdwd+xZwH3x7 OArm3vFbuR/pENuBnUSe2QOF+XrKPsqRT8qK64n9f7N9dwe+NO+3ZM0K76wg /Th/NfeBDHAu17F+gHJm/VOOO3nuuYFtO/5HH3QlZon6ZJ0H5Rcgf9gC7wsp dUJvzu3ukUgcBXEiwXHG+dgS+7YQL8AeG6w5GdZv8Bv7VbKXCHX+QrtvLcCm sSE4y26eXktlyr6U8FDE4nAd8VnY4uup3svz2S+EvRuIeQj+CU6XOA1ik9CT uij5koUgzyCEEEIsH7PAM7huQqwkgm8oZSnnzXf9UtMY9Zzl6D3f9aOuJ1gs ah33L4dniD0J8a+CRyh/I46Ad6mW71yM48QEvNmup4A7KefiiWfg3SK8H4U5 aO7NNcPe3chvec1Du9cDx/Dl4v/gI9CT8+Je/B9pl/eNfRZiv4lYI8L15boE Pjk39peIvRzKc/h9Z5HXnW0sBDFGJWdCehwL3qE8Trolh8OxQfccJKvBM4xq UwsdWw2sRDqjxhKsxL2Wen6t/Y0QQgjRJ7huon6RZxDTjuWM+/Pe+O377oYh 75tfrNuOmPTymkHHRtV7KTxD+LGcN+h3rh30G8fL+8b/8TvvGySeYWP7von8 e3vNIB269yrTGKTnfGkPuuco+Rx2v0Hpldd0y2TQvYed273nOHmGsMdSFrpH vNMhbLT7XoVoB937DGsfocMgfrSbznz5KN83UZ477P7dNMp7DNOzPHdOr/bc QWkvBHkGIYQQYvkwnqEOHsV4BjHLqHXcv1yeYTXkRz/6UfOl/fbLa/qHxTAo o8kk4hnE6qPW/kYIIYToE4xnqF/kGcS0o9Zxf994htiTAH1ir4JJ++o1izzD dKLW/kYIIYToE2YhnmHaRZ5BTDtqHff3jWdAYs+B7XIM8gxiIGrtb4QQQog+ QZ6hfpFnENOOWsf9feQZFtpzQJFnmHXU2t8IIYQQfYI8Q/0izyCmHbWO+/vI MyjyDGJ+1NrfCCGEEH2CPEP9Is8gph21jvvlGaZb5BmmE7X2N0IIIUSfIM9Q v8gziGlHreN+eYbpFnmG6USt/Y0QQgjRJ8gz1C/yDGLaUeu4X55hukWeYTpR a38jhBBC9AnyDPWLPIOYdoRN8x7GdevWNbt27ZqwRqOh5Bnuueee5qWXXspt Fp80OIZJ+8rKyvAN8EbUK/ULn3T99dfLM1SKaLfwRuvXr5+wNkIIIUSdmAWe gTFffMb/5fdBxxb6vpRrujotN904Tr3JM4hZwAcffJB5hu3bt+fv2Hqfhf6V z+AZ5otnUOqVMp4B3pe+OXgG6h9ebNK2qIwugU2bNjUvvPDCpLo7IYQQomoE z7B169Y8/l0Nf3gcfviwc+QZhJgu4Mfhv73//vuTVmVkwDPce++92RclpoG2 CldCfMYbb7yhVCzUIUJcA/VK/VLPa9euzZyYqBM8V8t+xueqEEIIsTjMAs8w 7eK6CTFLoM/avHlz9gGw/7fffrt55513eik7d+7MnzfffHNz2223Nc8++2ye I0X/5557LrfbLVu2KJUL9Uh9Rv0+88wzzTXXXNM88sgjuf77bKPK7gJnRD0+ /vjj+X/gM1UIIYRYPGZh3cS0izyDmDVg48wZb9iwoXnssceyP9dXQT9i6C+/ /PI5ueyyy5QplKjfNWvW5O/EseCvPvzwwxO3Q2U0IQYF7ujdd9+ddDcnhBBC VI1Z4BlcNyHEdAJb//jjj3sv7CtB/DWfymwI9f3hhx9O3PaU/5+98wCPo7ra sFwwBgy4YluSDRhCx2Bqkh9C752QhF4ChG5qQuiQ0HvvoXcwLfQOxtTQjI2x JVlyk7tkq/fz33Nn72o0XnVpNbP7fs/zerWzU+6dnV3P+fbcc9tHVGrMIoQQ QmFXOoybwGdAKPXEdY4Q6i7x/YIQQgh1TungM6Q6jJtACCGEEEIIIRQWpcO4 iVSGfAaEEEIIIYQQQmFS0GdIxRwAf45FKoHPgBBCCCGEEEIobPKPm3BxayrG 5v4+JfIfgstae96RbRJ5H505Lj4DQgghhBBCCKGwKV3qMyTreMk+N/gMCCGE EEIIIYTCJP+4iUT5DFGJw5tbJ/iIz4AQQgghhBBCCHWf0sFnaK1PPe0VdPS4 +AwIIYQQQgghhMKmdBg3gc+AEEIIIYQQQgglR+ngMyT6u7uOl+xzg8+A0k7+ 61v/9iMAAAAAAClC8F5XF6vi977hVTqMm8BnQCgF1Jyn0FDfiAAAAAAApAhN 7nNb8B9CqHTxGVIVfAaU8mriK9Q3PjbUeYihXv+uNY+13rL6WgAAAACAaOLu Z+39bex+1937NtQ3vS9ucq8cHvl9hkTjJlIBvxeRSuAzoJRWc3kLfk+hvsZ8 7Vb7HgPUVQEAAAAARIMV7mWrm97v+r2HuOcQ9BvCIX99Bv/v/z0dQ0PbwWdA KadgDoPzb/3egvs+rq0QqSlvfKwpAwAAAACIOLH729rYY12leXSeRE1j3oPN 7w2f15DIZ0g1guMn/MvbOz6jM9sE29QVx8VnQCmpBn8OQ2xchPMXaitj37mx 7+DqEsMykSql2FAkUlnkPQIAAAAARIn4faze18bucauXm/ve0pjnUB7zGvw5 Dr7xFCGJBdOlPgM+A0IRUTCPQb871bO1uQuV5nvW7y0sNd/Fi0UqzLVfvsAw X6TMUF7YlDIAAAAAgBCzwr2r3tcu8O5z9X5X73uri737YP2tzeY4OL/BjaUI j9eQDj5DqoPPgFJKfp9Bvy+tx1Bpvk8rPB+30ny/Vi7xvndL54qUzBJZni+y LE+kONeQY/7O8R6LZ3gUAQAAAACEGHffWhy7j12W693fLsv37nf1vtf6Dku8 ++GaEm9shd9rCKHPkMrjJlIdfAaUMgqOl7B1bqq879DqUi+HrGKR+Z6dZ75v Z3vft6Xq9+qjeb68wPsuXj7TPBqKYywDAAAAAAgpxTOb3rfa39AKGu93Nb/B f/+rOQ4VS2O5DeVe3YaGmlCNn0gHn4FxEwhFRLZ2jZsnuDZWjyGWx6Bj1MoX en5C6Ryx/u6s90R+eVTk5/sN9xnu8fjpLpHJAAAAAAARQ+9j3T2t3t9OMfe5 Ux8WmflfkaXTYr+zzfbGDFcu9fIa3BgKl9NgCYfPwLiJ6ILPgFJG9tqtb6z7 qN6sjj/T3DCbxzDH83HnTRJ572iRV3aRhgk7SMNLvzX8DgAAAAAgtXhRH39v 7nt3FnnrEJGZr5v74Tme16B5DZrvq3m/1muo9u6jJTw+QyrnM6Q6+AwoZeT3 GVwug+aD6Tg0690a5k2037P17x4tFQWfSUnxIlm+vCTAcgAAAACAiOK7ry0p kZJlRVI+7wep/ewCkRe2Fsl5QaRsnvcbXMXi2HwU5d79sxs70cNzXOIzRB98 BpQSaoj9Ux+ry1AXy2XQeSW05o3mMWidx/eOkPp3j5Wy0jIpNatUVFZJZVU1 AAAAAEBqUlkpZZV1UqrTu391lchru4ss/M7LadB5KTSnQed817nZ3NwTPVyj AZ8h+uAzoJRQvAakm8uyKja/xNLGXIb8t2wuQ9WcL6XCTndZab/DGgAAAAAA UhS9362rqZaqmnqpLJon8vo+Ij/f63kMLqfB1mmo9MYeN+AzAD4DQp5cDcjA mAmdL7ikwKuzO+UBaXh5Z6ksL5W6urqebjBCCCGEEEJJU31djVTWNUjd+8eL fH6u5zPo3BRax6wqwdgJwWcAfAaU5nJzTdT75pnQsWY6x4TO76M+w493SMPL f5DKmp793kQIIYQQQijpaqiTKvNQ98FfRT4+JeYz5HlzT1Qt88Yc21qQtfgM gM+AkJXLZ4j5DOrH2rksF3hzWGpO2I+3W5+hppZrHCGEEEIIpZka6qTGPNR/ cKLnM+i44mU53u9xWqPB5jNUeffT+AyAz4CQeN+DvnwG9WP1+9L6DOb7c3mB yI+3SsPLO+EzIIQQQgih9JPzGT48UeSTk0VKZokUT4/5DEu9+S3xGQCfASGf fD5DvY6bKPd8Bv3eLI75DD/cgs+AEEIIIYTSU36f4eOTvfvjouleXkPlEq+G en1VrBYkPgPgMyDUNJ8hNqdlZZE3N3DxDK9Gw/c34zMghBBCCKH0lN9n+Ogk c3+cL1L0q7lf1jknYj5DXSU+Q5KYN29e/NH97X+eaFlrzzuyTbBNnT2uW67v Gz4Dir4S+Ax23AQ+A0IIIYQQQs37DLF8hupw+gz+mLwr4+FkxOHNrYPPgFBU 1IzPoPkMRTGf4Qd8BoQQQgghlKZqMm7iJG9Oy6XTGsdN4DMk1WdIdRg3gVJD +AyoqfS7rKPfZ3wPIoQQQijlFFGfIVXHTaQ6+AzJlX5mlLac5/asG5Ru47Zv 67rB47R1+0TqTNs7ptTxGfSc1dXVdfjcd+R43fU+dee+u0tRay9CCCGEUJuE zxAqGDeBUPer89ddcnyGoPfiPJqwyrW3OVJZtbW1Ta6rRP1XP0cJXn81NTXJ bi5CCCGEUPcqoj6DPybvyni4p8dNpLLPoJDPkDxpPPPRRx/Jk08+KT/88INd 1tL5/uKLL+SRRx6RvLy8Vtd1cut8//338sTjj9vjtRZP6nG0TV9MmhTfvqSk RF584QV55ZVXpKy8vE3Hd68vXbpUXnj+eXnBbK/XnKr7Y9ru9xla6kNXfG7c PubPny//+te/5J133umyfbeksrIyyc3NlcrKyi7dr54vvXaXLFlinyfru8Ud 5/7775cbb7wxoY+QSLqeSs/FGWecId999519nup+DEIIIYR6Tv684vbS7nuU iPoMifIZohKHt+QzpDLkMyRH7pxWV1fLDddfL0ccfrg8+OCDLa5bWFgop59+ uvz1hBPk3ybmLG9nrP/cs8/a41x26aXWM2hp2/vuu8+ue5OJyaqqquyy559/ Xk468UQ59phj5M233rLLXBzW2rH1++Dkk06SY489ViZ+9lmr2+pvxxrjtrb/ lpWcfIYZM2bYc3O9eR/VC3j44Yflp59+6kS7fT2InT/9PO6yyy5y++23N1ne Xun1pl7Fiy++KC+99FKcCRMmyLPm+vjf//5n17v66qvt8dTT6szxnNz/ea+9 9prstddectppp7X5+u2s3LH1/6X9999f7rnnnvhxJ06caL0v7b+eE+X111+3 yysqKuLbFxcXywnmc/f3v//dXpt8JyKEEEIoJRRRnyGVY/Nk+RrJ9mDwGZIj v89w+223yYl//as8/thjTbxIv4+pWrJ4sVxw/vlyool3bjPbuPg/6GEG/U8X Z00w8aQe5xoTQ5aWljYZ8x98jx/5z3/sunfecYdto+rtt9+WU085xS7XnAiV 27f/WImOrdfU+LPOstt/+cUX3rFra1c4ttvu3Xfflb9fcIG8//778XZ24CxL d/kMrt0akx522GGy0047yeGHH259FI2jFY1fXZ+C56i5OhX+99v1Wx/1O/Xg gw+2v8f712ttH/5lKs1TOO6442T33XeXQw891O5TOeSQQ2Tvvfe2PolKry+N yZ966qkm27u/E12fidrg1nXjFdTj0OOeb65jF8cH+9xaHY+2nMdEfVcfT/up noHTJZdcIjvuuKNtk76Pip4H9VjOPvtsm8fgpG3fZ5994h4SOQ0IIYQQ6kq5 e5bF5p7/008/tfnFkyZNajO6/meffWbziP37a/mg0fcZwjI2oLPbNPd3dx0v mecGnyF58vsMt916q5xw/PHyaOy340TruvX1/ZlovndcPoJ/X63ppRdftMfx 50I0p/88/LBd947bb7cxotP3333Xod/qdSzOmWecIX87+WQ7FqM1Pf7443LY H/8oL0+Y0O5jNap7fAYXX3788cey7777Wn9BPQX9Ttdzpd/xJ554ovznP//x WtFCDltb3zsda3DAAQfYPJOOyB1Hc0Q0l0BjaP2ca46M/3tA/19zfdS/g+1u KfZvq/Q8ufEYwVoJramjsb0e78gjj5SbbrqpyX6uu+46e14nT55sP1NFRUXy 448/2uU777yzXHrppfHrf9myZfJHc03eddddK7QdIYQQQqizcr+rffnll3Lk EUfY3+hOO/VUOd3cu7WGrnfWmWfK0UcdZcdKq9p035QCPkOYfrPvzDZt8U6i 0D98hp5V0Gc4/rjj5OmnnpKy0lL59JNP5JlnnpH/vv66LDexjX8bjdenT59u x+v796O/DX/11VfWS9Df2PX7ZerUqTZ+yov9Jqv58Xqca6+5xsZTOtZcaybo 8rnmPffvz+8zuPp3bsy+XhvBcRe6/I033rDHVx/1l19+kZ9//tkeX7fT6+qM 00+3PsPXpp2LFi2S1159VZ5++mmb3+BiOfU/tH/XmzhPx2hoO3JmzJApU6bE 8yracZalq30Gf62Kv/3tbzZGfe+991ZYb/ny5U38GZXGqVqDQ9fXfI1Zs2Y1 2adKz5N7b/X9e/PNN+33qa6r+QXOZ9D96znXR38ugEp/r9dzmMiL0nj7ZPMe XHDBBS3+36PbFhQUNMk5cNLvB32PNddE32N/Xo3K/R+g15j+/e2339pcAN1O z4lew85nd8dy9UY0z0b/b9XcGb2GE+WxaJumTZtmfR5dT6+N5uT6+Pnnn9sc E91G5a7pa8xnQd9D/e7zS6/ZU83/1+oXuVoSqmuvvVaOPvroLq9bgRBCCCHk 7qX0PvmqK6+03sG555wjZ48f3yq6nuYNXxO7z/fvr+WD4jOEyWdI9Hd3HS/Z 5wafITny+wy33nKLrV1wnYlhrrj8cjn+2GNtPK7LLr3kknico7HPRf/8p62b 4M9nX2DepyvNdhqXa+0GRb9n1NNUX0HzF3Q9HYOu3oEeQ+su6Hq6zSkmXtbv J60z4Pbp9xlcfK++hC7T+OvnyZPj6+q4fm2v7ktf13Y7X1WPr/Gi/jaubdLj aH/1UV/TZbqd64/GpFr/Qf1bXUf3oeM0dP/trx3Y9T6Di1s1Z0Fz6P9p3g+3 3B9n+6UxrZ6jI444Qvbcc0+bl68xr+bwfxarVeGuhbO032efbc+HrrPDDjtY b0E/i5o74WoLaNysv7fr7+7umO64d9xxhx0L8M0336zQNucznHfeefH3NThO Q6X5JMF9KE888YQcdNBBtg/a/z322MN6Fs4zUen/bbrOLeZ91pqLOgZB26ox vnoXuq0/L0OvS92X5oT81bzXu+22m32u/b/77rubtPGTTz6x15+eR11H97Xf fvvZ85WotqPrzwMPPGDHRrh2Og9I/y9W/0Y9G12mnonbz0UXXWRzINQXcVLf R9f3f1YQQgghhLpK7t5iwfz59p5d74XPMfeGem/cHPq63lPrPb/LTW3zPUoK +Axh+c2+s9sEH/EZUEfk9xluufnmeFyu3HzTTbZWo8bZGmN/8P77dl39rV+9 TfUHNA/B6dZbb7XraT2Djz78UF5/7TW7rX7n6PhzzTFQ6aN6AOo/6Po33HCD /T7S7yddrt6CUyKfQfPJna86NfYbso6B0G01V+FBE8t9/fXXcuUVV9jn5517 rs3V0DhNf6PX7z/dVtuvfon2U8fpa3sU9W5nmTj0X1ddZduu4yx0PfVf1Jso baV2ZYKzLN3lM+hcHBpja+6If7n//XXt1PhV43qN7zUHQGNdzVfReNX/e7n+ Tq++hcbD6kGop6C/7ev5c/kM9957r11XcyN0f1oPYsGCBfHjan7DKeY8a71Q 9aWCbXE+g573oM/g74fG7VrDwdWFVGkNR/UMjjfXhY4Z1O+Im821qzG/7s/l T2h/9Df/P/3pT7b2g/oH6qdoroJuox6EG1Pi9qtegXoGWmdRcyQ0T+Evf/mL HaegeR1OWmNBl+s+9f+ZDz74QI466ijrwbj1gnOMqtRP0PPici+c/6DLDzzw wCb5FSq9jrWdZ5rrUt8Xtx/1wbSdb8XqoFKjASGEEEJdrfh4aRObaUzQktfg PIarzP3zgo7EbvgM+Az4DCmlYD6D5hT888IL5dvY78f6GTrfxOmnmuX6G7JK 4x2N4TX+17kjVBpvXnLxxTbW1zqPTveZePQ4E4O6PAGVzkmp66kH4eIkjTt1 bgE9vtaHdPnkzfkM+j2m32dTTCyoeubpp61noXkXLq7V/AXdn8ae6h2o9Hds 9R7UT1HvwV1b+vuw7lPR/bs26XfqCccdJ6+8/HJnzrJ0l8+g4z00Dte8Av/y FVoQe5/1N343BsFJc/A1RtcxJir1kdQX0t/zH3300SbrJqrPoF6H1p9076VK z71u79bz1+l0x1APQmP1yy67zHL55Zfb+N5dZyq9bnQ/GlerNA7X+Ra0TqK/ Pod6KFo7UvMVdCyISn10jf01fnfLnH799Ve7/GGfp6VejXo2d955Z/z6U6kX seuuu8b3oX3Q9vvHMaheNteIvhfB2N/v82j//vGPf8SXu3VcPsNDDz0Un4ND z536G9qmZ2OfM5f/oO3X9d256tx8KAghhBBCieXuVTQ+0/vsRF6DPtflV155 ZfzeOl3mtUxVn6G1PvW0V9DR4+IzJE+J6jM8Fost9TWN2a83caiOKbg7Vncu kc+gY/HVZ9D1/hv7bV310IMP2vXUb3DH8teB9M/N99hjj9k5LC6+6KJ4LNyq zxDLZ3jKxLpuLEZtLEbUXAf1FDQfQb8LVOozuDqQzkvR42uMrfs8JVa3QaW/ yV9u4l/dr7Y5TPNNuO9uncdS41A37qGl73T/50c/Vxo365gCV99Baw2o9Nxr PKw5ChpL63bufUrkM+i51XhYfQIXB+v4AP1t/+eYDxSs3eB8Bs010N/qzzDv iY7V0PEKOt7CKegz6PutnsgV5vpz/XXH1HOgYxhcfUT1VNz+/fNNqJrzGXTf boyG5hy4uTzUv9CcBZW/3oV+V+lx9XzouA2N/ZvzGfS8alt0HIRb7vcZ9Hxp mzR/Qf0K7YvmbKjnEJw3Retm6vgXHVeiwmdACCGEUHfJ3X9oXqvep/u9Busx mHtovQfX+xNVh2K2FPAZwvSbfWe2CbYplcBnSJ4SzTehPkO9Ly685+677fJ7 Y2Py/T7D8889F19P5yB0tRy++vJL+fijj2xuhOYzaG1GJ+czXP3vf9tY3knH YOhy9Sva6jNMjcWx+nu+ego67kHzJX784Qc7F6bmOOj3nqtjqd+PzmeYZLZx /dcalbo/bf83X39tl2n+vfMZXI5Gx/LTu89n0DhTfQZ3fhPNI+kfr6A5AJqr oDGtjhHQ39Y1ltX42PkMmseh4ys09nf5/e54QZ/B7Vc9Bl2uYys05lW/QMcH BGtmJho3keic+sdN+H0GzZPQ+PtfsVof/r7peAUdH6G1GFTqM2jeg4vr/ftt zmfQWgzqGzhvRaXjKdRneD82bkhf0+8mnTNC96/exPjx421/E41l8Pe5JZ9B 3wOtHaHfeVoPQvel40H8+/DP96Lzi+AzIIQQQigZcvcsGlvr/b16DTo2We/J NS/VeQwdHsuZAj5DT8fQXR2Ppyr4DMlRcz6D/3XNY2jNZ1BpTTr9ztFY/Zij j7b+gs5po7+Za8wXzGdQn0HHyju15jO42vp+n+EX31h4rZ+g4yT0mLqNzsOj voPOI+HU3LyWGj+35DNom/2/h7fzLEt3+Qwal2rcrXG+Wx787du2wDzXz5WO I9B4Vn8j11wF7c/9999v42uNvVXOZ9C42c07GvQZXH0GF99OnDjRji3QsQO6 ju5Px1O4Y/vb4Y7h6kC6vIHm6jP4fQZ97zX+/re5dtx6DvUg1DvQeh8q5zNo bkZwvy35DNoXVXM+g35WtN1aI0K9Nf2u0j5orQjdvjmfQfenOQ+uZmfQZ9Dz 6v6P1vEhxx13nPVNdG4Qf19d+xk3gRBCCKFkyt2HaN1qrV2mecw6xtjVqu5U vagU8BlSjWTlT7TleUe2SXRcBz5D96srfQYdQ6HfN0+a2GfiZ5/ZeRNdjKRy sVC7fQYTb911553x9ZrkM8TGTajHcc748TaX4nMTJ7737rs2x8FdO+7Y7fUZ dH/ap0d89QI7cJalu+a11HhUxzdorr2r0eCXjmfRz5JKx0loHOzG+js15zPo fArufXD/b+h3qsbDOi7Cv1zPleZFXHjhhbaegeZKuDEt/hi4LfNN+Pcb9Bl0 3Iv6A6eddlq8Dofbv/oaGvs7f0PPjfoMrh6Cf78d8RlcfQY9B7rfS83/q35N MtdTc7UZXd+0Bom23flV/jqQ6hvovt122h7t+8Xm8+DGrbj1dc4V9ZdcHgt1 IBFCCCGUDLl7junmXkrnf3dzaHX6N48I+gx6X5ooho1KHN7cOj2dS9HdeRr4 DMmR32fQnAGNqZ+I5WK719Vf0OX3xX7D1thT52LQZc/H5puoM583jck1Ttdl +p3jPL5c8x76/QQdg6DbXmtiK/9yHe/gfFEX32pdf61Bqd7DT7H6jOozuHkk XB3I11591dZ2UP9DPQf3uXdtcFKfwc1T6c9z0O8Kl/v1rW98/g3XX2/XvdDE qjrOQuO7ykAdxTacZelqn8HuNfbevfLKKzZ3X3MVPvzwQzsWReNSjaX193P1 IfT9feedd2wcrbkILu9Bf4PXMQ7qU/jHTeh2Wj8h6DPo51Hjc/0d37XBP4ZD PQido0K312MG8xT8PoP6GG49/2v+42mdS+2bnneV9ut6855o3K91HNz1ox6L 1pTUOTLUY1epz6DLXP6Af7/Tp0+37XzkkUfir/33v/+140mcX+N8Bhfvq2+m 0v1r3Qf/3BZ6rtUz0e31PPuPpXL/9+r1rNvqd5vK+Q06L6i+B3rdunOh50iP od5FsDaE1i1VL0ffj+C5QwghhBDqTrn7Dnd/0yX3IRH0GVJ53ESqg8/Q/fL7 DDru4E+HHSYP3H9/k9d13kdd7mJLzaX/x9//Ln82y/xzA2g+g8aO6hXouAnN TdC6kjq3g9ZIcPHbM089Zfen3oGL01T6O7QuP9/Ea+636jdM7KfjL7TOwnnn nGOXaX687l9zEiZPnmyXaT6C+gTqCRwTGzeh22lbLjCxmsaT6huo/6GvHXXk kfKZibGdcmbMsB6JjrXQORyd3jUx47HHHGPHYxxnHv/y5z/Hx2r05LyW7vj6 PafxsP4urzG+jl3QPIFzzLnSmFfjYx23on3X7z+Nu3WZjiU415wv/Q1d417N A3A1G50HcIzpb9Bn0H1oLK81IdTfULn/Y/Q90G38+fyJ5tl0xzjSvAd6nJZ8 Bs2N2G677eSrWG1O1wYd06Feg9awVB9B/RPtv3oFTjouRGN0rYkQ3K/W/dQ+ 3xPL0VFNmDBBfv/739uxKCrnM+jclVtvvXU8T0HPpZ5f3V69GK13oZ6FO4+v vvrqCn13f2uuhLbp09i153wDHdeoc3a4eqXunGoeh75fWotBvxPdOdKxIbrM jWtBCCGEEEqmgrWjOr/D6PkMzeUzpAKpOm6CfIbkye9HvvP22zbu+uSTT5q8 rr/Pai1IN6eBxoU6vl/zHNzYA43J1GfQWF1zCtSb0FwArden+QO6XHMCdP7L /5nYSevc6Vh+V2dQ9cUXX9jjv2ziPRfjqQ+hv5OrB6JjKLQ+5ZzZs+XBBx6Q xx97LJ6roL/F63HUU7jl5pvtb956/L9fcIGt0aC+xCcmftTfv3UODN1e8x6c FplrTOe7UI/F5X+5OP71116zsbrme2gugMbT/nPXhrMs3eEzBKUxqbZT8+x1 /ILOV/mpz0tR6VwKOq+x+gxaj1Bz/fX3eV1XP3MqjX11vILOsejeB///JTrv 4tlnn21zDVT+ugH6+7vG+/5z2ORM+OZ41LEX6i0l8sLd39o+rcXg4m93HB0P oh6E9kFzIvT9dmMr3DrqVd16663ynK9WqdvvggULbL3Ijz76KH5MzZnQ8Qsu R8A/RkHb4Ob9VOl3k+5bx2Ron/Wc6DyaWrdRfbDm+qNt0nkidFt/W9Uf0fa4 uTLd+vq65gfpe+Y8Nf0MqafhzylBCCGEEIq0IugzpPK8lvgMKCzS8Qs65kDr z2oMqDGa/haucar+Hqz5AJea+Ne9l+1VdSzeTSSNWW+//Xabo/BpzCPReE7b MDOW56C5D2/4fuvuiDpWA1KVHJ+hXS3qhs+Sxu76G7vmF3RnvYCW2p7s74j2 HM+tq16V1ndYFpsDpb1t1joRmhPhxpJQmwEhhBBCkRc+Q6h8hlQHnyG50s+M xubBuCXRcrfMxd46j6XOnavjKfQ3c83n1td0HLzmNvz1hBPsb8W63M3b0Jbj qBL9Ju4/tuZX6DF0bMVTTz4p8wsL7T40R0FzEbTu4yknnxyvu6Db6fbB35t1 WXC5a5d/vfZfh8nxGfx5BYmeB5e5v13f/f1y5yJhbwLnTcdA6GdUc1d03IbL EWgt/m3pGP726vvV3DXg/90/0fESXU/+7YPvbaL3X58H2+CvS+H+bm57f19U +p2mtRVcbQjX9ua2dde6rqP5PTpWRMdtuNqQfC8ihBBCKPKKoM/AuIlw+yjk M0Rb7j3RnHGdA1JrIuj8EFoT0s1JofUNNM9hemw+g468j81t42I8rSGpXsax Rx8t5559tvzbxLznmlhM6y1ozQbNqWgpBmzL8Tt+/SU3n6Etbe3sZ8ltr3NH 6hgKrfug9RLUS0o0T2V3qie/F9p7bHdedHyF1mRo63789Su1BsYXsRqmfCci hBBCKCUUQZ+BfIbogs8QDbn3Zf78+XaeS63bcM3VV8t1JubUegf/ff11O5bC v253SMdMPPzQQ3LTjTfaOTNvv+02eebpp+NzUvScwjduorPy+wxaJ+Cmm26y dRQT1XREKypRPk9b5a9pghBCCCGUEoqgz5DK+QypDj5DNKWfvarKynjM6ZSs 90+Pq7FYMCe+59SMz1A+T6Q45jN8Hy2foSXxOUUIIYQQQu2S32f46CRzf5wv UvSrSBk+A+AzpLv8Y9b96sx4hfbIjZEPLuv5OnkBn6G23HxfFomU+n2GWyLp M7j33NUXQAghhBBCqN1q1meYI1KxRKQGnwHwGdJdbgx6T71fPX38FeXzGeqr PZ/BjpsoFCnOEVleIPJDNH0GhBBCCCGEOq0m4yZO9u6Pi6Y3jptQn6G+Cp8B 8BkQisufz1DtGzexQGRZrvc9+uOt0vDyH/AZEEIIIYRQ+sn5DB+cKPLJySIl s7y8X/1drmqpSHWZlxfcUIvPAPgMCFk1eN+HDc5n0HyG4pjPkCdSOkfkx9vx GRBCCCGEUHrK7zN8fIqXx7AsJ+YzFHn3z/gMgM+AUKMaYj6Dy2eorRCpXi5S vtAbe6bfnz/egc+AEEIIIYTSU03GTZxi7o/niyzP836Xq17m5QPrfXQ9PgPg MyDkyeUz1DX6DFUl3lgzzQlTn2HKg9Lwyi5SU1UhPfm9iRBCCCGEUNJl7pVr zUP9+yeIfH6uuT9e4M1tWbnI3Dcvj+UzVHv30/gMgM+AkJfPYL2GOs+Dra3y atnoWDPNCVMK3hZ5ZWepL/za+9bUnDCEEEIIIYRSXQ3enGX1ZYtEXt9bZMr9 5v640BtbXLHY3DeXmPtnN9eErtsQu7/uGaWDz1BYWBh/dH/7nyda1trzjmwT bFNnj+vQ9w2fAUVeDbF/6utiNRp0bssyLweszFzbJbO9Og0fHC/y3lHm67Oq p1uMEEIIIYRQ0mR/lfvqCpHX9hBZ+L1I6Wxv7ITWZtD7Zusz1Hr30yHyGfwx eVfGw8mIw5tbp6c9jmRAPgNKGTW4OSfqvLkta7RGQ4k3H3DpPM+vnf+FyKu7 ibx7hMjcT2Pz99TGqAEAAAAASBFi97jqHyz6SWTieSIvbCOS+7JI2bzGXAa9 Xw6OmWgIj89APkN4fRTyGVBayO8z1NXExk6UefNOVCzyxk5oXsP8r0Q+Olnk lV1EXvqdyIvbGrYDAAAAAEhNXtlJ5O0/iRS8Ze6H53i5DBULvVyG6lLPi7A1 IOu8++kejgnTIZ8BnwGhiMjNORGcd8LWaSj25p5Q31ZZPlNkzkci058Rmfao yC+PiEx92PCQrRfZhKkAAAAAACFlhXtXcz9r72sf8e5zf31SZNbbIkXTY3XL ZntzTFQujdVlqPDGHLt5JhrwGZLhM6Q6jJtAKaN4LcjYvBNap6G+yssDU59W /Vqb1zDPy2uw37PzYnkOs7x6uzoHptZxUIpjLAMAAAAACCnFeU3vW909rd7f xu93ffe/msdQWdQ4XkJzgBtqms4zESKfIVXHTaQ6+AwopeS8Bv/4ibpKz6fV +jaVxd5clzqPj/2+nSVNvYUc85jjPQIAAAAARAl3Hxv3IfIb/Qa9/9W6ZXo/ 7M9jsOMlakPjMajSwWdI9XET+AwopeT3Gdwcl65Wg447qy7zvFudh0LzGyoX e56u5o6Vz/dq7pYXNqUMAAAAACDErHDvOt+7v7W5C4u9ud7t/W+JV7/MegzV 3n2ym2MiQj5DVOLw5tYJtimVcP3U9y03NxefAaWOguMn4nNdVsf8Bs1tKPe+ Y63nsNx85y73ajgomkdWBQAAAAAQMeL3sXpfq/e3y2LjI8q8+98mOQw1sfvk cHkMqubqM/R0DN0d8XiqQh1IlHKKz8Pjy2twuQ2uPqT9fo15Djr/pX2MeQ/x RwAAAACAKOG7n7Wegnus9H5v8+cwuHtk8XkMIYkFW6sDmSokK3+iLc87sk1L xyWfAaWkmngN/nkofJ6Dy3FQL9c+BnBeBAAAAABA2FnhXtZ/n1vTeP/bJIch fB6DqrV8hqjE4c2tE3zEZ0AoYmrwf2/Gvkel3ve96s93COQ9AAAAAABEjSb3 tXW+e153D+x+hwufv+CUDj5Da30Kg1fQkeP6fQbGTaCUV0PwuzSQ5+D3HQAA AAAAok6T+1z//W+4PQZVa+MmohKHN7dOW7yTKPQPnwGhBGrOewAAAAAAiDot +QmBp2FTOvgMif7uruP1xLlh3ARCCCGEEEIIobAoHcZN4DMghBBCCCGEEELJ UTr4DK31KQxeQUeO6/cZGDeBEEIIIYQQQigMSodxE/42pRLkMyCEEEIIIYQQ Cptay2dIBVJ13IQDnwEhhBBCCCGEUFiUyGfo6ni4p8dNpKrPQD4DQgghhBBC CKGwKV3qM6Qy+AwIIYQQQgghhMKi1vIZIPzgMyCEEEIIIYQQCovSwWdg3ARC CCGEEEIIIZQcpcO4CXwGhBBCCCGEEEIoOUoHnyHVwWdACCGEEEIIIRQWpcO4 iVQHnwEhhBBCCCGEUFiEzxB98BkQQgghhBBCCIVF+AzRB58BIYQQQgghhFBY hM8QffAZEEIIIYQQQgiFRfgM0QefASGEEEIIIYRQWITPEH3wGRBCCCGEEEII hUX4DNEHnwEhhBBCCCGEUFiEzxB98BkQQgghhBBCCIVF+AzRB58BIYQQQggh hFBYlA4+w/z58+OP7m//80TLWnvekW2CberscR36vuEzIIQQQgghhBAKg5zP MGvWrCYxeVfGw8mIw5tbp6c9jmRAPgNCCCGEEEIIobAoHfIZUh18BoQQQggh hBBCYVE6+AyMm0AIIYQQQgghhJKjdBg3gc+AEEIIIYQQQgglR+ngM6Q6jJtA CCGEEEIIIRQWpcO4iVSHfAaEEEIIIYQQQmGR32fQmDUVcwD8ORapBD4DQggh hBBCCKGwqblxEz0dQ3dHTN6VYzw6sk0i76Mzx8VnQAghhBBCCCEUNqVDfQZ8 BoQQQgghhBBCKDlKB58h0d/ddbyeODf4DAghhBBCCCGEwqLm6jOE5Tf7zm4T fMRnQAghhBBCCCGEuk/p4DO01qcweAUdOS4+A0IIIYQQQgihsCkdxk3gMyCE EEIIIYQQQslROvgMif7uruP1xLnBZ0AIIYQQQgghFBalw7iJ4O//qQY+A0II IYQQQgihsKg5nyGV8HsRqQQ+A0IIIYQQQgihsKm5cRM9HUND+/wGfAaEEEII IYQQQmFQIp8h1QjmafiXt3d8Rme2Cbapq45LPgNCCCGEEEIIobAoXeoz4DMg hBBCCCGEEELdr3TwGVIdxk0ghBBCCCGEEAqL0mHcRKqDz4AQQgghhBBCKCzC Z4g++AwIIYQQQgghhMKidPAZqM+AEEIIIYQQQgglR9RniD7kMyCEEEIIIYQQ CovSIZ8h1cFnQAghhBBCCCEUFuEzRB98BoQQQgghhBBCYRE+Q/TBZ0AIIYQQ QgghFBbhM0QffAaEEEIIIYQQQmERPkP00fkm8vPzJS8vDwAAAAAAACAU4DNE F/UZ1CuaM2eOFBUVydKlSwEAAAAAAAB6hCVLluAzRBz1GfQ91L+rq6ulsrIS AAAAAAAAoEeoqKhIeZ9hwYIF8Uf3t/95omWtPe/INsE2dfa4Dn3f9D3UR31P y8vLAQAAAAAAAHqEsrIyG6POnj27SUzelfFwMuLw5tbpaY8jGbh8BnwGAAAA AAAA6Gmcz0A+Q7h9FPIZAAAAAAAAIAqQzxB9yGcAAAAAAACAsJAO+QypDj4D AAAAAAAAhIV08BkYNwEAAAAAAACQHNJh3AQ+AwAAAAAAAEBywGeIRv/wGQAA AAAAACAKpIPPkOpQnwEAAAAAAADCQjrUZ0h1yGcAAAAAAACAsOD3GTRmTcUc AH+ORSoR9Bk0rwGfAQAAAAAAAHqS5sZN9HQM3R0xeVeO8ejINom8j84cl3wG AAAAAAAACBvpUp8hWcfriXNDPgMAAAAAAACEhebGTYTlN/vObhN8xGcAAAAA AAAA6D7SwWdorU9h8Ao6ctygz8C4CQAAAAAAAOhp0mHcBD4DAAAAAABASDAx KHSQ8rKef//aQDr4DKkOPgMAAAAAAESBstISKa+okIqaGqmorYP2UF3jncfS 0h5/H1t9n9NgXstgv7rT10imB+OgPgMAAAAAAIQb/T2+VCobxP4uv3zOLFmW N0OWzcwxzIA2UDJvjlSYeK+yrl7KQu41JPIZwjQ2oLPbBPuTSgTzGfAZAAAA AAAgdMRy/qsaROZNeEp+OGxvmbTZYPl0ZAa0lcwM+WJcpkz+6x9l8aSPpEok 1HkNzY2b6OkYGtoOPgMAAAAAAISVsrJSqWpokNwbLpVPh2bI14MzZMqoDJm2 NrSVXww/Z2XIl4MyZOI6A2TOs49a3yaseQ2JfIZUI1XHTZDPAAAAAAAAYUbr MVQ2NMi8CU/Lp8N6yeRRvWXm+n0lb91ekrdOBrQHc85mrr+SfDc8QyZtOEiW fP+1VNTVhTKvIR3mtcRnAAAAAAAASDI6XqLC+/uHP+8m3wzKsB5DromZoePk mXP4xcAM+fWiM6yHo3Uvevy9DoDPEI3+4TMAAAAAAECkMLGmzpGg9QsnbT7U jpXIW7fn4/Sokzemt/wwopd8u9e4xjkoQkY6+AypDj4DAAAAAACEDvUZamtl WUGefJrl1RjIC0GcHnVmjuklP43IkC+2yZSKqqqef58TQH2GaPgo5DMAAAAA AECkwGfoZp8hK/Q+A/kM0QWfAQAAAAAAQgc+Q9r7DKmcz5Dq4DMAAAAAAEDo wGfAZ8BniCz4DAAAAAAAEDrwGfAZ8BkiCz4DAAAAAACEDnwGfAZ8hsiCzwAA AAAAAKEDnwGfAZ8hsuAzAAAAAABA6MBnwGfAZ4gs+AwAAAAAABA6Quoz5K3f 17CS5K7bu/uPp8dYr4/5uxc+A0QKfAYAAAAAAAgdXeUzrGti9DGxeF0Z08d7 3sE4fcbADJm+eobkZOq+u9NjMMfINsdbK0F/1u2474DPEA4WLlwYf3R/+58n Wtba845sE2xTZ4/r0PcNnwEAAAAAAEJFV/gMY3pLTpYXq88YGmOYid9HdDBe H5MhC889RhZfdbbM2nkDyc3O6FTM35I3kjMyQwq2HSnz/rST5K7XV3JHx45l zoP9O018Bn9M3pXxcDLi8ObW6WmPIxmQzwAAAAAAAKGjsz5DLFbP33q4LLn+ Qil7+2XLskfukNn7jrWvqQfRZp9A4/v1e0ld8RJRLTzveOtZdCY3onlvpJfk b5Ml1b9MloaKCim64+p4W/PW6yt5G63a4XEbUfMZyGcIr49CPgMAAAAAAESK zvgMGqsPz5B5R+4udYsXSCItf+Jembn5cMkZ3btxbEXQc/Avj/kM1TOmSkNN jcw/9U+SM6K35P2mn63ZkNBv0GVu+Zg+3nqamxCvt9DLjuXwlvdpbPuIDJm9 ywbxtpa9McHzGcz6xXdfL5Xffy3z/3aoPX6u1opIYZ/BH5N3ZTzc0/kM+AwA AAAAAABJpqM+g8bp2ZoPkC21swtsnF5bOEeK7rhGFv/7fCl7/814/D57v628 OgvreGMpcuw4COcxGEbFxliMasxnqJk53W47/8wjba2GGUMMg2L1GtbzeQ3r esu8Og69rO8xPba+3VdsXR3LYZevldHoaWiuwuh+snD8UbLsiXtl9t5bevsx 56H8w7fs8RddPl6mr2b279qGzxC6OByfAZ8BAAAAAABCRAd9Bh1XoLF84bF7 idTV2dyDOQf/Nu4FzBicIQvGHymFJx3o+QomTs/bZIDMPWQHyd8+y/MUrFeR IflbDvGWjxvm1WJYv3fcZ5h3zD5S8NsxsujCky2zd93I8xDW8eo+6Pazd99U Zu2ysT3u3EN3kMWXnCYLzjpS8jbob9fVeSsKTzpYFl92hmnv3o01H8f0stvM 3HQN6zHkbbiKXZ6/1Qip/PJTkfp6WXLjZTJrp81l9p5jvRyJNnoN+Azh8BlS HeozAAAAAABA6OiMzzA4Q+afeIBIQ4P1GuYdvrP8umrs9d/09epBOk9gnd5S /vE70mBioeK7r5XpgzyfIW/9laXsvdftcvURpq9plm/UT2oKcsx+RcrNa/XL i+O5EfXLiqTojmvN/layORBzD/m9eX2ZVE3+Tkpffsqs0BBft/KbSdZ3qPj8 g8aBHKadJc89Irnr9rEexcyxQ6Tyf19KQ3WNFB69u8w5eBupLy0x69Xa1Ruq q6WhplpqC+dJwe/XtvUm2lIrImo+Q6rWZ0h18BkAAAAAACB0dGbchFm/YPtR Urug0AvhlyySpbdcbmtCas6Avq51FWwOgFm/+tef7XrLHrrFjmGw9RY3XlWq fvrOLtc8hLjPkD+j0VsoWSalb7wkNTNz4ssWnnOs/NovQwpP2N/6EU61ph8V n3+4Qp2Iqh++keopP8Sfzz/pYOuT5G8z3OzXO9b8E/aTgh1Ge+2srvL2N3e2 VOdMk8pvPpf8bUe2uaYlPkM4YNwEAAAAAABAkulkHcgZw3UOyuOkobKiMWVg 8UJZ/uwjMnvvLWSG1l1Yu5etz6g5B5r7sOz+Gxt9ho1WtfkEunzxxac2+gx5 v3q1Gd99TQq2H23j+/wt15KqH7+162quQk5mXyk8Yjebi6BjHJY9dqfkbbi6 5GatJCWvPG3Wq7ftWnzFWWb7/t7cEtOn2nWXP/eIzbXI33otb5nZ54LTDpPp a2TIzM3WkOppkz3v4/LxkjtqVTvmoz1za0bNZ/DH5F0ZD/f0uIlU9xnIZwAA AAAAgNDRRfNaztn/d1L66rPSUFUZ9xsazP6X3HCJlwOgPsPP33v5DA/c1NRn +O4rL6aP+wwrxeszFB6/v635oHkRus2Cf57k5RksXCAztxwk8/64g5fzUFYq MzdZ3asNYdZbesNFdnlNzjSvtqPp1/TBGVLy8pN2ecmLjzf6DDN+scuszzCw l52Xonrqj3bZokvPtPtrj8cQRZ8hUT5DVOLwlnyGVId8BgAAAAAACB1d4DOo B6B5DRrPz9ptY1n22F1SX1wU9xsK/3qA9SKqpv6Q2Gf4/utmfYb5Zx4hOcNj xxjaSwqP2zs2lmK55G81TObGfIaG0hIp2D5Lckb3khlr9ZKF/4j5Efk5krdB P+tzzBjWS0peeLQVn8H0f8P+Uv3LT57PcPl4e9x0nNcyVUiWr9ETHgw+AwAA AAAAhI7O+Aw6J+Vob24JWxtxvd7xuSZm77+V1MzNt+MRSl58zMb0bizCsgdv lumDenl1IDcZIJXfftGCz3Ck5zPo3BGDe8v8Ew/0xmYsXSL544bKvMN29HyG slIp0PoJo8zxh2XIwvOPb/QZ1u9r57DUupTallZ9hg1WbvQZLjsr7XyGsIwN 6Ow2zf3dXcdL5rnBZwAAAAAAgNDSUZ9Bx0tonUcT/2v9RJ3zMWd47LX1esuv q2RI+Udv2hoJJROesDF9VawOY/Hd18j0ARnxOSLdeIpEPsO84/b15qxYr48d P1F0343Wu6gpmGlrSM770x+a8RlO6JzP4MZNXHamPa5uny4+Q9h+s+/MuAl8 BgAAAAAAgCTTIZ+hl8fo3lLy0hM2Htf5Jwt+v67k/aa/5K7dXwqP20/qi5Z4 vsL9N9pYvfzjd20NRp1nMm/TwZI7qr8U3fEvaait8epA+ueb0DqQZlnxg7eY uH81c6y+UnjUHna8hGr5U/fbOTQLj97LzlVpx00E8xnM9rUzZzT1GXTchOZY vPBY4jqQbtzE9CnWIym+70abRzFz41Vj/cZnCFsc3pLPkOjv7jpeT5wbfAYA AAAAAAgdHfEZ1o35DOv0lZLnH4nXYZC6Gqme9rNUTZ3cuGjRAin4v3Wtz7D0 +oviy3XuyOqc6eKXzgvhfIbauQWN+1hQaMdWuBqT9UVLZfYem9m5IQqP9eo1 SE2NFGyX2egz/N2rz1A3b1YTn6H0lafs8tJXnvF8Bp3XMj/Xy2c4488yXXMX 1ukjZe+97h1rebFUTPrItnfWDuvYOhNtyW2Iss8Qlt/sO7tN8BGfAQAAAAAA IAl0ZtzEKEN2hiz656lSPfUnaTDxtFN9aYlUfPaBzN53K7tO7tp9JHf91aT0 zRdM8F/vraR5BS89KcX33yS1C+bJwrOP8uL8DVeSyu8mWa+h/IM3paG6OrbT eqn+5UeZe9iOkjPCqzs595DfS23hHKnJnWbrQuaqz7BWhiw4/c92n5o7YWtH 6BycwzJk2X9ut8v1mOo75G852PoIukxrTOo62t45+24tNTm/xPujHsfcw3ay 9S7t/vAZQhOHt+QztNanMHgFHTkuPgMAAAAAAISWztaBNOu7uSbmHLCtLDjz CMusXTeyv/3bOSU1/0HXHeXF8DqmQsc16Pp2naxYrYa1ffuOPc9ZK0Nm77G5 LDz3OCk8ek9vH/6cArfd6EDbWlue4FjxZeqhaLt/01fmn/JHWXDWkVLwf+tI bnavNs9vGWWfIWy/2Xd0m2CbUgl8BgAAAAAACC1dMK+l/X1/XS/+1xwBJe4v +H/7X9eL0zXfQMcseH5BK7H7GC/m1/V1O29Z+2oydght09reGAzbn6z2bR9l n6GnY+iujseT5Wu05XlHtkl0XP9r+AwAAAAAABAqOuszNPEEett5ISwt1TAY 08fOT9Fmv8Dut6+3XXf7C0Hi/Wl7Dcio+Qxz5sxpNoaNQhze3Dqp7DOQzwAA AAAAAKGlK30GiKTPkMr1GfAZAAAAAAAAkgw+Az5DCvsMqY72E58BAAAAAABC BT5D2vsMzY2bgPCDzwAAAAAAAKEDnwGfIYV9BsZNAAAAAAAAJBl8hrT3GRg3 EV3IZwAAAAAAgNCBz5D2PgP5DOH2UchnAAAAAACASIHPkPY+A/kM0YV8BgAA AAAACB3qM9TUyvJZM+WzdfrKVPUZ1u35OD3qzBzTW34ckSFf/m4dqaiq7vn3 OQHpkM+Q6uAzAAAAAABA6FCfoapKSpcslm923tTExr0kb93ePR6nR528MX3k 22G95KdjD5DK2jp7nnv8vQ6AzxB98BkAAAAAACCMlJWVSmVdvUy/4myZuGaG 5Ky/kuSt26vHY/WoMtOcu1/HrCSfDc6Q2Y/fJ5UiUl5a2uPv84rvOz5D1MFn AAAAAACAUKK/tVdVS2nhXJvTMGn1DJm2Ti/JW6+P5P9mJclfH9rCTEPumD52 7Mlnq2bI5OMO8PyFigryGQCfAQAAAAAA0otSzWmok+Lp0+THw/eSiZl9ZNKg DJm0GrSLIRkycfTK8svZx0npwgVeDcgQegwKPkP0wWcAAAAAAIBQU+qNnygv WS7z3/mvzLjhEpl24aky7Z/QVnJv+7csmvix9RcqampCOV7Cgc8QffAZAAAA AAAg9Ni4uMLWFKg21EC70HNWWd/g5TCUhddjUPAZog8+AwAAAAAARIWy0lIp W77csAzaxfJQ5zA0eY/TwGdYtGhR/NH97X+eaFlrzzuyTbBNnT0uPgMAAAAA AACEDb/P4I/JuzIeTkYc3tw6+AwAAAAAAAAAySMdfIZUB58BAAAAAAAAwkI6 jJtIdfAZAAAAAAAAICykg8/AuAkAAAAAAACA5JAO4ybwGQAAAAAAAACSQzr4 DKkOPgMAAAAAAACEhXQYN5Hq4DMAAAAAAABAWGgtnyEVYNwEAAAAAAAAQHJo LZ8hKnF4c+sE25RK+H2GmTNn4jMAAAAAAABAj9NcPkNPx9DdEY+nKuQzAAAA AAAAQFhIh3ETwX51Z/5EW553ZJuWjks+AwAAAAAAAISF1vIZohKHN7dOc393 1/GSeW78PgP5DAAAAAAAABAG0mFey3TwGchnAAAAAAAAgDCQDj5Dor+763g9 cW7UZ8jPz5e5c+fiMwAAAAAAAECPUlJSYn8LT+VxE6nsM+ij+gzqMeTm5kpR URFeAwAAAAAAACSdiooKG49qfKo+Q2FhYUr7DKmK8xn0/dOcBs1NWbJkiX1/ AQAAAAAAAJKFjpfQ8fz6G/js2bNl/vz5PR4zd2csnor4fRR9/9Qzcl5DQUEB AAAAAAAAQFKYNWuWjUedx6B+g/4mHsxlgOjg9xr0/dUcFQAAAAAAAIBkoT6D 1mTQfPtU9xiC4yf8y9s7PqMz2wTb1NXHVdRr0PdU/QaHvs/+v9vzPFnbuOep 3tZk9y9KbU31/kWprXyGw9O/KLWV6yY8/YtSW7luwtO/KLWV6yZ9+xeltqbT Z9iP5jD4PYZkxsPdEYc3t066+Qxuub6v6jkAAAAAAAAAdDcag7Yl9k0VnyFd 6Mr3rzveiyhdN93V1jD6U2FpK9dN+vYvSm3lMxye/kWprVw34elflNrKdROe /kWpranevyi1NZ0/w26Z/zmkDry3AAAAAAAAkEzSJQ51/Qyz5xMlfyps/YtS W7luwtO/KLU11fsXpbbyGQ5P/6LUVq6b8PQvSm3luglP/6LU1lTvX5Taymc4 PP3rjrb6XwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAgEYWL14cf3R/+58nWtba845sE2xTso6b7LYmu39RaivXTfr2L0pt 5TMcnv5Fqa1cN+HpX5TaynUTnv5Fqa2p3r8otZXPcHj6F6W2psJ1438dAAAA AAAAAAAAAAAAAAAAICy4vIYo55ZEqa3J7l+U2sp1k779i1Jb+QyHp39RaivX TXj6F6W2ct2Ep39Ramuq9y9KbeUzHJ7+RamtqXDdBB+j+l5Eqa2pcN2kynsR pbamev+i1FY+w+HpX5TaynUTnv5Fqa1cN+HpX5Tamur9i1Jb+QyHp39Ramsq XDf+1wEAAAAAAAAAAAC6GnxIAAAAAADoKP4cCwAAAAAAAACAzuL3GxL5D8Fl rT3vyDaJvI9kHDfZbU12/6LUVq6b9O1flNrKZzg8/YtSW7luwtO/KLWV6yY8 /YtSW1O9f1FqK5/h8PQvSm1Nheumub85N6lznUaprVw34elflNqa6v2LUlv5 DIenf1FqK9dNePoXpbZy3aRv/6LUVj7D4elflNqaCtdN8DGq70WU2poK102q vBdRaivXTfr2L0pt5TMcnv5Fqa1cN+HpX5TaynWTvv2LUlv5DIenf1Fqaypc N8E2AQAofDcAAAAAAEBH8XsOeDCp54dFqa1cN+nbvyi1lc9wePoXpbZy3YSn f1FqK9dNePoXpbamev+i1FY+w+HpX5TamgrXTbBNAAAAAAAAAACdwe9FAAAo fDcAAAAAAEBn8McUifyH4LLWnndkm0TeRzKOm+y2Jrt/UWor1014+heltqZ6 /6LUVj7D4elflNrKdROe/kWprVw36du/KLWVz3B4+heltqbCdeN/HQAAAAAA AAAAAAAAAAAAACAsuLyGKOeWRKmtye5flNrKdROe/kWpranevyi1lc9wePoX pbZy3YSnf1FqK9dN+vYvSm3lMxye/kWpralw3QQfo/peRKmtqXDdpMp7EaW2 ct2kb/+i1FY+w+HpX5TaynUTnv5Fqa1cN+nbvyi1lc9wePoXpbamwnXjfx0A AAAAAAAAoLM4vyHKnk+U2prs/kWprVw34elflNqa6v2LUlv5DIenf1FqK9dN ePoXpbZy3aRv/6LUVj7D4elflNqaCteN/3UAAAAAAAAAgE6zcGHKs8iwEAAA AAAAAAC6nSUV5YaK1KW8XJaVlkpJSQkAAAAAAAAAdDNT995Hft1zL5lh2dOw Rwz/890Dr+0ZeO5fHtxu98BrweME/94rsK57vnvTY++1u2878/deezbZfroh Z489Tf/2kwdPOU0uvPhiufiii+QiAAAAAAAAAOg2fhoyTKYOHiK/Dh6cgIGG NWMMDLym2wxKgHt9UGybgQm29687JLC+f5m/HQEGxXD7iv/tbT9t0BCZMWiw /Dh0Lblgi3Gyw847y8477SQ7AQAAAAAAAEC3MXXU2jIjO0tmjjJkZ3uMcmT5 cK+NMoz2yB7d+LdF96G4dUbFtostHxUkO7Ze8JjB42cHGBk4jmubW3+05Jm2 FZjHqYazNtlUNt9qnGw1bpyMAwAAAAAAAIBuY0pWluQYZmZlyszMkR5ZI73n dnnsNfu6f5kh08T2WX50WXC5W5bZuJ+s4DH8zzMDfydihG/b7ATtzZY8Q4Fh SvZoOXuzzWXLbbeRbbfZRrYBAAAAAAAAgG7jZ+szZDf6CJmxON96Dtk+n2Fk wCvITOAzZHvLgstX8BmCtMVn8NbJy/S/FvMUMkdKU9+hqc8wftPNZItttpZt tt5atgYAAAAAAACAbmOqicVnxP2FxryFPPu80WfIywx6Ai6293sRmU29hsyA z5AZ2CYz6Ck0/q3egd9TcM/zmvgVzmdY0ZPIM4/5hinZo/AZAAAAAAAAAJKE 9RmC/oH6DC7HIR7nZ8bi/kaPwcb3mTEfwT+2oolvkd24TsxXyHM+RuZIn4eg YyGG+543ehtNnmc2+gh5Ln+hSbtG4jMAAAAAAAAA9BAJfYa4P9A0zyE304vf 3Tq5I7Mkb6SvDkOWP2/B4X89Ua6C5zHkZQ6P+QzBnIXA83gNCd84iZGBtmdm WQ8i34DPAAAAAAAAAJA8mvcZshp9hpHOZ8iK+QyeZ5A7wjxfoRZD0Gfw1Y1s khvh9xGczzCiYz7DCP+4DS/HQvMxPJ8hG58BAAAAAAAAIEk0+gw+r8Ffa1Fz BUY0jkVorLXovILG2osz42MtGsdfNI3/g+MbWqoNGawBmcBrcDUkMrMDr2fG xk2MlCnZWfgMAAAAAAAAAEliqonHZ8S9giyfzxDzFkYaRjStybBi3cVm5o7I 9D/3+xeteQ3B2pDNref3OJruN8+QnzVCpmRnyvhNN5UtdH6NEJxvAAAAAAAA gFRmqonHZyTMU/CNcRjp5Q14f3vew4q5BQF/odn5KRJ4CplNvY0V/ImEHkRw Ts3gfBMjyWcAAAAAAAAASDKez9A0ds/LDNRSiNVXSOwzBGs/JqqhEMxLCPgH wZoOLfoM/lwGR9BnyMJnAAAAAAAAAOgBEvsM2YF43pfnEJiDoumclVlNyVaa yzkI5jMEnjc7HiORV5G9wnPqMwAAAAAAAAAkn8b6DE3HJeRlBnMJEuQWxOot 5mXHfIXhwyV38OqSs2Z/yVmjv+SuvrL3OHg1yRs21Bt/kZ3djHcQ9BacXxH0 HYL5Ds5naOpL4DMAAAAAAAAAJB9vvgmXrzAy5i80xvF5MZrWc8yK5THoXJeG tYZK3pA1JG/wmpJryBmyumENyTXkDDHLlMEDDWadYYMkb+SIWA2IRLkL/vyH mP8xItOXL6HzWLo5JhKRFW93vtl2SvYofAYAAAAAAACAJNHoM2TZugyNNSCz Aj6DL+fBjZXQWg1rDZOcNVaRnIGrSv4GG8rsnXaXuQcdJvMOP1oKjzxW5v35 KJm71wFSsMXWkjt8iOQMWMl6DnnDRzTWZmh2DonYMUdmNq33MDJ2/OA4jfh2 +AwAAAAAAAAAPUGjz5Ad9xk8ryE7Pv4gz+UZ+HIKtBZk7pBBkjtwdclbZz2Z s9f+suTiy6Xk2Rel4vOvpGryFKmeOk2qfvhJyt56V4pvuE0Kjzxe8sduJTmD 15Cc1VeSvBHDvBoO6iFojsOI4Rb9u0l9x+A4iUzfHJxNxk9kNWl3vnmOzwAA AAAAAACQPLz6DP5Y3tV7HNl0rIJvHgkdW5E7dKClYMutZdG5/5DSl1+3vkLd 0iJpqG8Qv+rLK6QmL18qP/9Siu+4V+buc4DkDhsoM1bpLTNW7Sc5/fvIjJV7 S85q/Sz2b7Msd42VY16Ez1eweQ2+XIdmyDPr5Bu6y2fYxkd7XmvP660ta+9+ W9umOdqzfmfPXUfX7UjfV9jHNttYgs/9y9ryWluO0dbjtPd4La3j30eQzn4e AAAAAAAAHPH5JjKb1mDIG9HUZ3DjKey8lkMH2VoLs7bdXpZc/m+p+t/30lBZ 2WgsNDQkxqhuyRIpefoFmXfAIZI7dE2Z0b+35K01SGauv67M2nJLKdhiS/P3 GHMcc4yhAyR30Ope7YcRI7y8iuB8F83MSeHlM3TPuImtDFua2EwZl+D1cb7X t2pp20B8t43vdd3Hb8dtJb/bapxss9VWsWXNx4Nuuy0S7Lc59BhbxLZpji19 +/Ifo7l1g/1NeFzfNi2t354+jWtnG1Y4lp5jc/3p37/73e8s+rcuGzdu3IrH M8vca7ptW4+j62+xxRZ2m9/+9retHie4XVvW0X0F2+Taq68HSbQ+AAAAAABA R/F8hkCcrjkLI5vWTLDjKcxj7lrDJHfgAMnfaFNZfMkVUv3rdGmoqor7CC2p oaZG6s26tfMXSMlzE6Tw8GNk7l77yaIzzpGia66XZXfeK8vuuFeKrr5BFp19 gcw78FCZucFvJHfNVSR38ADJHTHCN7dmwBvJbDqGwqvPoPNNZHetz2Disd+Z +H+vsZvLvptvKjuZGM2/323N638wy/Q1Xef/AnHh78zzPcaO9bY1Md52vvhO 4+Mdtxwn+262qRy54YZyxvpjZPx668pfzTk4aJONZVezvu4/kXehnsTu5nXd 7y6B/SbCO9aWsr85VnMcaNhji7H2mPG2m+f+dQ6IoX9rf3doIQ5WtF3aPl1/ v803k99rnN7Cuntvvrlpxyamb7F2JOiXLtdzo+3Yx+zzty3sszl23HFH2W+/ /eSYY46RM88806J/77///rLTTjs1njdzrO2220522WUX2WeffWS33XazfkFb cwJ0X3qco48+Ws444ww566yz5Nhjj5UDDjigyXGC6PH23Xdf2XXXXe3xg76A Pv/DH/5g19l9991l++23j6+jbdPX9t57b9sfPb7/ca+99pIddtiBvAYAAAAA AOgSpmZlBea1jM1XGaiJYOs0jBhu55PIyx4lC08+XSo+myT1VdUtGAsN0lBf H3+sKZgllV99LVWTf5bawvlSOekrqZj4hdQWzJa6+QukftESqV+4SOoKF0hN XoGUv/O+LLnsKpmz48429yFn0AA7V4VXKyIwV0Vg3grPZxjR5fNaaux75MYb ydtr9Jf/rdJHrhk1skmsvOfYsXLN6JHydf/e8u6A/nLW+mOaHPf4DTeQCQMH yNdm23+NzpLdzfrutR3HbSn/GjVCJq7aV2b07S2zeiu9JL9Pb/lu5d7y4FqD bGyux3L71EfNS/jzJhvLk0MHyv/695HbMteSfU183lI/ttp6G/nnOqNkcr/e 8stKfWSq4Rcf+ny64cVBq8tupo16zL9usIE8P3g1+dlsM823rv49uV8feW/1 leXidbJlZxPzJxxPYs7dwZtuKveNGGz231u+799XzlxvjM1F8K+vf2tewsGb biLvrr6KPRdPD1lTDjTv47aB+Hob60WMlQeGD5ZfzXqfr9pPjt5oA7t9W99v 9Rguv/xy+fjjj2XGjBkyc+ZMS05OjkyaNEmuv/562XnnnW3crnkB6i/cdddd 8s0338ijjz4qhx56qGy77bbN7l/jd91WPYlbbrlFvvzyy/hx8vPzJTc31y7T 19RHCHoI6ivcfPPN8t1338l9991n/QJtR9AX0D7oOo8//rgcdNBB8dyH//u/ /5PLLrtMPvzwQ5kyZYpl6tSplp9//lk++OADufjii237XHt7+nsJAAAAAACi i39ey6a5AYGcgexsL9Zfc1WZvf0OUvL081JfUpo4j6GhXuorKqR2XqHUFMyR uuJlUl9aLpUTP5eia26Qohtvk5pZs0Xq6qR+2XKpXbxE6kpLV9hVvVlWMyNH lj/ymMzdZ3/JHTFMcget4Y3paOKLuHYG60COlCnmcbyJbbdoR9zZHG77wzfe SKb36SOSkSEvD1zF+gMah2u8fPRGG8oHA/pJg3mtynDniEGybXy8wzZyxaiR ssQsrzRcnz1SdtpyC9nCLN9z7ObyqM752TfD7lcpMSzJaHw+v1eGTBi4mj2G i6NdTH7SBuvL/1buI3VmvRcHryGHmBi9pfoP6jPcMmJ4fN/N8U3/vjanQPt3 yTrZJpZvfK0m1o+G2PNaw68r9Za7Rww152Sc9T+22bpxPMj2Jn6+fO0smdHH W7/e8MBaQ2weRrB9+n4dafo5q7e3bn7vXvLvUSNt/shWvn3+ftxWcu6YteVH c1xdr8hw2npjWn2/NZbWMQP6+/8DDzxgY+969cSMSs11t3Tp0vh1+Msvv8it t95q1x07dqz88Y9/lHfeeUdqamqsN6G5CeoFtHScgw8+WJ5//nkpKCiI71eP sXjx4vjzvLw8eeyxx+SQQw6xYxlcvK+5Cc8++6xt35tvvikHHnhgk9cd9957 r13ns88+k8MPPzw+HkLzJLSP/mNVVzf6g7qN+g1PP/20HH/88S2OzQAAAAAA AGiNeB3IrJGywvwNTXIGsrxchhFryfwjj5fKb7+P5yysYDPU1Unt/PlS+vxL UnTLnVL237el8stvpdw8Ft90mxT9+wapeO9DqZmRKyWvvCZFt94uFZO+lDrn WwRqOtQuWSLLH3tSZv9hF2+OC9OOoM+Qlxl4Hh830XX5DC6m33vzzeSr/ivZ +PqDASvb3++9WgLbyjljRtvYuC6jl417nzQx/7ZuH2bb20YMsV7A4l4ZcuZ6 65pttrax81WjR8rSWLy+2MTUb62+itw1fLDcOnKYPDN4gEzrq75GLxvLPzRs kOymYyh8bTp5g/Xk65X7SJl5/ZkhA+WQzTZt1We4PnOE9QqqzX4/WrWfPDp0 gDwxZDXL44ZnB69m8zV2jMWdV4zOlJw+GfYYk/r3kcfN+vcOHyT/Gbq6ae+q MjfmCeT16WX6to7N82g83ta21sTTQwaY45n1evW2x/5qlT5y5vrrJsxnOHyj DWVG3172POsx31q9v/VjnMeiPsYfzDEeHbqmLLZ+Ry/rxZyyftt8Bh2LcO21 18oSc32pZs+eLa+//rrNGbj99tvlmWeekenTp8uiRYvk4YcftmMM1Gc47LDD 5K233rJ+hPoNRx11VLM+g6J5Arq/iooKe5xZs2bJhAkT5LbbbrP+xYsvvmg9 BlVJSYlcd911dpyDy5FQn+GJJ56QsrIyeeWVV+wYi0Q+wx133GHb9P7778tf /vKXuM+guRjqMyxYsMB6Gx999JE88sgjNu/hvffes3kVqqqqKnnuueesJ9JS fgYAAAAAAEBLNPoMzddUtPkBw9eydRlmrreeLL7wUqme9mvzPkN9vdTOnSdL rr5e5ux7kCw84xxZcslVsvzRJ6Xio0+k7LW3pPi6W6X4+luk8C9Hyexd9pCy F162uQ0r7kz9BpEas7+lF18pBRtvatth58D0eQtNxnlkjmzMZ+hin0FzFnbd Yqx8sHo/G1N/uUo/2X/zzezrW2yzrVyRPdLmMUgvz2d4dY0Bth6B2/6hoYPs co3Jj9tgfdnUxKcnm8evTdxeYZaXGp4bPMDWOvit1oLQ36O3HCdXmhhft6k3 sfRP/frIP9fJtq9vHWuT+gzfrNxHys32z7bDZ1DPo8TE5uetM8rGrb/fapw9 pmP72DHU07jctGFmby/H4pbMYaaNY20bdJ1dttxCHhg2UJaafRUbnjV92H+z zeKegPoMe20+Vj5cbRXrG5TYfIhe1j+4c8QQ2TqW8+HP0fjLRhtKTt9e8fyJ n/v1kj9tvJHd17a237rPzeWzVVeKr7PAHPtvbfAZlPPOO8+OM6isrLTxt/oL e+65Z7w+o8b3OhbhpZdesrG3Gzeh+Qxvv/22jfvffffdFn0GXV+PM3nyZHsc 9TQ070Bjf3cc9SHUc9B8A431J06cKKeffnp8vIW248knn5Ty8nJ59dVXm/UZ 7rzzTtsmHQeRyGfQY2tuxvnnn29zHPT4WqNBx2uoz6E5DnPmzJF77rnHvp5o bAYAAAAAAEBrtMln0Lh90KqS2z9D8jfaSIpuvl1qZs1J4DM0aBK2zWeoW7Zc Sl+YIItOP0fmH3GczN51T1k0/nwpffoFWX7vQ1J40B+tx1B42BGy4LiTbH5D /bISkbp6r6aDb5eqOhNjlb/1nl3fzj0xdM1YrYZEPoNXs7K7fAYd6/DUkNWt LzClX1/52wbr2zqMyu0j1rK/09fHfIZJq/STEzb8jWw3zqsP+fygNW2c/V3/ 3vLnTTaUTbfdzo6lKI2NO3hlzdXkiI03jMfmetwtDfuZePr+tQbKwl5eTsPz g1azNSbdeI3O+AzLTWw+fsxoGbvttua1pnUpXRv8PoPmDtyYNdzWXhwXW0fr Jhxv+jlxtf7WO/jvGqvKQaYNbr6K/4uNb/i1bx+ZrfkaA/pKQW/vHD0zeA1b W9O1rTmfodD0/crRWda3cWMmtFbmr337tNtnUF/g/vvvt7H18uXLbb6A5ilo XO7QONvVT3Q+gsbu7fEZNE7X+F/9A8010DwC9SzcPBXuOHrsp556SoqLi62f cPfdd9ucgq72GbQmw9lnn239DTc+Qvt39dVX23oUKq1Jof5DomMAAAAAAAC0 RlOfoTFObzIGwcTUOatkmNh9hMw/8lg7/qG+qHiF1IO6ykqpnTNXKr/7USo/ nSSljzwlSy66Qhb+7Swp/PNRsuCk02Tx2f+QhX89VRb86ShZ8o9LzOuX2bkl lt/zgFR8+InU/Dpdapcsbeo1xHIkaubNk8UXXyEz11tfcgb2k7wRw3zjO5r6 JHlZ2d68llld6zNofKvx/bXZw6WgT4bMMbHydaNMzG1iskM32VheW3M1+1v9 j/28sRGzzDo3mJhcPYZDN91E3huwmvUnNA7X+RzUI7hh5HDrHWgexFXmHOtx NG7313pUjtpoI5myUl8bT39k4vldY/F2Z32GZaadZ41ZWzbbbnvZys4hua1l K988mkGf4SbTp91ix9fXt9tqGzl7vXXku1gbdIzDwbH+6XycmvugtSW075+u 2l8uXHe0vDOgn33++aor2/qYLnfCP24ir28vWwNieUYvu9831ugvf9lkIxlr 2qd5JOr3aP5EcayWxYI2jpvQGF5jfpXmEYwfP947tm7nwz/fpT5vr8+g8byO uVDp+IvmjqPbn3baaTafQKX1GHRbN/9lV+czaO1L1w5dR30FrTWh+uGHH5o9 BgAAAAAAQGt481oGajPYmH2UzRHIXWuwzR0oMHHkonP/LmVvvi21c+ZJQ/WK 80xofYWKTydK0ZXXSvG/bpSSBx6VohtulUVnni/Ft98ty+++X5Ze+m8puuo6 KX1+gpQ8+JgUXX2jFN14qyy7/V5Zcum/ZNk999v5KBpqa5uOnTCqr6ySpdfd LHnZWTKjb4bkDR8qM0e5GpZZNochL16fIeYzdPF8E7ae4bitbN3FL1dZ2cS/ GbbmwL5jN5cLTOys9QvmmVj35pHD5NuV+1n/4OVBq8qeW4yVs0wcPtnE4RoL 3zVisOwxdgs73uChtYZYj6GgTy85Y7217fiLRPUK9jDH+Lq/5zN8YmL1PWLz QHTWZ9BY/5HBa8i5Y0bJ39fJln+skyWXjB4pJ274G9nFtNv6Hlt7PkNeH6/W 4sNrDbTzbuyz+eby5003lvPHjJa3Bni5DIsytH9D7Nwb2j6N+XVezin9vFqN E9ZcTfbffKxcPWqEnU9jkTkfd5v1/xDLz3B1IK3PYM6J1rv4rq/nJRT09nIv Nt52eznO9HnaSt4YjO/N61MMC8zfp7biM2jsrL/ha10ErYGosfcRRxxhay8k iqvdsvb6DLq+xu96HK0Z+eOPP8qRRx65wnFcrUidt0LnoVC98MILdq7J7vAZ dByH27fzGXROCvU26urqbE3ME044wfYJnwEAAAAAANpLo8+QGY/Xdc6GvJGZ kjtsqInlh8ns//uD9QKqp00XEzAlnmNCGqS+otLOdbnk/Itk6cVXSdmzL8my O++Thcf/zfz9gpS99Y6UPPqUlL/9ntQWzLIexMJTx0vJU89J+VvvyuILLpal V14jVd/9kNBnaKiqkmV33Sf5G25s5yzIXbO/N4bC+Qx2Ps7uGzfh0LkU9zEx /3/XWN3OmfDxav3kwM02kdtGDrG+wrSVeskxG24or5p42tZwWLWvHLDZZnJD 5nBZaGLqGX37yPj11rV1EjXHYcKgNaw/8PkqK8nxCeZk9PsMk1btOp/hhpFe HUitL6k1KOeZGL7QsKC3V2Ph9TUHWC9B5/JUn8HVgVRf4tuVe8nTQ9eQ+4cP tWM4Jvf15p7Q/n84YCU7J4ebg3K7rbaWU9Zfz3oKerz7hw+0OQ6HbLqp/G9l r86FztGh/dHleiy/zzDN7Pu5QSvLl6v0tb7OTZkj5Ldmn/9Ye7TNrdA5P58e vIr8r38vma8+QyvzTWj8fOyxx9p6iFqbUb0CHcvQ2u/37fUZdJnORaF1GXXM xBtvvGG9hOBx/D6D+gAq9SbUC9CxDc5naK0OZGd9Bh2roevoXJuXXnqprdEQ nGMTAAAAAACgNRL7DFmSu9ZQO69DwRZbSvFtd0p1Xl7T2D+R09DQYOewrPjq Gyl54jlZdsd9sviCi2Th8SfL8vsfluI77pHF5/9Tim64WcpffUMWnX62FB56 uBTfcJuUvvSalD33kp37snbpUruvFfZvjl/x6aeyePx5UjB2nOQOXMWwemye y6DP4OabyO5SnyE+d4KJ/54atKaNkX/tl2Hi6g3lySFr2Oefr9ZXDtpsE7lv +CAbV/+0cl85ysTMTw0ZYPMHNLY+YLNNbaz/R7Pei+Y8qz/wZf++tpZDT/gM FbHajCWxWpSal/DmGqvI/7N3H3BSVdcDx0UUsWNEulET298kdqMx0UQTo7HE hl3EGkGiYkFBEbGBBUWDICggvffepffey+7SFlgWtrCFZev5z7m7b3gzO7sz szu7b8rv+/+fz8y8et97k5V75pZmXnmGbTVPcLeB0H4Kmp/ILskv6PL5rvK1 vLg4h3Kdjj/g2k9zLH3q1THtIPaZPEFd+ZurDvzg7/5PltcuzjOsq3WSPHH5 Ze62E1eVjM9g2jPUOEG+a3iufN24gRx0bTuhzunymuscvev9yrSd+LZhPfng wiayplbgeYZHHnnEzBWhbQS0/n///fdXSZ5B2y/oNrqtnk/3rWieQcs6ceLE Mue1rEye4eabbzZjUeqcFJpneP/9983YFOQZCIIgCIIgCIIINjzntTw+pmJc 3XNl5wUXSdLTz8uxlaulqLCgjHYM3rkGkfw9eySt6/ey/8HHZH+zF+RI/8Fy bM06Sfv6O9nztztk34OPSuagoZI1YrSkdOwkB55+QQ6+8IpkjZsohYcOlxqb wX7wgrQ0ObZ6raR16yWJ9z4g8b++wMx1aXIN2t+jkTU+g5VnOD/k7Rms+L7+ OaY9g/aDePfCX8vUM88w9e8h554ld115pbzjWhZ30gkSV7OmdLigicw9rbhO /csZteT2q4vHULzNVRfsUb+umetR2xK8/pvzy+k3caUsOv3kKuk38WPdc6TV by+S1hddIK+XxJOXX2rm3NR97O0ZNAcx11WOrg3rmzYP2udD78Pak2vI+67r /LPWga+z+j/c4Crbb2R9reK2DHquhJonypLap8iqWiebcRf0enSci88b13OP +XC1Lc+Q6Lq/eu4XL7nEvE9wlWHKGTVlw8nF7TBe+82F8qqr7FtPqmH6Tbzs J8+gdWudV8LqN7Fu3TpTL9e6fln9JqwItt/EnXfe6e6PsGXLFmnWrFm5/SbK yjPoHJSaeyurrJoP0HktK5pn0M9azvz8fDNW5AsvvGDGn3T67xNBEARBEARB EJEXmxo38cgzmBxDg3oSX6+u7LnpFknv+r0UJCV79F8oS2FGhuQsWiIpHT+R fQ88Kon3PSwH33jH9IvQdgoZ/QdJ8tvtJPmd9yVj4DDJnjDFtHNIbvWG7H/w cTn07vtydNYc0yZCisrINWgxCgrNPJeZI8dI4r8fNm0Y4s47V+IbNnSPZ+nO M4RwHEjPuF4+aVLf/J6ubQDGnF1bNp1c09ShP7igkdxyVXGfiKlnnW62GXvW Ka4684mmrj3qnNNM/V3zDFqmzg0bmPYAmmtof34jM8ahVU+3ft/XV53TcXWt 4vYMv5xW24yd4CvPMOzcOvLQ73/n3s8e113nexzIVy6+QC531SuvvOF6+cMN N5jQurqv+SZSSuaivMtV13368ktl6hmnmvMm1Kxh8gHF9+daM3eFlu29Xzc2 /R203YT2G9lx0glmDM2d2velZvG4C5qrWHDaSfLIFZfL1dfdcHwcSNcxdbwL zV888PsrZKFrm/QTiseI0FhRu6ZpS6JjX2gORNs7/KecPINVN9d+AtpGQB04 cEBatGhh6ts6PqT3OJBap7fmePSVZ9C+EVon9x7bUc+jOYKffvrJnEfr+TrW 4x/+8IdS59HQun1CQoLZVsdn0H2t8Rn69etnlicmJpq8huYq7Me4/fbb5eef fy43z6DjXXqPA6nH0O0076L9SJTmMjTnwbyWBEEQBEEQBEFUJIrzDE2O95to 2Ejitc7eoKHs+/cjkj15uhRmZPptx6DyXXX/9P/1kF03/kX2/PUOM49lasfP 5FDrdyS5dRs50re/5CxZLlnTZ0vKZ1/JoTfbSUr7jyTlw09Ne4a9t90ph9/7 UHI3bZXC/HwpM6tR0t6hIDVV0rp8K7tv+JPJi8TXr1cyv2UjM2ZDVY3PYMV/ L75IltY+0YxLsKdGcf+BZbVPkSeuKB6bQOdP6HleXfMbvrb9zzJzMxbX0f9i m5NS6+GpJX0PRp99hjS94v/MOAXXmHr+9XKl61XHW+xR/1eSdGLxvJYjzznN 4xhWnkHPMejcOmYeTK2r2+OakryBr3kt37zofLnKVee84bprS+UlNLznm+jS uL78Q+u6ruU6X2XiicXzSs457RR5+vLLTF8L3f+Oq66UXq7vk+ZQNJ8w9Jwz pP0FjaXjBY2k468byqdN6suCknYeOi5Ei99eZK7d3p5B8wwdXee+/aqrTZuH 3WY+zBpyoEYN6dKorln+pqsM213bHgygPYOGtj/Q8Qh0fIb09HQz94T2R7By Chr6/rbbbpPHH3/ctEvQ+r53nkFfH330Ufe8FPaw+hx8/fXXZlsdo0HnnrDm jLSf58EHHzRtFlJd32ndtkePHu55LbWsmkNQOmdF69atzXGtOTH1VfMXS5Ys kYyMDNM/Q/uFWOvs7Rk2bNhgttW8iFUGvbaPP/7YjEGpbSbmz58vd999N3kG giAIgiAIgiAqFMV5hsa2uSYaSnzdcyWhYWM58MQzkrN4uZnnIaA8w8FkyZ40 TVI+6iyHO3wqh9//SA63/cDMZZl4z0NmTsqjc+ZJ1rhJcqDZi5L0fEszXkNy y9fk4HMtXOdrLqmffWXmxSzIzSs7z+AeFzJXsmfNcR3reUk4/3yJO+9XEteg gS3P0Cjk4zPYQ+dtHOiq05t+AzWK2/9PO+NU93yTV19/g3zmqhdnmX4FxetX n3KimZfippI66NWuaOaqT88+/WSTr9AYXudMM36DzkWh/St03obPGjcw82Rq /Xp1rZrSxnUMax5IK8+wrHZxewadP7LZ5ZeYfhX/KAkd20HLdZPWHa+71sxf ac8zvHHR+XLlDTeUeY98zWup5dJ8wIO/u0Imn3WKGddBY+ivzpB/lNyD/178 GzNHRra5N7XM/JV/uvY6+cs115r5QXU8x271zy0uhys6u76DOnaDfXwG7Svx SZOGcoNrWz3XopIxHTaeXFOeuvxSUz69H8HkGbT+/frrr8uKFSskNzfX5Bq+ /fZbueOOO0xuwYqOHTvKggUL5JtvvpF//etfph1B06ZNTX5B8wbaBuDll182 7QH+8Y9/mNBj/P3vfzdjHmhd3coB6Hk0D/DDDz+Y7a1z6HG7d+9u1uk2Or+k tq+w6vha1m7dupl1ek7tU9G8eXOzr+YQNG8xePBgycnJMbmEPn36yL333mv2 884zaJ8Ibc+g59cy6viXX331lZlPU/uQ7Nq1y/S/YGwGgiAIgiAIgiAqGp79 JjTP0OB4nuHxZpKzcImZRyIQOtdlQWqa5O3a49pvsWT06S8ZQ4bL0fkLJfXL rpLc4jU59FobOdzmPUl+/R3JmjZTsmf+IqmffC5pnbuYz7lbd0jewUPF7Rn8 9NPQcSHztm4zuYydv71E4urWMX0+jucZGlfp+AzanuDLhg1MHbqoRg2TT+h3 3llmjEirnUGbi5qYunnBCTWkyMyrcJoZE/KPtjrcn1x1bp0Xcn+N4jYB+rv/ clfdfMQ5p8vAX50lM13188SaJ5ocQ5bps1BXbtUxEEraDGhd/z+X/taMI5nj 2kbnjVhcu6bMOPNkd+j4kUN/daZpa3DTtdeYsmmeIb+k30TrAPMM8ScWz1up 7RnuKOm3oTmT5y+9WDbUqmnKuOWkE037gj+7rqtrg3NNmTU38WmThu7+InpM 6x61/u0FsunkGq77WEOmnHWKPOMqo/Yd0X4TcTVryF6TZ2hgyvAX1/4D655l xrKYUOc0kz+52tzn82VbzcDGZ7BC69KfffaZaUOg9u3bJ3PnzjX9KbSvg/aJ 2LNnj2nzsGbNGjPX4+9//3vTVmDKlCly5MgR075g2bJlMmPGDNOOQGPevHky fvx4k3/Q/hka2l5AcxlK+2lomwHNDei59Jy6TOnxOnToYHIU9rYEr7zyiixe vNidS9C8he6rbSB0ufaJUNu2bTM5CGtOSs1z6LwRmmfQc2ieQts0jB49WiZP niyrV682fTE0x6DHHjBggJnzU9tSOP23iSAIgiAIgiCIyIzjeQbbGJD1zjP9 JhLvuk+yRowpHi/B1o7Ab77BtVnejnhJ793PzEN5dPosOdLjJ0lq/pIk/vM+ 2f/o03L4vY6SPWOOZI4ca8aCzBw9Vgp0DEjdv6DAjAXpN8/g2i5/5y5J+fAT 2XnJ5RJvxoOsVzI+Q6MqHZ/Bqt+3u6CJaYOg+YG4E4vb91vtDLQerb/fa1uF wpJtxp59pvzdVT+/3us4f7vqKvn4/EYmv2Btm18ybqJYx695gvSod4488Lvf mfq5ff8XXfX8pbVrurf1Fbtd5Wtz0QWuuvo1Zp+vXPdKSsZGeOvCJn7zDB+d 39DkQjRv8G2jeqa9hK7TvIG2TfipXh0zdoKYsRZqyuNX/J8MPqd4Dg7t+/D8 JRe7+23Y7+P9rrq7ztWh1605jPYXNJI/3PBHM/+E7qfzWnRq3ED+WLJ988sv lfdc5dVrvsnkdK6Xthc1MdenbSJeCSDPYI21oG0JvvzyS1m1apX7+6b9FtLS 0tzfM80x6G/+2pdA2zNovwmtox87VnY7H92/U6dOps2A7qN9E7p06SJr1651 b6P5Cz2XRddpWbSef3XJ+JtWaNuFd955x+QX7OXUvIFl48aNJm+iOQprPgor z9CzZ093LkLl2+aOycvLM202tM2ENa6D03+XCIIgCIIgCIKI3PCcb6I44hs0 kLjz6sruq6+TlA6fSv7efcUVkrLmgfCo/Gu7hjzJ3bJN0r7rISltO0hmv0GS 2WeAHGz5muy99Q7Z/8BjktblO8kcNlpSO3eRw+06SPa8BVKYkSVld5bwcSpX XenYqrVy6NU3ZeeFvzVljmto9ZtoUtJvouryDFqX1TEIx9Y5Q2adXlv+1/Bc ecxVt77e1lZB6+Lvu+rEk84+Vea4ttH3ZZVD68s6nuGoOqfJvNNOkaW1TzHj PSw+9RSZfGZt6dSkgen7cPX1nmM6aj1fcw9dG54nU8861ZRl1hmnesTs00+V /nXPctXRLzPtLXQMBJ1fYqbruBPOPt2M5+g9n6b39b502SUy+NyzZEydU+U1 175/tdVHtX3GU5dfLj3rnyNzXecfec6Z8ugVl8sHFzQ2c2P0P6+O3FnS9sD7 HDe6ytPikt/KRFfZJ515qrS85Ddmnop7/vB7c74RvzrDtf5i1zmKczdWO4hr bMdoftmlMrDu2TL6nNOLx5IMoD2Duec6jsaNN0qbNm1k1KhRsnDhQtOXQkPf 6+/+Wr/XsRms8RS0X8Qnn3wi48aNk5kzZ5q2DPqq4y9arzqOo7ZB0DYT1nm0 jUHbtm3NftqeQXMGGlrHHzt2rJlLUts+6Dl8lVOPpXNFaL+JRYsWycqVK005 9b22r2jfvr3Z33s/zTu88cYbZj4JLauGVVZtszFo0CBp1aqV+9yMyUAQBEEQ BEEQRGWiOM/Q2CPPkOD6bPpOuNbt/3dT0+9B8vL9V/yt+r9r27z4nZI5aryZ V0LnoczduFnSvvhG9t3+L0l66jk5OnOO5G7aIlnjJ7u2GSrH1m+UwuzswJMM LoWZWaZfxr577pf4htoOo75tHMjGJf0mqm58Bg2tX2v/iVuuuVpudr3qGAL2 9ToWwk3XHN/mJj993rUtxC2u+rvWye///e9M/uCe3//etHf4k/aTKGN/HXfy Ztt5fIW2ObD31/hjybn+4rW8vLLpMXT7G0v6bHjfi5v1mNcUH1PLpNd7a8m5 yx2XseQ+Wse22j3Yz+d5X0vvb217QwXGFdA8gtbjdVwDnc9BQ9/rMl3nPQ+l LtO5IK3Q+RvsocusOSi899NjapuF+++/34yPoG0qtM2B93m8Q9fpMTUfoGXT eS6efPJJcwwdg6G8eSit/ayy2V91uXdZCYIgCIIgCIIgKhrH8wyN3XNCmjxD fVedve6vZOfFl0vy623k2Jp1ItqfoaCwuGNEeVFYKIWZmZKffEgKkg9LYfZR E9mTp8nhdh9I2rffS37ifjOOY2FamuQfOiwFGZlSqLkMf8cuCd03d8MmSX71 TUnQPhN165p2GPHueS2tcSCrbnwGK64xcXwOSO+4NoBtPLb1+q3eWhbQviXn 8R3XeRzjWve21/k9tufxy97efkz758DL7nlsf+fztX9FnqF97gZtd6BhX1bW 9uWFv/18nTuYcmpuQMtp7pOf/csrL+M9EgRBEARBEAQRyjieZ2hyPNfQqDji 6tWTuHPPlZ1XXCXJr78t2ZOmSu72HVKYE9i4kN7yU1Ikd/MWydu9J5juER50 P81LHJ09Tw63/0j26JyW59WT+Hr1i8vduPrmtbTC1zyQZW0T7PG8o6L7lbV/ MOUKZHtf5wr0HL62q8h9q/Bz1L4WXu0PyvqN31pXXvg7T6DbV6acgZY5FP87 IAiCIAiCIAiC0NjkqotvN20YGhXnGho1loQG9jEh68qOOmeb+Rz23d9UUj75 XDJGjJXsWXPl6NwFvuMXe8w/HvMXSc7CpXJUY661zvZq39/n+/mSNX2WpPfq I0nPt5Cdv7/a5Bc0H1KcY7DyJU1s4zM0ktd+97uA5h8gCIIgCIIgCIIgCKJy 4ZlnKGnP0NAap6GJGecgvv55ElfnVFd9/ley84orZc9fbpPEO+6WfXfda4t7 XHF38eudxZHoir3m9W4T++95QPbf97Dsu/eBkvV3m23cYY5Rst9dxeG9zZ5/ 3CW7rr9R4n99oew4t47EnXeuxDc8Pq4EeQaCIAiCIAiCIAiCcC6K8wy2HIPH 3BPF4zZoH4T4BudJXN1zZMc5Z8iOs06RHWfWkrgzXKGvZ55SEvr+ZNdyK2p5 hmu/uLNPdUXtkm291ruPYQuv45hzn+Xa/9yzJa5+PTP+Y/HYj955hsbkGQiC IAiCIAiCIAiimsNzfAZ7jqFknAb7HBQNG0j8eb+S+HPPlLhzzpT4OmdI/DlW nOkZdbzCvU63Pf34fu5t9L19uRVnHn89R897luv8dSS+QT2TS3CXuVS/ieob n4EgCIIgCIIgCIIgiOLY5KqTby+pmyd4zG9pzzE0tLV1cEUTjcYl4dqvyflB ROOS/a1jnF9yjMZex2zitY/9XI3dY1W6y9SoyfHQPEOjhiV5hqqfb4IgCIIg CIIgCIIgiOLwzDNonb2Bq65e/3h+oVFJmHEhPfMOpr+Cjhvprt/rPA8NTVjj Snrv45m7KH2O4tyB19wX5tW2jXufRrZyN/LIPdCegSAIgiAIgiAIgiCqP3zn GRp41v/LzTNY7Qgae+UZSvpalMoz+Mg1uM/hnTuwL29oa79g/9zYM0dR0teD PANBEARBEARBEARBVH+48wyNbP0mXPX2eKseb28j4NFPwfpcsl+j4jYH8SW5 Bo9cROOywp4fsOciysozNBRfbRc8ljemPQNBEARBEARBEARBOBVl5RniGjUW e/+FeHddvmS5xxiRtlxASW7heH5B+05oNLblEhofz000buRxnuP7NLbNI9Go eF6JhrbtbW0ofAV5BoIgCIIgCIIgCIKo/jjeb8LeJ0Hr6Z7zT8R75wjM+/qu 5Q1sOYjifERxWPkDW86gkXUsq8/F8XYSnnkJa1ljW56iOKxxHj3HcCjdL4M8 A0EQBEEQBEEQBEFUf2xy1eWL8wze81k28dFvwrN/gpVjiLfV871zBqXbKthz CI1L8g4NTBwf08Ea97FRyefGHuNNHt+35HgN7fNaWuNEaJ6hkWxs0oQ8A0EQ BEEQBEEQBEFUU2y65DLZ7t0Hwj2+or88gz2vUJE8QxMfeYZGtjzD8fYPCba5 LbzHfIhv0MiWZ2jilWdgXkuCIAiCIAiCIAiCqK5YdtOfJa5efUlo0li8x1nw nE+yoS2fYM8H2MZjLDW3pGeewTtP4XNMR/tnn/NLlMyV6T0PRqk8Q8OSfhPk GQiCIAiCIAiCIAiiumLco4/Jrvr1Jb6Jvc1B6fEWfI/P6DUPRKMmHvkCM56C zzEevOeb8BrT0WMuTPs+x/MInsvtY0ccb8+wi/YMBEEQBEEQBEEQBFGtMaRb N1l7ycWyq0E9d64h3jbWgXv8xZJxEjz6RXjPWemes8Ian7Gs+SC8xldwj7nQ yNZuopGPfIJ1TCuf4D3nxPE5Mo6PA8n4DARBEARBEARBEARRXQEAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADnFBUVucPp cgSqsLAwZMcq6/r9nSMc2a/Bfl3h8Hz9caJ84X5PAAAAACCS+Kp7RkJ9NFSi 7VoDuZZout5Q4Z4AAAAAQGgdPnxYEhMTzaudr9/z7cu0fqafrbArKCjwWO9r mYa9jrdr165S57Jvp/tbOnfuXOax9H1aWprPcvmSkpJirv/gwYMe5SnvHL6u 39898N7f3zX6u8e+bN++Xfbu3Wve6z3Q9xr79++XzMzMUtsH+wy99/GVp6rI /Sjrmfm7x5W5h3pf9H4BAAAAAEIjLy9PBg8eLL1795Z+/fqZV/2sy50wevTo gLd95plnyl3/4osv+j2GXueQIUPMdffv318GDRokY8eODfgc4UbzRF9//bXk 5OSYz3oPfv75ZxN6fb169ZIlS5Y4XMqyBfLMQknv05dffmnyTAAAAACAyhsx YoSpW1t5BX3Vz7pc66w//fRTqX10ma7T34hnz55t8hO6bNy4cXLs2DH3dl27 dpWFCxfKgAEDTP3WWrZ06VIZOHCg2UdzGklJSe59+vTp436fn58vkydPlr59 +5pzzJ8/3+xvadGiRZnH0vP95z//Ma/Wucu6ft0vNzfXvWzPnj0BnUPFx8fL xIkTTbl//PFHGTlypGRlZXncg/L293eN/u6xt+7du8u6devcn/Ue2O3bt09e fvnlgI/v6xlqewDdR5dpuRctWhTU8YJ9Zv7ucWXv4cqVK6VHjx5l3lMAAAAA QOBat27trmNbbc318xtvvGHqk1999ZUsXrzYvb3WKbt06WLWDR8+XMaPHy8Z GRmm3jZnzhzp2bOne9unn35axowZI8nJye72+rpM99G6pbaRX7BggXz44Yfu fZ544gn3e60XDh061Oyvoe91f4vWScs6lp5P1+urr74CZV2/dx+A8s6hdN2B AwdMXVePo/dH6/r2e1De/v6u0d89ttPrfO211zyuQcs/Y8YME9OmTTNtGvSY gR7f1zPUPJSGXre2A9B6fTDHC/aZ+bvHlb2H+txbtWpV7vcEAAAAABAYrWdb v+1a/db185tvvmneHzp0SNq0aWPqd7r87bffNstUy5Ytze/RWnfV35q1bb5u a9G2AN58LXvppZd8rtfjl7e/92/13sey/25fFu/r95VnKO8cWjedOnWquQf6 e/qwYcM8yu3vev1do797bLd161bp2LFjqfLPmzfPhPaX8B6LoCLP0FeZK3M8 f8/M3z0OxT3UXMe2bdvKvC4AAAAAQGBGjRpl6l9WXVvzCfrZPk6C1tH0N2EN HcvA8sUXX8jMmTMlNTXV7K+/bW/atMm93l5/tC+zz/Ggr/a6vH2fTz75xLRp tyxbtqzUtuUdK5C+/nr92obf3o5+586dAZ9D8xT6+7r+Vm79Pm+/Bn/7+7tG f/fYTsextPJD9vOXpyLPsFOnTqbvg8XezySQ4wX7zPzd41Dcw7feesv0KQEA AAAAVI6Ox6C/D2u/d/2tV/uv62drvAatB2ZnZ8s777xj4ujRo+46orZr0NyD tlPXdvS6n/7ubPH127S/Zfb3Wm/W8ugYjfobtOY7ytrW1zIdP0CvS/cti7bF 1zEa9Bz6W7nmHLSNfaDn0DEj9fh6/ZqD0fxMMGX0d43+7rGdtsd499133WNn WOcqb66GijxD7cOgZdZ8lIb2q6jM8fw9M3/3uDL3UO+T5h3atWsX0FweAAAA kYJ/2wAxrCjAqGL6O7HVZ94XzTVo+KL1NN3Xe8x+X/3d/S3zXq91SP0d+8iR I7Jq1Srp0KFDUMfXOqbWi/1JT0831+A9r2cg59DfyfUcei6tt5Z3Pb6WlXeN lrLusbfly5d7jKUZ6JgDwTxDpf/d0uvVeUB9/TesMt8JX8+svHusKnMPNb9k bw8BAAAAAKg4exv2spYF8r6qyqa/lWvfBv0tulu3brJjx46Qn6My11HZe+Dv GityfP3tfu/evQGfP1jl7VMV3wl/x6zMPdT7pPNXAAAARJtdu3Y5XQQADinM L5SCvIJSoctF60dWVAN/9cdg65cVWea9Xvtv6G/VGjk5OUEfP5g8Qlk5l0DP YR9zIJj9y7tGf2UpaxvrOMHU+wN9XvZ1VfGdKC/35eseq4rew4rcJwAAgEjQ rFkzp4sAwCHLPp4v058ZVypmPjdBZv9nkjtSNh9yuqhhIRbqg7FwjVWNewgA AGKdr3m+AMSGMX8fKL0bdfUdDb9xx+4ZCU4X1THev2VHo1i4xqrGPQQAADjO 1/zsAGLDyFv6yYDLu/uNnZNDOy4BAAAAgOhFngGIXYOv7CX9L/neb+wYudnp ogIAAACIEOQZgNikYz0GkmPQ2DJgvdPFBQAAABAhNM+g84/7moMcQPTKOXw0 4DzDhl6rnS4uAAAAgAhBewYgNh3ZnR5wnmHNt8ucLi4AAACACKF5hh9//NEE gNhxaG1SwHmGFZ8vdLq4AAAAACKE5hnS0tJMAIgd+xftCTjPsLTDXKeLCwAA ACBC0G8CiE07p+wIOM+woM0sp4sLAAAAIEKQZwBi07bhGwPOM8z971SniwsA AAAgQpBnAGLTpt5rAs4zzHpxotPFBQAAABAhyDMAsWl1lyUB5xmmPTnG6eIC AAAAiBDkGYDYtLTjvIDzDJMeHOF0cQEAAABECPIMQGya/+aMgPMM4+8a7HRx AQAAAEQI8gxAbNIxFwLNM4z+W3+niwsAAAAgQpBnAGLT1MdGB5xnGH5jH6eL CwAAACBCaJ6hoKDABIDYMe7OwQHnGQb/oafTxQUAAAAQIWjPAMSmkX/+OeA8 gwYAAAAABELzDNOmTTMBIHZoG4Vg8gz5R/OcLjIAAACACKB5hsWLF5sAEBsK cguk/8WB5xg0clJynC42AAAAgAhAvwkg9uQcPhpUjkEjKzHD6WIDAAAAiACa ZygsLDQBIDakx6UGnWdI25HidLEBAAAARADaMwCxJ3lNUtB5hsMbDjpdbAAA AAARgDwDEHv2LdgTdJ4hadk+p4sNAAAAIAKQZwBiT8LE7UHnGRLn7Xa62AAA AAAiAHkGIPZsG7ox6DzDrmlxThcbAAAAQAQgzwDEng09VwWdZ4gbs8XpYgMA AACIAOQZgNiz8svFQecZtg7e4HSxAQAAAEQA8gxA7FnSYW7QeYZNfVY7XWwA AAAAEUDzDAUFBSYAxIa5r00LOs+wrtsKp4sNAAAAIALQngGIPTOfHx90nmHV V4udLjYAAACACKB5hilTppgAEBsmPzwy6DzD8o/nOV1sAAAAABFA8wzLli0z ASA2jP3HoKDzDIvazXa62AAAAAAiAP0mgNgz4k99g84zzGs93eliAwAAAIgA mmcoLCw0ASA2DPy/7kHnGea8PMnpYgMAAACIALRnAGJLfk6+9L84uByDxoxn xjlddAAAAAARgDwDEFuyk7KCzjFoTHlkpNNFBwAAABAByDMAsSVt2+EK5Rkm 3DvU6aIDAAAAiADkGYDYkrz6QIXyDGP+MdDpogMAAACIAOQZgNiyd87OCuUZ Rv65r9NFBwAAABAByDMAsSV+/NYK5RmGXvuj00UHAAAAEAE0z1BUVGQCQPTb OmhDhfIMAy7v7nTRAQAAAEQA2jMAsWVdtxUVyjPoXJiFeYVOFx8AAABAmNM8 w65du0wAiH4rP19YsTyDK44dOeZ08QEAAACEOc0zDBw40ASA6Lf4vTkVzjNk J2U6XXwAAAAAYY5+E0Bs+aXVlArnGY7sTHO6+AAAAADCnOYZCgoKTACIfjOa j69wniFlyyGniw8AAAAgzNGeAYgtE+8fVuE8w8FVB5wuPgAAAIAwR54BiC1j /j6wwnmGfQv3OF18AAAAAGGOPAMQW4bd8FOF8wx7ZiU4XXwAAAAAYY48AxA7 iopEBlzWvcJ5hoQJ25y+BAAAAABhjjwDEDvysvIqnGPQ2D58k9OXAAAAAKAa FRUVuSOQ5Yo8AxA7shKPVCrPsLn/OqcvAQAAAIBDrJyCr5yDHXkGIHakbj5U qTzDhp6rnL4EAAAAANWkoKBAdu3aJVu3bpXExESPdcnJybJ9+3bz6k3zDPb2 Dr7aPACIDknL91Uqz7C661KnLwEAAABANRk5cqQMHz5chg0bJv3795fBgweb 5StWrJBu3brJiBEjzKt+tqM9AxA7ds+Ir1SeYXmnBU5fAgAAAIBqcuDAAff7 LVu2SNu2bc37Nm3aSFJSknmvr/rZTvMMCQkJHgEgOsWN3VKpPMOSD35x+hIA AAAAVKO8vDyZPn26DBw4UNLT082yV155xWMb78+aZ9C2D/YAEJ02/7y2UnmG BW/PdPoSAAAAAFSTGTNmSPv27eXnn382bRK07YKOtdC3b18ZNWqUGbtBX/Wz Hf0mgNix5rtllcoz/NJqitOXAAAAAKCa9OnTR3r37m3GZxgwYIDJN+Tn50tu bq5MmTJFBg0aZF71s53mGXQMSXsAiE4rPltQqTzDzOcnOH0JAAAAAMIc7RmA 2LHwnZmVyjNMfWKM05cAAAAAoJp4t0mwt0soLCw0n/XVG3kGIHbMaTm5UnmG SfcPd/oSAAAAAIQ58gxA7Jj21JhK5RnG3ck4sQAAAADKR54BiB3j7xlaqTzD qFv7OX0JAAAAAMIceQYgdoz+W/9K5RmG3dDb6UsAAAAAEObIMwCxY8jVP1Yq zzDo9z2dvgQAAAAAYY48AxAbigqLpP+l3SuVZ+h/8feuAzl9JQAAAADCGXkG IDbkpudULsdQEnnZeU5fCgAAAIAwRp4BiA0Zu9NDkmc4eijb6UsBAAAAEMY0 z9CjRw8TAKJXyqbkkOQZMvcccfpSAAAAAIQxzTMUFRWZABC99i/eG5I8Q9r2 FKcvBQAAAEAYo98EEBt2TY0LSZ7h0Lokpy8FAAAAQBgjzwDEhh2jNockz3Bg aaLTlwIAAAAgjJFnAGLDxp9WhyTPsPeXXU5fCgAAAIAwRp4BiA1rui4NSZ5h 15QdTl8KAAAAgDBGngGIDcs+nheSPEPc6C1OXwoAAACAMEaeAYgN89+aEZI8 w9ZB652+FAAAAABhjDwDEBtm/2dSSPIMOs4DAAAAAJSFPAMQG6Y8NjokeYa1 3ZY7fSkAAAAAwpjmGQoKCkwAiF7j7x4SkjzDyi8XOX0pAAAAAMIY7RmA2DDy lp9DkmdY9tE8py8FAAAAQBjTPMOwYcNMAIheg//QMyR5hoVtZzt9KQAAAADC mOYZtm/fbgJAdCrMLwxJjkFj3uvTnL4cAAAAAGGMfhNA9Ms5fDRkeYbZL010 +nIAAAAAhDHNMxQVFZkAEJ2OJKSFLM8wvdlYpy8HAAAAQBijPQMQ/Q6vPxiy PMPkpiOdvhwAAAAAYYw8AxD99i3YHbI8w4R7hjp9OQAAAADCGHkGIPrtnLwj ZHmGMbcPdPpyAAAAAIQx8gxA9Ns2dGPI8gwjbu7r9OUAAAAACGPkGYDot6HX qpDlGYZc3cvpywEAAAAQxsgzANFvVZclIcszDLisu9OXAwAAACCMkWcAot+S D34JWZ5BoyC3wOlLAgAAABCmNM9QUFBgAkB0mt96WkjzDMfScpy+JAAAAABh ivYMQPSb+fyEkOYZsg9kOn1JAAAAQMQoLCys1PpIo3mGIUOGmAAQnSY/PDKk eYb0hDSnLwkAAMAx2hY8Ly/PHfn5+VFXT4xm9mdnRTDt+3V7lE/zDHFxcSYA RKdxdw4OaZ4hZVOy05cEAABQ7YqKikwEuq3mHjS897GWWevL2sd7P2tZWevt y8s6N8pmv1dl3UPreVnrynt+duvXry91Pvt2GzZsCOm1OI1+E0D0G/GnviHN Mxxcud/pSwIAAHDM7Nmz5auvvpK2bdtK+/bt5ccff5StW7e61/tq21DZdvNl rQ+kHQVtLTx99NFH8vbbb5vQZ/jFF1/IzJkz3ev9PT/dv7z1vpadcMIJHsu9 t7evjwaaZwgmLwcg8gy84oeQ5hn2Ldjj9CUBAICIVRSm4d+RI0fkkUcekTfe eEOGDRsmU6dOlQkTJpg8w2uvveax7c6dO2XFihWyfPly2b/f8zea+Ph4yc3N lbVr18qSJUvcy/fu3SurVq2SZcuWyZYtW0rVRbXOtmnTJrNeX73pcZXmPPS8 q1evlsOHDwd0bUHT+mM4RgC0Tj9t2jQTkydPlv79+8tDDz0k7733nnubsp6f Pi/dX1+t8LePqlmzpru9g0XbMCQlJZn348ePr9BjCFe0ZwCiW8GxgpDmGDR2 z4h3+rIAAACq3TPPPCPt2rXzu90HH3wgHTp0MNu2adNGnnzySZk0aZJ7vdZT mzdvLq1atZJXXnnFLPvuu++kZcuW8uabb5rlLVq0MO8tiYmJ8vDDD0uzZs1M HU5fmzZt6lGf1eM+++yz8tJLL5n99Xj33XefjB07NoR3IfKdfPLJpZZlZma6 l5f3/PR56Xb6aoW/fZS9vUJCQoK8+uqr8thjj8m8efPMspNOOqnKrtcJ5BmA 6JadlBXyPEPC+K3+TwwAAOClqDBXivIzwzNcZfOndu3akpGR4dEP31cbeG1v cPDgQUlJSZF9+/bJiBEj5Ne//rV7fY0aNWT06NEe+2jd1V4vVdqmwXL33XdL 586dPdZ36tRJ7r33Xo/jDhgwwKOtuv6+XrduXb/XFoyi3FwpzMgMy9Cy+aN1 fm1LoqHtR7RdynPPPScvvPCCWe/v+fnq4xDIPmlpaWb5E088YZ6Td5miCXkG ILqlx6WGPM+wbVjpdnoAAAD+5OwdLenzHwjL0LL5c9ZZZ8mhQ4fMe80t6DwT Gt590LXe+vjjj5vftDW0T4XmACxWndKat0JpjuGpp54ydV39rfuTTz6R5OTj Y29rjkPpuXJyctzntJbbj6u0XNYcCqGuw2YMGS97//5UWIaWzR+9H88//7wJ bfuh7Q8GDRrkvqflPT99XieeeKIcO3ZMsrOzTfjbxzrn//73P6lfv77pX2HR 52StjybkGYDolrz6QMjzDJv7rXX6sgAAQAQqPJYs+WnrwzK0bP68++67pr/C 0aNHS61LTU11v9c6o31cyM2bN3u01df33rkJK9+gOQQdZ6FHjx7SpEkT9/pr rrlGxo0b57GP9oe49tprPY7ra36EWrVq+b22YBQkHZJjazaFZWjZ/PHVb8LO 3/PzlRMI5Jlr3wwdy+Ouu+6SoUOHBlWmSEOeAYhue3/ZFfI8w/oeK52+LAAA gGqn7QNat25tfgPXOQq6desmXbt2lY8//tiMqWDRNvgvv/yyfP311/L+++/L rbfe6lE39VVP1fEUdB6DH374wYxL+Omnn8qLL77oXq/t8m+55RbT//+bb74x r3rclStXlnvc8pbHKr0fmtexwt72Q/l7ftqHReeq+P77700Eso/9veYgtO+E 7qP9NrzXRwPyDEB0S5iwLeR5htXfLPF/YgAAgFJ0ToDC8IwA55xQOm6C9rPv 1auX9OnTx8xbYG/PoG0IdB4KXT9kyBAzhuOoUaPc6+3vLdp3X+c+6Nmzpzmm zp3p7cCBAzJ8+HCzjb5acxWUd9zylleYtpfQMSnCMQKYc8Lf/fD3/NLT0839 15yQtjsJZB997z3fhI7RoXOCBFKmSKN5Bl9jlwCIDlsGrg95nmH5pwucviwA AABH2H/3rmre/R98oR4XefS5evebiTa0ZwCi2/oeK0KeZ1jy/hynLwsAAMAx 9jEgrTb39nqjvtdl1npre4v9fVn7eB/T13m9cwy+jlve8ljl7374e3663v4c AtnH+5zWMaxnGG3PSPMM2ifE6hcCILqs/HJRyPMM89+a6fRlAQAAAAhTmmeY OHGiCQDRZ1G7OSHPM/zyyhSnLwsAAABAmKLfBBDd5r42LeR5hpnP+p+XGAAA AEBs0jyD9iOpzvFMAFSfGc3HhTzPMPXx0U5fFgAAAIAwRXsGILpNenB4yPMM E/893OnLAgAAqFbWHAHlBSKLv2dY0d/ig9nP1/cmGtoAkGcAotuYfwwMeZ5h 7D8HOX1ZAAAAQIVFQ10+nJFnAKLbsBt6hzzPMPKWfk5fFgAAQLVavXq1RyQm Jnp8Xr58uZmj0N4nPZB5Jq25Da39NPSz9zL7795l7YPAWPcqJydHduzYIWvX rpUNGzbI3r17Pbb74x//WOo++3sW6vzzz3evt+a79PWs9L1+j+zrvPe3yhtp z5o8AxDdBl7ePeR5hmHX93b6sgAAAKrViy++6BEnnHCCx+d3333X6SLSdyMI Q4cOlZdfflleeeUVUyd+6aWXpFWrVvLee++5t9FnXBGvvvpqwNv6Ood9/0h9 puQZgOiVl5UX8hyDxsArfnD60gAAQAQqdNWZ8gsLwzIKg6zPedcPn3zySend u7c8//zz8sgjj5hlt99+u8997cv1fb9+/Uyu4tFHH5Vnn31Wli1bJsOGDTP1 4Mcff9zUf3fv3l1qnxdeeMHs89xzz8ngwYODKn9lFBa6nmN+YakIl/X+6L27 9dZbTRsGO23fsHjxYvfnmjVrmueg9/+xxx6T5s2bS/v27eXw4cPubfRZeD/3 p59+2r0+ISFB2rZtK82aNTPrNYcwcuRIs65p06bme6SvVnjvr0aPHm2+Cw8/ /LB51l27di2zrUyoWW1rvNtQ2Jf7al9BngGIXln7Mqokz9D/4u+lqDAyc6sA AAAVkZeX5xFaP/T+rPXRuLg4SUlJMfv4+q1af5+2L7f227x5s+zbt0/+97// yamnnmrqo7ps//790q1bN7nppps89rnrrrtkyZIlZh+tG995551mO/jXuHFj 2bJli3mvz0Ofn696u95nrfPr/dX7rDmDjz76yCNP5O+5N2rUSMaNGydHjhyR rKws80y//PJLs06312311Qrv/TWH8frrr5vj5+bmSnJysnTu3NnkpcIZeQYg eqVtT6maPIMr8jJznb48AAAQYaavj5dXfp4alqFlC4Z3DkF/+/auq5500kke 8xhYr7qtfT9/x/ZepvscOnTIY/3Bgwelbt26QV1DRU2ZstNVz51ZKlJScsJi vT96/44dO2byC9Zv8dY4ClqXt+g99/Vbvfez8H7u9meqbRi0DcL3338vkyZN MrmKso7la/969eqZtjJ6jGeeeca0d9G2EZqLqg4LFiwwsW7dOo/l2hZE8y+L Fi2ShQsXlurfoXkGf20eAESmpOX7qizPcDQ52+nLAwAAEUbr8i1/nhKWEWye wTs/YH2217d81SG1vuUrz2DPRWh+oqxl1nHtbfeV/s5dXXmGyZN3ygsvzCwV Vj3f6fX+3HLLLTJokP/503w9G+9n4eu5e383dJzJIUOGyBdffGFyBToWhMVf nuGMM86QuXPnmrYOSUlJcuDAgVI5pqo0c+ZME5rrsHvggQdkwoQJMnHiRLPe G+0ZgOi1Z3ZCleUZMnanO315AAAAjvGuH+pn7990b7vtNvn4449l586dpn64 dOlS0w7fu9+E935lLbO//9e//mWOp/0qtP+E9pv49ttvQ3V5UU37Ltx4442m jYG+13q7zvugv81rnwSLr+dgLS9vG/v6Tp06mTxDZmamHD161NTLtS+FRXND 8+fPN3mj1NTUUvtrX5i//vWvMnv2bNNmRbfR+U26dOlS+RsRhJYtW3q0S/jm m29k1KhRZvwKHW9C5+2w0zyDzsFiDwDRIX7c1irLM6RuO+y/AAAAADbRNA6k 5hDK+6y0/vr++++b37B1vEad20DnObBv62s/f8v09+6+ffu6xx7UtvQDBgwI qvyV4fQ4j5UdB1Jp+w8dC6NFixZmjEf9vV7nDBk/frx7G1/PwXu5v2elx3vz zTfNc9Ick85noXkny4wZM8z4krreGgfS+5i6TevWrc2YoBpt2rSRKVOmBHW9 laV5hrJs27bNjCFhp3mGyZMnewSA6LC539oqyzMcWpvk9OUBAADEpLLmW4zU ORCrWySNFeD0M9VxGTQ0v2G9V2vWrDHtNFatWiVjxoyRXr16eexHvwkgeq37 fkWV5RkOLEl0+vIAAAAc4z32n6/5CqyxBe2hdVz7tr7287fshhtuMMfxPi4C p8/G+x5638ey5o4M5vn5Ooc9d+C93tcx/R2jKo0dO9bEtGnT3O/ty7UfiPbb 8f7+aZ7Bu8wAosPyzxZUWZ5h75ydTl8eAAAAgDBEewYgei18d1aV5Rl2Tt7u 9OUBAADEJH4bRnXxbpNgfff8taUhzwBEr19aTamyPMOOUZudvjwAAAAAYYg8 AxC9pj01psryDFsGrnf68gAAAACEIfIMQPSa+O9hgecOLg4uz7Dxx1VOXx4A AEDYyMvLC4tjILxU9plG6neCPAMQvUbfNiDgvMGgP/QMKs+w5rtlTl8eAABA tdI6n84F4B2ILOXV3SO1Xh9uyDMA0WvU3/oHnDcY9dfAt9VY+flCpy8PAAAg bPTs2dPjszV/pRXeY+VZy+y5CvsxdJk1L6a1jff4j/7Wo3ICmddSeT8H+7Pu 169fqW3t2/h7hrq/v++SvzIEs02okGcAotfwP/YOOG8w7l9DgsozLP1wrtOX BwAAIk2R6/8Li8IytGz+3H333fLoo4+WClW7dm33dmXV3/zV6+zHKIu/Y2hd EuXT51iRdb74ex4nnHBCwNta7M/Qvn9Z5y3rmQe7TSiRZwCi19Brfgw4bzD9 6bFB5RkWvjPL6csDAACoVlrnO3z4cKlQI0eO9Ng2KSnJLPvxxx/N68GDBz3W jx49Wnbv3i2DBw+WH374odQxdL0ee9y4cfLTTz/JgAEDZPny5aXKNGvWLOnd u7c5z9y51fM7kNZZC4sKS0W4rPenrLq79zp9Br54L8/MzJQJEyaY5zRkyBDZ u3eve93JJ59s6vJWPV/bEeg2GzdudG9T3jPU/e3fpREjRsihQ4dKlSklJUVG jRplvkuDBg2SrVu3VmibUNE8g94XDQDRZei1gecZZr80Mag8w7zXpjl9eQAA IMJkH8iUgyv3h2Vk7svwW/6TTjpJ0tPTS4Wy1081H3DLLbfIu+++K126dDGv +nnVquPjaOv2Dz30kHz11VfSrVu3UsfQ9/fdd5988MEH8s0335jt/v3vf8uX X37p3qZFixamr8XQoUNNvbFVq1by3XffVfo5RTt9jsnJyT5D11nKykfYl69Z s0buuOMOadu2rXlOn3/+ubz66qs+t50xY4Y8/PDD8vbbb8v69cVzt/l7hrr/ X//6V2nXrp18/fXX5jy33Xabe3+1bds2admypfTo0cMc4+eff5aXX35ZJk6c GNQ2oaR5hl69epkAEF36Xxp43mBOi8ky+MpeAW8/68Wq+ZsEAACi18afVsvA K34Iy1jddYnf8mud75FHHikVyl4/veaaa2TMmDEe++pv4Nddd537s/5OrXVU O/sxdP2yZZ7jbmubCHvfCm3vsGHDBpk/f75MnTpVunfvLnXq1AngSVROatYh 2ZG0qVTkF+SFxXp/ynqOGva8QK1atUr1PdDP+mwsV111lQwbNszj+FbuyTrX 5s2bpVOnTvLf//5XVq5c6bGtv2eo+48fP95jH/1u/fGPf3R/1hyW5jZ0+fTp 003u4OOPP/a4lkC2CSX6TQDRK5j2CfPfmikjbuoT8PbTnhrr9OUBAIAIs/77 FdL3/G/DMlYEMMZ1oO3trVyA1ktzcnLcbebtOQJre2tcPu9jWO+tcQOt8QHt 23z22WfyzDPPmN+4O3bsKN9++22V1RvtZm4cJ68NerxUpGYdDov1/gT6HH09 I+9t7Lkhfdbe81Xottonon79+iafYLGO5+8ZWu81v1HWd+nEE080bSm0rctH H31kQj9rn5xgtgklzTNomatyrEkA1U/HMwqqH8Qb02X03wKfB3PywyOcvkQA ABBhtg7eYOa4CsfY8OMqv+WvUaNGmfNa6jqLjiX4xRdfeOyr7envuecej2N5 j81nP4av9fpZ64sWrYPu2rXL/Vl/o7avryp5BbmSdSyzVFjldXq9P2U9Rw37 Mzj33HNLtT/QcTLs2zRt2lQ+/fRTj3kiNm3a5HEutXDhQvnnP/8pHTp0kKys LPd6f89Q99c+M3b6Xbr//vvdn7V/TefOnUtd5549e4LaJpRozwBEp9yM3KDy DIvazZbxQcw5Mf7uIU5fIgAAiDB5WblmjIZwjNzMXL/lD/R3cB0HUPvh6+/U 2gdeX7VN/r59+8o9lq/fscvbRn+bfvDBB02drlmzZvLAAw9US3uGSBfocxw7 dqypn+u4BjqOwksvvSTPPvusxzY6JqM+3+eee85so+MrvPXWWz6Pl52dLe3b tzf5Jh2rQfl7hvpev0vNmzc33yXdRuc40bEh7WXQ8z/11FPy/PPPm3JqmXVc kGC2CSXyDEB00v9WBpNnWNpxnkx+aETA24++bYDTlwgg4jH3GoDIEhcXF/A6 /W1d5xRYunSpefX+rd3XsezLyjqX93L9rOfQcQH1N/XyyhhKRT7+L5zWlyeY 56j1cx2/U+/xli1bytxf527QbdatWye5ucdzVta29v4Dum1iYqLHNmU9Q33v /V0qS0JCghmDVMf12LFjR4W3CQXyDEB0yknJCS7P0GGuGXMh0O11LAcAAICg FBXXv8MxQpn6LKtPeqj7qgfaTwAVE8jzCuYZ6Lb2/hXB7l/Wfu7vsJ/tq/P7 Qp4BiE5ZiRlB5RlWfL7IzCER6PZDrmKOGgCVUJQnhUcTXf+I899OGQDCRXn1 Tu911twEVnjX8Xwdy74s0FyF/TzWe5Svos/Rqqv72sZ7u/LO5V3nL+8Z2peV 9V0q6zgV3SYUyDMA0Slrf3B5hlVdFsvcV6cFtQ8AVFR+xjY5PPVKyUtZ7nRR AABAiJFnAKLTkYS04PIMXy+Whe/MCmqf/Jx8/wUBAB/y09ZJyvQbJPfgXKeL AgAAQow8AxCdUrcdDipnsP6HlbL0w7lB7ZOTmuP0ZQKIUHmHl0rK9Osld98k p4sCAABCTPMMOhaF93gUACJbsHmGDT1XyYrPFwa1T9a+DKcvE0CEyk2aY/IM ObuHO10UAAAQYrRnAKJT8uoDQeUMNv60WtZ8tyyofdLjUp2+TAARKnff5OI8 Qzxz1wCIPNa8Afn5+Sb0fVWPq4fQsZ6b9/ND6GieoXfv3iYARI+DK/cHlTPY OniDbOy1Oqh9Dm9MdvoyAUSoY3tGmjxD9nbGlAUQWaqyHfixY8eq7NjwL5S5 hlh/lppnOHz4sAkA0SNp+b7g8gyDNsiWgeuD2idpxT6nLxNAhMrZOcDkGbI2 d3a6KAAQMKu9wsGDB2XmzJkyePBg6d+/v4waNUqWLFkiOTk5Pre3+JvL8swz z/TZJsLffJe+5ln0Xh9IWWLF5MmT5eeffzYxYMAAGT9+vCQkJLjXB3KP/dFn GcvoNwFEp71zdwWVM9g+YpPsGLk5qH0S5+92+jIBRKijcT1NniFzQweniwIA Qfniiy/khRdekI8++ki+/PJLE59++qm0a9dOWrZsWWr7rKwsSU9Pd3/Oy8uT jIwME95OOOEE86q/het63deX8o5hyc7ONuvt9eOjR4+aZbHev0Pv81dffWVC n1/79u3lX//6l/Tr18+9TSD32N85Yhl5BiA6BZtnSJiwTXZO2h7UPrunxzl9 mQAiVPbWribPkLH6DaeLAqCaFYVpBOKzzz6Tp59+usy24Pv2HW/rWa9ePWnb tq3Z/uGHHzbL+vbtK23atJFmzZrJE088YdZt2LDBvU+NGjWkY8eO8swzz5h9 rG3WrVvn3sbfMfS8Wm+2zvvPf/7TtLnQXIge95FHHpEHH3xQFixYEOBVR5+T Tz651LK9e/fKGWecYd4Hco99sS/XZxnLyDMA0Wn3zISg8wx7Z+8Map/4cVud vkwAESprUyeTZziy/GWniwIAATvnnHMkLS3NvNc2AdY4gtpOIDc312Nb/T1b fyvX38Ut+nv5oUOHzHsd52HMmDFy7bXXeuyjOYIDBw6Yz9oWYejQoXLZZZcF dYwuXbqY9gxK+3d4L5sxY4ZccMEFobotEUfvh7YV0Thy5IjExcWZPMztt99u 1gdyj73p98G+nPYM5BmAaKR5g+DaJsTLgSV7g9pn29CNTl8mgAiVub69yTOk L37K6aIAqEYjCwvkvvzcsAwtmz+nnHKKe24Ce9x///0mLrzwQve29t+zrbEj d+3aZepfTZs2lfvuu8/8Xm7fzl43tfd3sC/3dwz7e+sYJ554onuZ1WeiMvXg /avWy/Lv+5SK3IzMsFjvj167tunQ0DYfzZs3lw8++EBSUlLM+kDvsf07YF9e 2fsbDcgzANEpYWJweQbtZ5G8JimofTb3XeP0ZQKIUBlr3jJ5hrQFDzpdFADV aH1RofRz1efDMbRs/jz11FOmX0NZ7HVLbZuvdXr7WAh16tSRX375xf1Z2+rX qlXLYx/7mI36qp/t2wR7DGt/X8sqKiPxgOxdvKJUFBzLDYv1/vjqN2Hn7x5r 3sZ7XMikpCSP4/o7R7QjzwBEp2DHdNz7yy5J3XY4qH3Wd1/h9GUCiFAZK14x eYbUX/7pdFEAIGDaZ0J/427RooUMHDjQ9EmYN2+eTJ8+3cxd0KRJE/e2vn7P /vOf/2z6UsyZM0eGDBli2ukH0tbevrwixwh0WazQa7dyQFbY8zD+7rGOA/r8 88/LlClTZNasWWb8i3vuuYd+EzbkGYDotHXwhqByBklLEyVjd3pQ+6zqstjp ywQQoY4sbV6cZ5h5s9NFAVCN9Bfg/DCNYGYtnD17tqmHvvXWW9K6dWvp0KGD DBo0yGN8yHfeeafUftouv3Pnzu59dCxG+3a+9vFeXpFjBLosUKZurvVyrwiX 9f74u3Z/91hzEppn0jlGdJvPP/9cVq1aFdCzjBXkGYDoFGye4eCq/ZKdnBXU Pss+me/0ZQKIUOmLHjV5hpTp17n+wZjvdHEAICDe/SAA+EaeAYhOG39aE1TO IHnVfsnLzA1qn8Xvz3H6MgFEqLT595bkGa6XotySsdsLiqQwv9AdRQWeEfDE cwBQxfT3bJ1nQueSsELHerTnIOzzTFisOSqsffQ49u187eO9vCLHCHRZrPB3 7f7usdLnba3XbQN9lrFC8wx6j6wxUAFEhw09VwWVM0jZckiKCouk/8WB7zP/ jRlOXyaACJU65+/uPEPh0USniwMAAEKI9gxAdFrfY2VQeQYdA1INvKJHwPvM aTHZ4asEEKlSZ/5JUqbfYPIMBRlbzbLk1Qdk56TtsmtanIm9c3aaSJy/W/Yv 3CPH0nIcLTMAAAiM5hl++uknEwCix+qvlwSVZ0jfUTxf8LDrfwp4nxnNxzt8 lQAiUlGBGZchdfbfTJ4hP3W1WTy56Uj5sW4X+anB1yb6nv+tiZ8v+p/0+203 2Tllh8MFBwAAgdA8Q2pqqgkA0UPngggmz5C1L8PsN/KWfgHvM+XRUQ5fJYBI VJR3xOQXrLEg85KLx5TVvz8D/6+HDLi8JC7rbqL/pd3N3xwd3xYAAIQ/+k0A 0Wnl54uCyzMkFucZxv5zUMD7TLxvmMNXCSASFeYkmfxCxspXzGvu/umSl1HO OLSXFof2BwOAWBHr4wgispFnAKLT0g/nBpVnOJqcZfab+O/hAe8z9o5BDl8l gEhUkLXT5BcyN3Qwr8f2jJTkNQf8/s1Z/tkCp4sOAGXS+QYQGfRZ+ZqflDlL Q4c8AxCdgs0z5GYW58ynPj464H1G/uVnR68RQGTKP7LJ5Beyt3czrzk7B8iO UZv9/s1Z+M4sp4sOAHL06FF35OTkBDVnZHnzU1pzI1patmxZav5M5ggMLb2n +gyPHTtWap2v5+O9b3nPx3rW9rlPLdYcmPZ5M30d275fIN8p7/20bHodvpZV NfIMQHRa1G52cHmGI8V/X2c+Oz7gfYZe96PDVwkgEuWnrCjOL+weal6P7ugh K7/w39dr9osTnS46gBjXpEkTuf/++93x0EMPyZNPPimvvvqqbNgQ2jFkTjjh hJAeD8ft3r1b3nvvPXn22WflkUcekUcffdQ8w549e4b0PPp98VZWu5doaw9D ngGITvPfmBFUnqEwtzj/+kvLyQHvo+O1AUCwcpPnF4/LkDTLvGZt6SKz/zPJ 798cnY8CQGTTX1H1p9SwjADKX1bdf8KECXL22We7P7/zzjs+t7Mv1/YQP/zw g1n22muvyRdffCErVx4fh+bkk0+WVatWmeVvvPGGtGvXTgYMGBAW9VG9V4U+ IlzW+/Ob3/xGxo0bJ7m5ueaz/s6veaLevXu7t0lKSpJevXrJm2++Ka1bt5Ye PXp4tFfQ51be89G8hX5f9NUKy9KlS+Wjjz4yx9XXZcuWeZRPjz137lz54IMP zHfDWuaLfbm+X7hwoXTs2NEcu3PnzuY6VqxYIR9//LG5lm+//Vays7ODuFsV Q54BiE7z3wwuz1Ch/S7+Xgrznf9vHYDIkntgWsl8lqskZcaNkrWxo4y+bQBj wgAIezVq1JBZs2a5Y9q0aTJy5Ejz23izZs3c25WVj7Avv/nmm83v58uXLzf1 zhEjRph6oH3be+65R/r372/ONWXKFHnuuefkhRdeqLoLjBGXX365ud+7du2S I0eO+Nzm5ZdflhkzZsjWrVtl06ZNps5uzxX4ez7z58833xd9tULp9+Wmm26S Pn36yMyZM82rfh4zZozHsR977DGZNGmSLFiwwL3MF/tya7+xY8eaMrVq1Uou vvhi0+ZG8yq67PXXXzftN6oaeQYgOs0Jol2C5gssi9+fE1x/i4xcB68SQCQ6 tnesyTMUHNksaXP+LunL3y2ev9LP35th1/f2f3AAYS0ju1D2HMwPy9Cy+aP1 OP2d2Aqtdz7++ONy/vnnmzYNllq1anmMNWj1kdc2CpYrr7xS2rdvL3PmzJGd O3f6PNfBgwc9lukxTjzxxAre/dBJdt2q9QWlI68oPNb7s337dvPs/vvf/5rc jta9P/30Uzl06JB7G31mWvfX3/91Xdu2baV27dru9fos/T0fX7mBCy64QNau XeuxTD9feOGFHsdOTk722CaQ75S+T0tL89hPy5CamuqxTPMfVY08AxCdtB9z oLmCIVf3cu+3/NP5QeUZsg9mOXiVACJRzq7BxXmGrF2SNu8+2TvyjcD+5lza PbCGzQDC1v7DBbJs87GwDC2bP2XVz+Lj4+XMM890f7bXL+39HLz3HzhwoGnj rvVdHSegW7dupbbV/a0orwzVaYvrVo3ILR3ZReGxPlDafyAhIcH0K+jatavc csst7nVNmzaVd999V4YOHSqTJ082bVfs997f89HP1vfAGitSnX766e73Vj8M /azLyzq2CuQ75Wu/mjVrllpWXXkGvT7GLgWiy6yXAs8zDL32+HiOq79eElSe IWNXuoNXCSAS5cT3NnmGwmMHJX3xk7Kx65sB/83JSclxuvgAYpiv36czMjJk 0KBB8rvf/c697LLLLjP1U6tep33k33//fY/9R40aJVlZx3+v0Tb0p512mse5 fM0LwPiQlad9HbQ/hJ3mEi666CL351NOOUXWr1/v/typU6dSfRT8PR9tg5CY mOixvkWLFvLiiy+620Loq/a10D4O5R07kO+Ur/3KWlbVaM8ARKdpT44JPM9g mzdiffcVQeUZUrYcKqcUAFCaNZ9lUX6GHFn2gix9q03Af3PS41L9nwAAqki9 evXk4Ycfdof+5v3UU0+ZOSh37Njh3m7dunVmvAbtU6HbPfPMM6bdgu5v0d/P tb6px3j66adNm4bZs2d7nKusMqBytN2I9pvQcQo09FnpeIv2Z6j9YHROkQcf fNA8I+1fYb/3gTyf7t27mzlJdH/9Higd/1PHa9T2K3psfdU+GTq/ZnnHDuQ7 5Wu/QJeFmuYZpk+fbgJA9Jj6+OiA/90+8tZ+7v02910TVJ4hefUBB68SQCTK 3vyFpEy/TqSoUDJWvSYzHn8/4L85B1ftd7r4AGJcenq6O3QMwfLG7s/MzDTb HDt2zOd6ne9A20No0L68eun9tp5PWc9Qt9H1mhuoKH32egz9vthpXkGX2/ML gfD3nQoXmmdYtGiRCQDRY8qjowL+d/uov/Z377dt6Mag8gz7F+918CoBRKLM DR0ldebNxe/Xvydjbu0U8N+cvbMTHC49APhm7zPva+5J77brvtrch8OclbHA 171X5T3DsvYpT1nfA1/fBX/HD+Q7FU7oNwFEpwn3DA343+2jbx/o3i9+/Nag 8gx7Zu107iIBRKTMte9I6px/FL9f/6kMuPx/Af/NiRu9xeHSAwAAfzTPYB97 EkB0mHBv4HkGzUlYdk+PDyrPsHPidgevEkAkylj1qqTN/7d5nzT7u6D+5mzs vcbh0gMAAH9ozwBEp3F3Dg48z3D38TzDvgV7gvo3//aRmxy8SgCRSMd+TF/0 uHm/o3/PoP7mrPpqscOlBwAA/pBnAKLTqFv7B/zv9kkPDnfvd3Dl/qD+zb+l /zoHrxJAJEpf/IQcWfqceb+6U5+g/uYsfn+Ow6UHAAD+kGcAotOovwWeZ5j6 xGj3fikbk4P6N/+GXqscvEoAkShtwQOSseIV837uK32D+pvzy3+nOFx6AKi8 QPqs06+9+oTqXgdznGh/vuQZgOg0/MbAfyOc+tjxPEN6QmpQ/+Zf8+1SB68S QCRK/eVOyVzztnk/4Z6fgvqbM+3psQ6XHkAsy8vLKxXMRxmZ9Nmh6pBnAKLT 0Gt6Bfzv9hnPjnfvl7U/M6h/86/ovNDBqwQQiVJn3SKZ6z8w83EN/kOPoP7m 2MetBYBwYZ9fsKzfqe3L161b557L0BqT33uOwvXr15c6h7Wtr+1RcfZ7bd3b 8p6N8l6voc+1vG3svLcNV5pHs8KbXpcu9/WdJ88ARKeh1/4Y8L/bZ7800b3f sbScoP7Nv6TDXAevEkDkKZKU6ddL1ubOkrkvQ/pfHPjfG43hf+rr9AUAiGEf fvjh/7P3HuBxVOf+PyQk9yb3/n8395KQhBCqsQ2hF1MCGAihGWJ6AGMMNqaY YtNtMMUUA8ZdtiVbtmVJtrosWbLVe++99957W620u+9/3zM7u7NNOyOttKv1 +3meY61nZ87MmTN75pzvec/7wocffsjSp59+Cj/88ANERERIzuecc84xuV04 FhXuI0a7IKSBdcljrj6ECO+1OY3HUp0Jt4k553wGdQZef+ETQRDzH49F+6el MyjGFZL6/Mkfx9iwlARBzDdUilGmM4xW7oaWxAZJ7Q0mz6sP2LoIBEHMGJWd Jsvg2DAyMpKl8PBwOH78ODz33HPwySefaPepqakxeaxw+y9/+Us27iopKYGM jAz215BTp07p/d9wfxq3zQzhOF94r/l6qqiogMzMTMjNzYXu7m6TeRjWB9ar kLq6OsjKymL5tLW16X1nuK+9gvcGU3R0tNF3WLYzZ86wv4aQPQNBOCZS5ggT 10fqHeuxULxGkfBOuI1KSBDEfEQl72Y6w1jNQSg9mi9ZZ8A0MUJragmCsA2/ +tWvjLaNjY3pjVnNzVMb7vPMM8/AqlWr4I033oCXX34Znn/+eejs7NTuc955 52k/Nzc3w1NPPQUrV65k++NfPL61tdUaxTorEdal8F5j3bzyyiuwdu1aePPN N2HdunXw+OOPQ1CQzj9QR0cHqy+sN6wPrMenn35ar443b97MbCY+++wzpkO9 +OKLEBoaqnee+UB+fj5LWF4hJ0+eBDc3N8jOzmZ/8f9CUGdoaWnRSwRBzG9Q T5XSZ0/6IErveK8bxPt2iFkTYqNSEgQxH1GMNjGdQVZ/nMWonI7OMNw8aOti EAQxbSbVacxO06TFq8exIT/uysnJYTYNOJ564YUXtPv84he/MLI1wP+fe+65 evn8/PPPevv8+OOP8OSTT+rtw/Poo4+y74Xgmo1ly5ZZvObZAJfqj8tVRokv tq2/F4M5bQjrydPTU68Osa7PP/987f+feOIJo/r76aef9PLBOX7UjXp6etgY 28/PDy6++GKT55wPvPXWW3p+Gt59912tL038i/8Xgr8Ld3d3vUQQxPxGPiSX tvbhI307KL/bxceZi3jxpJmrIAiCMEYxVMl0hvGmAAh7PnBaOkNPcaflExEE YaekqtM3dppSLV49jg3XrFnDEs5hP/zww/Cb3/wG8vLy9PZBcDw2OTmpHa+a Gtfien2ZTKbd5z//8z+N9hFux/3M7T+XFJXJwc1n0CiNjCrt4nsxmNMZhJ+x /vhxtan6MKw/4T5hYWHMBgDtGFasWAHr16830prmE6gzCMHyDA8Ps8/4F/8v hNZNEITjIR+WpjMY+nIMvN9D9LGnn/S1USkJgpiPTPbnM51B3hYGPrcenpbO 0JrUaOtiEAQxbQbUqcFO04DFqze1bgJt4a+88ko2JkVwDCpc/4DgGn7hsfjZ 0P8C2p0vWbLE5LluvPFGPbt9fv+bb77Z4jXPBjieb++cNEoKpcouvheDcJxv WDeG8SHw/7/+9a+1/7/11lshODhYLz+sD2E+mH9lZaX2/6WlpUbnmQ/ExcWx hDY7/GckKioKnJ2dmd8G/q8Q1BmEsSoo/itBzH9kfdJiRmR8pa8zhDzqJfrY Uw972aiUBEHMRya605jOMFQZIznWBJ/qQiotn4ggCGIWwLEj2ojziR+Lvv32 22w9P7Jt2zZYvnw5s6vfuXMnfPHFF2x9v+Gc+T333AObNm2C7du3w8aNG+He e++FgoICvX140Ab/7rvvZvvx+y9dupT5KCSkwetBYuwZhAi3Yz3dd999rB52 7NjB6hHrU7jP6tWr2Vgb6wt9NBh+P1/sGRITE1lCmx3+Mw/6ykxJSWF/DSF7 BoJwPIZbhiT12TO/TdI7/szT/qKPDbiX1loRBCEeeUcM0xlaomOmpTFgKnOf HzHHCYIwBY7LlXaaLM+FBwYG6pdGpWJz3Wg3fvr0ae129I3n4eEBhw4dYvPe uEZfeCx+Rl+CuGYf98G/XV1dU57LcH9Dm4m5BOUVU8levrcErnUQrjkxrBtT GG7H+vL19WX14e/vz+pHuA8+G2jrgt97e3szn51izjNfMOWDRAjpDATheIy2 SdMZcren6R0f+VKQ6GN9bztio1ISBDEfkbeGMJ2h7HDktHWGgj2Zti4GQRCE WVB3sPaxUrcT5nF1dWVxIjZs2DDtPM6m+45lNUymvjOEdAaCcDwG6/pnpDPE rg0VfeyJ61xsVEqCIOYjskYfpjNkbBbfzhjZYH2TZPlEBEEQswBvc28IzuUK 15/zPiB5P4L4vfBY/IxjM34f/v9TncvS/oQ4cC0L2hII68uwbkwhpj6E+/DP hLnvzZ3HUSCdgSAcj76KnhnNDSa+FyHp+MkximVPEIQ4ZHVuTGeIetl32jpD 4oZIWxeDIAiCIIgpIJ2BIByPvkppOkPxQX0fQtlbUyQd353fYaOSEgQx3xit doa+qJvB/+9Hpq0zRK0KtnwigiAIgjAB+u8UxhslZgfSGQjC8ejKa5emM7jo 6wy1QRWSjq/yKbFRSQmCmG+Mlm+HNr+7p60xYApdTvF0CYIgCMKeIZ2BIByP zpw2SX32smP6vtt7y7olHZ+5JdHMlRAEQegzUvotFHz94ox0hoClFOeGIAiC IOwZ1BnQZoTsRgjCcejIbpXUZ6/wKtY7XiFXgOdVB0QfH7HipI1KShDEfGO4 8DOIX/XhjHSGE9cdtHUxCII4y+HHT8JEzB9M1R/VoXUhewaCcDya4xuk6Qwn io3yOPWIl+jjvW92tUEpCYKYjwzlbYCQB7+fkc7gvmAfKOXkZ50gCNsgjFNA OBYUw8N6oM7Q2NjIEkEQjkFzgjSdoTa4wiiPpPfFx7Y/pu7zj3YM26CkBEHM Nwaz3gCfW3bNTGdQp5H2EVsXhSCIsxB+HDo2NgZVVVWQn58PRUVF0NTUpLcf H8cQNQlelxATL5HfX5gcPf6hLWhubobc3FyWsA4rKythfHzcaD9hHWIyFXvU VD0bHmcKR9erUGfw9PRkiSAIx6Axuk5Sf70upNIoj2KXHEl5oA0FQRCEJQYz VoLnYqcZ6wwYv5cgCMIWeHl5wRtvvAHr1q1jf3E89fbbb8OmTZtsfWmESM45 5xxYu3YtS1h/a9asgaeeegqSk5O1+9A6iplB6yYIwvFA3UCSzhBqrDM0x9VL ysMwNiZBEIQpuqP+PWONAVN7Routi0IQxDRQKVWgnFTaZcJrs4SbmxssXboU Skr0Y23JZDJIT0/X/v++++4DV1dXWL16NTzzzDPabaYQbsd9MT399NPw3HPP wYsvvgh33HHHdG71rIJ3Cm+XYbKX7y2BOoMhSUlJcNFFF+ltCwgIYFoS1ser r74KO3fu1LMvMVfPwm1PPPGEni0E6hf4vCxfvhyGhx3XHhh1hqnsOQiCmH+g bjBTW4TR9hE4doX4OcekD6JsUFKCIOYbxdvWWkVnaAivtnVRCII4C/nLX/4C 5eXl7DOOFycmJkyua8BxLNo41NbWQl9fn3abIZiHcHtvby90d3fD6OgoW4vx yiuvwEcffTRLpTl7MawLuVwOJ0+ehIULF2q3oVawfv16Vof4PdbLDz/8wPQD YT6m6lm4DW0lPvjgA/YdbyOxefNm2Lhxo0PbTJA9A0E4HtUBZdJ0hjjTax7Q v6PYPIIf8ZrjUhIEMR/J+dw6OkOld4nlkxEEYXeUnykDvzU+dpnw2ixx3nnn sXX8qC8I56dxzhbHojy//OUvjfQHPFYY14D/i/saUlFRAStWrABfX99p3+vZ pHgAwKPBOI1M2sf3lkAt4Pnnn2fphRdegJdeeglWrlwJxcU63+gXXHABsydB refll1+GVatWsX1++9vfavcxVc+G2/C5WLBgAWRkZLD/d3V1wS233OLQGgNC OgNBOB4YP0JKf7012bQf2IgXT4rOw2PxAVBOkI9egiCmJmPDa1bRGYoO5Ni6 KARBTIPysDLwf83HLhNemyXuueceUX7teO1AOJY0Zc+AWoWhzuDv7w///ve/ mX9Je6V40IIOYOPvLYH3vKWlhaXW1lbo6TH2+fPf//3fkJCQwGwSUBvo7Ow0 2s9UPZvaFh8fD4sWLWJ61GuvvcbydXRIZyAIx0OqztCV22Yyn8wtiZLy6S3r nuOSEgQxn1Ap5BD13EdW0Rmyvk+2fEKCIAgrU1ZWBrfddhs4OTlBaWkpG39i 7IKUlBTYunWrdj/UFAznq++//37YsmUL1NXVQVtbG/PngPPoQv0B7evRF0BN TQ1bO4H5mxoDEzPDlOaDCONJ7Nu3j/niiImJgY6ODramBeNT/Pzzz3r5GNaz 4Tb+M467n332WbaOQrjdUSGdgSAcj9LD+ZL66x3ZpnWGKp8SSfnUBhnHxyQI guBRTfTDyXu+s4rOkPxxtK2LQxDENJjvfiARXKePOsNbb73F7A7Qth7X2oeE hGj3QU3BENQLcF0+2uCjj0dcw+/j46O375133snyRHt+1Bt4v5D2hq39PM7U DyTec+EaFnNER0fD+++/r11j8fHHH0N4eLhePqbyNsXg4CD813/9F7OPcHSN ASGdgSAcj2KXXEn99Z6iTpP5dOV3SMon96fUOS4pQRDzCcVwC3hetdcqOkPs 2lBbF4cgiLMQ4Xw34dhYSwtAuxS0X0E/EKdPn7ZKnvMB0hkIwvEocs6R1F/v qzJtjzcxOgHui/aLzidyZTAnMBMEQZigr6QQ3BfMXGPAFPZcgK2LQxDEWQqO P1Fv4GP28UmoQZiKQcH7izQ8RrgvfsZkuB9hXUzVjylM1bNQfzCVj+G2J598 ktmkoN8N5GywZUBIZyAIxyNvZ7o0naHC/Lq/gKXuovPx/JvzHJaSIIj5Rl1Q vFU0BkxB/zxu6+IQBEEQhCTOJnsY1BnErE0hCGL+kLs9TVJ/fahxwGxeAfd5 iM9rgRMM1vXPYUkJgphP5O8ItprOgHF3CYIgCMLeQW2BT2cTZM9AEI5Hzk+p kvrrI61DZvOKWCE+tiWm0iP5c1hSgiDmE4lve1pNZ3BfuB9UirOrz0YQBEEQ 8wXUGQ4cOMASQRCOQcZXCdJ0hjbzOkPOj9I0i7h1Z+awpARBzCdCHj1kPZ1B nWR9Y7YuEkEQBEEQJkCdgfc3QhCEYyBVZ5APjJvNqz2tWVJeJ//pOYclJQhi voDLM49fI96vrJg0QOu0CIJwQCYmJmZlX2L2ENYD1QkHrZsgCMcj9bNYaTrD kNxsXqpJpaS8Tlx/cA5LShDEfGG4ZchqsSb41JXbbutiEQRxlmFqDIl+7nDO 9mxbfz9fwboy9E3Ix/0wrEO+bgnpkM5AEI5H0gdRkvrqGL+Sw7Q/WK8bDkrK TzFB8ZcIgtCnOa7BqhoDpqboOlsXiyCIsxhzvvT5+JXCGJWWvhfmY7ie3XB/ 4Vj46NGjFs9HzBxL9xjrwdRn/ljDepuqThF+23xed0A6A0E4HlJ1BrAQbybo n9J8t7WnN89RSQmCmC+UHMmzus5QHVBm62IRBHGW8cgjj7C/wnFhamoqrFq1 CiIiIsweJ9QRLMX5+81vfqP9bMlG4pxzzjG5nWwrzLN69WpobGzU25aSkgIP PPAAq0shTU1NbH9TCOtRWA/Cz6bqwVz9O1qdkc5AEI5H/Low8X31Bfs0R6lA pRyHsWpno/xSPpamW9SHVs1tgQmCsHukrucSk0pc82xdLIIgJIJDLJwKtsdk YfjPEI4hOzo6YPPmzfDCCy9AXFwcjI6Oar+Ljo4GV1dXOHjwIMTHxxvlExsb y+a9XVxc4OTJk9DZ2an9zs/PT2/foaEhOHXqFBw6dAhOnDgBzc26+Zxf/epX 0NPTA0FBQex7d3d3yMzMlFAj0wRtOdTjYsNkN99PwbvvvgubNm3S2/b888/D NddcA88995ze9m+++Qbee+899nmqOsV6EH4Waga41gbrraSkRLutt7cX/P39 me2Kp6cnlJeX6+UXEBAADQ0NcPz48Xkbr4F0BoJwPGLXhorup3tehW0X92Id LvwM+hOXGeXXmtwkqe+fvztjjktMEIS9E/bvQKvrDLk/p9m6WARBnGWcd955 IJfL2ZhzzZo1RjbyyBtvvMHGor6+vmx8+c4778Du3bu13+NxX3zxBRw+fBic nZ3h22+/hbfeekv7vVDLyMvLY/PsGzduhF27dsFPP/3ExsnCfR977DH48ssv 2ffbt2+H5cuXs/0I06Cm8+c//1nra2NsbAwuuOACaG9vh/PPPx+Gh4e1+155 5ZXQ1dVlsU7N2TNERkbC008/DR999BEUFxezbRUVFfDmm2+yuvfy8oJjx46x /ENCQvTyeOqpp1h97tu3D+YjpDMQhOMR+5p4ncH7pkPsmNHKvdATdjX0xdwF hn4aMB6FlL5/3JsU25IgCH28b3a1us6Q9nmcrYtFEIREWtomIS1LZpcJr80S OP7DOe0FCxZo7Qpw7lq4Xh/nqouKiiAxMRHCwsLYOPF3v/ud9nscy2Iera2t 2m3CNfjCufHrrruOjW2FDA4O6l1PVlaW3vc4Lv6P//gPi2WZCfLOfhguqDVK KvmkXXxviccff5zZDOAaBrQfefbZZ9l21ATQvgC341oK3A+xVKeGOkNZWRl8 //33TBPKzc3VO/ddd93FdIrAwEC21gb1hS1btujlgc9AQUGBpDqxN0hnIAjH I2LFSQk6gyuMN/lDz5m/wUDKs9AbeTOoJgaN8vS70010noH3utug1ARB2Ctj 3aNwbIGT1XUGXCNGEMT8wtltAC6/qd4uE16bJXAs2NfXx8aQaDeAdg08vNbw 3Xffwcsvv8xs83H8uGfPHr0xJPoGwO9wThvX/mPC8avwHDxoP8Ejk8mM4l3w +/K+BvlrMOe3wVp0+CRA/kOfG6WJzgG7+H4q8F4lJCTAHXfcwf7/4IMPsnpE vQjH/ffccw/bvmLFClYvuL+lOjX8jLYqf/rTn5g2wcNrSb/4xS+Y7cnPP//M 1mVgwv97e3sb5cf7ipyPkM5AEI5H+PPi7ZN9lzhDT9i1MFqxE2SNvtAbeQso hoz9K8SsEW8jgWlixHysTIIgzi7a0pqtrjFgCn8x0NZFIwhCIuPjKugfUNpl wmuzxLnnnqv9jPPdy5Ytg08++QQGBnTjWxwj4tp6HpyvxrElT2lpqfYzjm2D g4Pht7/9rclz4Dw7rqsQjjWF6/xxX0O/gvh/4flmA6V8Ut1fHDNKoFTZxfdi QJuUpKQkuOiii7T+FHBc/8c//hEqKyvhpptu0u5rqU6FdcZ/Rp+SDz30EFsj I1yL8a9//Qu2bt1qdD1C35Sm6nW+QToDQTgeYc8FiO6n+92+DYbzPmDHTXQl Mp1B3pVilGfOtlRJ/f/OHIprTxAER+2pylnRGU496mXrohEEcZaB400c//Hj Uhz/43z0ww8/rI03gfPUTz75JKxduxZWrlzJPgvnu3GtPvpjePvtt+Hjjz+G DRs2gJOTk945eNDHI8ayeOWVV9ga/nXr1sGHH35ocl/D6ySmZu/evWwNC9aH EKyPxYsXM5sFHkt1au4z+n5AneHRRx9lvhqQ7u5uZsOC9hL4F/PE5+HTTz81 mcd8hXQGgnA8Qh7zlqAz7ARQjrPjJgfLmM4w3nzSKM/aUxWS+v8VXsVzXWyC IOyUsqMFs6Iz+N1p7H+NIAj7B6dp7TGJoba2VlAO3UHV1dXQ0tKitx/GfUDf fzhHLjwOqampYd/n5OSw2InmzsGD8+vohwHt8IVrJ0ztO9V2q2LpJtr6ewvg fUSfjMI4IcjIyAiL/2C4RmWqOjX1WRhzAutP6I8Dqa+vh+zsbFav+DwYnmu+ QzoDQTgeIcvE6wzBD3poj1PJe5jOMGoitmVfRY+k/n/GVwlzWWSCIOyY3O1p s6IzcPFyCIIgbAdqDUIfkIhSZHxFMcfMd9t5R2E6dYqYej5w29lQr6gzYEzO +RqXkyAIY4IfOiG6nx7ymA/o4kuooDf6Dhgp+cYoT+WEkvXpxeaLPiIIgiCQ 1E2xs6IzuC/YBxPDE5YvgCAIwkpMpQcIx4782gp+u+Fx/DZ+n6nOIczD8Dzm rme64+KzCeE9lbrdsE7NfRYeay4/Mc/AfAR1Br58BEE4BgFL3cXrDMu89Y7t T3ochnLeMZlvyDIv0fl6YbzMs0CrJQjCMrGvnxavHSyUpjUMNVr2LU4QBEEQ xNxC6yYIwvGQojOgz0ghg5mvwUDqsybzTf4wSsI8oxOMtA7NRXEJgrBzzjzt L7rtOHHtHkk6Q09hp62LRxAEQRCEAaQzEITj4XvbkWmvbxgu/Az6YpeazLf4 UK6k/n9TTN0clJYgCHsn8F7x2qffkp2S2pnWpEbLF0AQBEEQxJxCOgNBOB7e Nx4S3UePeFE/tsRoxS7ojbwZVJOjRvm2JDRI6v8X7s+eqyITBGHHnLjWRXS7 EXTfD5LambpTlbYuHkEQBEEQBpDOQBCOh/dN4nWG2LWhesfKGrxZzAnFsLEt wljnCPO7JjbvxPURc1VkgiDslMnRCUm6wZnHvpS0f/mxQlsXkSAIgiAIA0hn IAjHw2Ox+LgQsa/p6wzyjmimM0z0ZJrM2+fWw6LzDn7w+FwUlyAIO2aoaUCS bhDzwgeS9s/fZbqtIgiCIAjCdpDOQBCOhxSbg7i3wvSOnewvZDrDeMspk3lH vBQkOm+PRftBMa4wmQ9BEGcHXfntknSDlHVvSNo/4+tEWxeRIAiCIAgDSGcg CMcC4+9K6aMnfxitd7xyvJPpDGO1R0zmn/ltkqT8u/La56LYBEHYKegPVkqb kffFCkn7J26ItHURCYIgCIIwgHQGgnAs5MNyaX309w366CoF9EYugZHSrSbz rw2ukJR/yeG8OSg1QRD2SpVvqaQ2o3z7k3DievF+I6NWBdu6iARBEARBGIA6 g0KhYIkgiPmPfEiazpC6KdYoj/7ER2Eob73J/Eeah+DYAifR+cevCzOZD0EQ ZwdFzjmS2qRal0fB/x7xfmBCl/vYuogEQRAEQRhA9gwE4ViM98sk9ekzTaxt HsxYBQNpL5o9h9+dR0Xn73u76fUXBEGcHWR9lyypTWr2ug9CHhPfxgQsPWbr IhIEQRAEYQDqDL6+viwRBDH/GWkZktSnz/gywSiP4fyPoS/ufrPnSHg3XHT+ x65wgqHGwdksMkEQdkzS+5Hi26QF+6Ar9HaIfNFN9DHHr3WxdREJgiAIgjAA dYbKykqWCIKY/4y2DUvSGXJ+SjXOo3w78wWpUspNnqP0aIGkc9QEVcx2sQmC sFOiXg4W3VacuNaZtT0Jb4rXGTApZJO2LiZBEARBEAJo3QRBOBaD9f2S+ue5 29OM8hirc2d9feVos8lzdBd2SIqdmb45HkA1ywUnCMIuCXnMW3RbEXjvEdb2 pH4k3j8DptH2YVsXkyAIgiAIAagzYBw8TARBzH96K7ql6Qw7jHUGeVsE6+tP 9GabPIdyUgnHr3EWfY7gR7xmu9gEQdgpvreL97Vw5ikv1vZkbTkoqR3rU7d7 BEEQBEHYD2TPQBCORV9Vr6T+ebFzjlEeE325rK8vbws3e56IF06KPofHwn0w MTQ+m8UmCMIOUSlV4LFov+i2InZtEGt7CneIj2mDqT29xdZFJQiCIAhCAOkM BOFYdOW3S9QZco3yUI62sL7+WJ15P+6529MlnaclsXE2i00QhB0i6xmT1E6k bophbU+58w5Jx9WHVdu6qARBEARBCCCdgSAci87sNkn98xLXPKM8VMoJdV// Vhgt22b2PM1x9ZLOk78rYxZLTRCEPdIv0b4K9cve6L9Drcc3ko6r8Cq2dVEJ giAIghBAOgNBOBadOdJ0hooTpvvnffEPwHD+R2bPM94vk3SeyJXBs1VkgiDs lPb0ZkntRKlbAfTHPwRNARslHVd0wLQvGYIgCIIgbAPpDAThWLQkNEjTGY6b 1hkG01eo08opzxX04HHR5zlx3UFQTSpno8gEQdgp9aerJLVHdSGV0J/8JLSf eVvScdnfp9i6qARBEARxVqFQKPSSIaQzEIRj0RwvTWeo9iszmc9w/vvQH//w lOdK2xQr/lwLnKC3tGs2ikwQhJ1S7lEoqT1qS2li+mZP7MuSjkv+ONrWRXVw VEDBiQmCIAgpoM6gVCr1EkEQ85emGGl+E3D+kAfD2/IhbkfKfoDeqCXqDZNm z4UahZRzlbsXznbxCYKwI/J2ZUhqI/rKu2Ew+03oT34CPK8+IPq4mDUhti6q 46KifiFBEARhjLe3NwQEBLDk4+OjHkPo69Fkz0AQjgXqBtPVGYTIao8yv+9K WbvZcw3U9sOxBeLjzyW9HzlbxSYIwg5J2xwvqT0a6xplfmHQP4zfnW6ijzvz jL+ti+qYaDQGlbwPRkq/t/HFEARBEPbEsmXLIDw8HCIiIiArK8voe9QZCgoK 9BJBEPOXulBpOkNjVK322IkJFUvIeEso0xkm+6duE3xuOSz6XP53uc1iyQmC sDfi3jojvj1auB9UChUMF38JfVF3QMhj3qKPPfmAp62L6mDojNsUg+XMZ0ZP 2N8AlHIbXxdBEARhL0RGRrIUGhoKHh4eEB2tv4YRdYbg4GC9RBDE/KU6UNpa BvTnwON8dAC27e1jnyd6MpnOIG+f2gYh9vXT4s+3YB+MdozMavkJgrAfwp4L EN0++Cw5zI4ZLd/G2p6IFYGij/W+2dXGJXUkdHav8vYI6I26Dfri7mfr6BQj 9ba7LIIgCMJuaWtrM1onQesmCMKxwPgR09UZVrzeBncva2KfFSMNrK8vazgx 5fmKDuZIOh/6nycI4uwA7QzEtg3Bj3ixY0ar9rG2J/6tU5LaFrSFIGaK7h6O VTtDb8QNMFqxA+Rt4axOJrqTbXhtBEEQhD3h6+urTYcOHTJpz2ApJgVBEPOH Ci9pOkNHZov22AeebIY/LtKso1CMqfuVN8No5a4pz9eR1SrpfFnfJs1m8QmC sCO8bjgoum2IfCmIHTNW58bGtKmfhkpqW2Q9YzYu7TyH98UwOcJ8ZGAdjDef ZNsUwzXc/xt9bXmFBEEQhB1RUlLCUkVFBXR0dBh9T/YMBOFYlB7Ol9Q378xp 0x575S11cM7/VkJvH6c39sXeC8MFG6c8n2J8EjyvEu8XPnQ59VMJ4mxAIZuU 1BYlvhfBjhtv8mNj2tzvJfh2UKeB6l4bl3geo9EYFCN1zBdDX/yDAt88KqY9 YJ2MVuzktqjU25RkP0IQBEHooHgTBOHYFLvkSuqbd+Vy8SSwafjPP1fBOf9X Ccnp3LzgQOq/YTBzjcVznn7KT/T5PBfvh8lR87EyCYJwDIZbhyS1RZlbOFun 8bYzbExbvO+0NM00u9XGJZ6PCHwxdMZDX/TfYTDrNVCOd2m+1sW0xBggQ7kf GfUjCYIgiLMTpjkLkiGkMxCEYyFVZ8B49Uhnt4LZMqDO4Oo+wLYN5bwD/YnL LJ4ze2uKpHO2pzfP6j0gCML2dBd1SmoXCvdxMbEmOhOZzlDhHiLp+KboOhuX eL6h6xPKao9Ab8RNMFL6HS6c0Hyt0tt1IG0VDGU9x/7bXdABqZvi5vJiCYIg iHkG6QwE4Vjk7UyXpjNU9rDjMnNlTGM4V53e/5yby8I+Z1/U7SDsj5qiIbxG 2nhif/Zs3waCIGxMc1yDpHah0ruEHTfRm810hrpA8bEqMFX7l9m4xPMI3heD QgbDRZ8zXzyyBi/hDrpPGv+a41WfQYvfo5D1XTJ4LD4AbpfuBeWEEgiCIAjC FKQzEIRjkbs9TVLffKCGi2MZGDLMdAa0aXjkOc435FiNC+vvK+U9U55zrHOU xawUe86Y10Jm/T4QBGFbqgOkxdhtjOR80CoGy1m70xrhLen4kkN5Ni7xPEGj MShHm2Eg7QXoi10KE72Z/Jeg1RgEPhiUciUUbNsLfkt+ANc/7WTtvcfC/dBX MfW7gSAIgjh7IZ2BIByLnJ9SJfXNR1qH2HE79vcxneGia+rgr9dy/f3x5iDW 358cLLF43oB73UWf0/umQ+RDjCAcnOJD0tZwdWp8xShGG1m705l4TNLxueq2 j5gKnYYw0Z3K9IWB9BWglLVrvtbYOBj4eGxNaoQzT/mD26X7we0yZ/BYvF97 zylOMUEQBGEO0hkIwrHI+CpBms7QwukMGz7rYrYMa97rgHPPr4ThESXri2J/ H/2DWSL5w2jR5zx2hRP0V/fN8p0gCMKWZP8gzW/LYH0/O04l72XtTn+u+Dg2 mFI3xdq4xPaMwBdD/XHOF0PRl6BSyjRf8+sodPsNNQxA8gdR7N4evXgPuC9E GwYnvXtesDcTCIIgCMIUqDMolUqWCIKY/2R8LU1nGOseZcc99XIrnH9FNTi7 DTC7hqxcGSiGq0XHTK84XizpvJU+lm0kCIKYv0jRHtEOf2JYzo5TKcZZuzNS th08Fu0XnUfcW2dsXGI7hdcQlHLmc6c34kaQ1R0TfK9vvzDeL4Ni5xzwvtkV Dl+4i91bXCNh6p4nro+Y69IQBEEQ8wSyZyAIxyLtszhJ43358AQ77tZ/NMKN SxsgPmWU6Qzu3oOgmhhi/sFGq5wsnhfX6bovcBJ93pRPYiy5lyQIYh4T/eop 0e3B8b856x2L/meHS7aAz5LDovOIePGkjUpqx/C+GGQdMJi5Gvqi74SJrmTd 1wYaQ11IJYQ85gOHL9wJxy534tZILDR/z0896mV0SoIgCIJAUGfIy8tjiSCI +U+Sxs5VtM4wOM6O+8OVNbD8pRbo6uHiW27cwsW77Iu+C0aKvrB4Xuyret1w UPR5T97vMav3gSAI2xK63Ed0exCw1F3v2L64f8BwwScQ9OAJ0XkE05hXgM4X w2Rfnvp+3g8Dqc+CYqSB+1ap1NMXMAZpzJpQtqbt6F93W9QX+OR5tbPeWguC IAiC4EGdISQkhCWCIOY/UnUG5YQCxmRK5pPhnU86WR7/d0UNLF/Ryj4PJD8F g1ni7J6iXxE/f4lprGtk1u4DQRC2xe/vbqLbgtNP6a/NGkhaDoM56yDsWfGx LX1vP2KjktobgjUQTYHMF8Nw4UZQTQ5z305Oar8f6x6D7K3JcPxqZ6Yv4H2U slYF02Ad+dohCIIgjKF1EwThWMSvC5PUR0SqauRsrcTPTlx/8e5lTbDg5jr2 eSh7HQwkPynq3Pl7Mk3PgZlZ21vuWURrJwjCEVH/rj2vEu/HMea1UL3DB1Jf gMGMVyD29dOi88A5eGpP+JiUkzBatg16I26AsZpDum81vrgU4wrmIyfgHnc4 /GdNnEqJ+gKfGiJrbFFQgiAIws5BnUGhULBEEMT8J3ZtqPg+4gJOZ4hNHGM6 g89Jbr7rjQ864Jd/qITxcRUMF30JvdF/F3XurvwOZndreJ5jl+w2ef6w5wJm 7T4QBGE7xgfGJY1VUz6N0Tt+KGstDKQ8C6kbYyXlMzEkt1GJ7QDeF4O8F4ay 34S+6DtA3hbJfSVY29CS1AiRLwXBkYt2g9ule0SvkTCXCvdn26S4BEEQhH1D 9gwE4VhI0RnQnwLidmKQ6QxpWVyMs90u/ez/RaXjMFa9n/mCVMn7LZ9c3ZXF ddZ6c4xXHQD/d+NNX4O6bzvSPjybt4MgCBswUNMnaayasy1N7/ihvA3Qn7gM cn5IlZTPUOOAjUpsYzQaw+RAKfQnPAz9Sf8CxWAl/yX7d6hxEJI/jGJ2Jkf+ sovZL5iLIyElJb0faaNCEwRBEPYM6QwE4VhErjgpun/ofRNnT7tlWw/TFZpb udgTkXGjzF+D78khkDX5sxhziqEqUefP+SlVb27M6x9eEJk1Bu6LTdtQlx7J J1tngnAwOjJbJY1VWTsgYLjwM+iLuRuKnHMk5dNd2DGzC1fNtxjfAl8MraHQ G7UEhvLWg0Km01smRieg2CUHfG5xZTYMGBeI2TDMUF/gU8jjPrYoOEEQBGHn kM5AEI5F+POB4nWGmzmdYc177fCrC6pAs3QXWtomWcyJr3/sgYmuRKYzyAWx 0Kait7QbjgniW/qtiWI6w4mlniavIfQJv9m6FQRB2IiGsBpJY9XaoHK940dK t6rbnVuZDwEp+bQkNMzgqueb4Km73tHK3dATcQOMVuzWxZFQKaExqhZOPeYN hy/cxda0MR8MM1gjYSodv8ZZL3YFQRAEQSCkMxCEY4E+D8T2D/lYcv98qhku ub5OL5//75JqePbVNpgcLGc6w3hzoOhrOPmATlM4uSWL6Qy+L502fR0L9sFQ 06BV7wFBzCq6kIGEGSqOF0kaq7YmNeodj+NmbHfqz0jTGWqDK6Z5xZoYkL05 Myz5HKGxu1BNDMJw7nr1vboNZE2ntF93F7RD/Nth4HbZXklxKtFnL2oRpvzs mE3YhjecpetVCIIgCLOQzkAQjkXoY97idYZ7OJ1h0ZJ6uOexJr18lvyzEa6+ o0Hdj+1l/hnGqp1FX0P+rgydvcLRGqYzBGw0v866yDmXxm3E/ICeU1EUYOwZ CfpAb2mX3vFjtYeZztCWIk1nKDtWMO1rxhiQgxmrZljyOUCjMeBatv7kJ6Av 7kFQDBSzbbLeUcjemsR876ANA2oLYuNI8PoC+m7w/JuzpPveFFM31RUTBEEQ ZyGkMxCEYxGyTLzOEHi/J6jU46bf/KUKXnqjXS+fVW+3w6//WAWTk0rojboD Roq/Fn0NzAccrp1YsA/CY/qYznBqf5nZ68BrJgh7h7cNV8gVIB8ct/HV2DcZ XyZIGqeOto/oHS9r9GLrJnoKCiXZ+efvzgTWqElEMVyjbuduh77oOzFgg7Vu g5XRlUveHg09kbfDYOZa9f84e7Aq32Jmo4Y+GI5dLt4HA69D4HHHr3WBzG+T oPZUpaT6Q/8PBEEQBCGEdAaCcCyCHzohum+I4/ueXgXzxfDZt916+fy4p5dt r6yWM9/lQznvSLqOU494gefNh5nGEJktg7BT7Ux3MHktC5xgsK7PmreBIKwK rzHIukch+pVT3Lw52TaYJeGdMEnjVOWEvv/F8ZYQqEj4Hgarc+HYFXtF55P8 UTSXgUpsrG4V0xUGUp6B3sglzIZisj/f8mFzju5hG6t2ge7T18F43U62vSOr AyJeCoQjF+1i6yREx5FAW4fF++HIXzldInbtaegu4PxoynrHzLfXU913giAI gtBAOgNBOBaGcSWn1Bke9YbsfBmLNeHspr++NiR8BM5Vbw86PczmzAZSn5N0 HUUHcsD7iZNMZwiP74eIjFFwv9q8LW7B3iwatxF2Ca8xoI9T1PFwXHb6CV8b X5V9E/GC9Lg3QuQdsRCf0QAdjcXgdZOb6Lx8bzsMShkfg9eSIw3uu5HS7zlf t+0R3BqxuqNWvx8zgvfFMDkMQ3mfQF/UraDsPw1DjaOQ9nk8eCzap41TKc4H g26NxOE/74SQx7yhLrRKcDruvmC9iL3vofR7IAiCIAxAnWF0dJQlYu5QTcOu kyDEIEVnOPOkHwSdGWY6Q1i0vt1ybcMEs2fYurMXhgs/h76YeyRdx1DTAPi/ G890huCf8rmYEw94mb2WoAePW/M2EIR10LTVTbH14HPrYXC7dK/Wzny4mfyX miNY/XsW2w4FPWT82+9qKYaILBlUVFRCzKviYzDi2Ln++Fsga/AS5Gb+fSvv iIaesGvU+3PX0J/wKAzlvmft2zF9NBrD5HAD03qH0h8CWWsmFB8qA787jsDh C3cyuwPpayR2gddNh6DoQLbeGiBh3AgpPoWPX+cyrfUqBEEQhOOCOoOLiwtL xNxAGgMxm/jefkR03zD8hUDY7dLPdIbiMv315hjj8jd/qYaVb7Zrfb+rJkfM nNU0YYcqIDJ9FLyfCuJiTrwaMeX4oK+ix5q3giCmjbCdLvcoZOO4Y5fvZf74 +We2yDmHbHDM4H2Tq+h2CG0fDMkv71K3GTJIyqyAoq0rReeFc/UZG3dAT/gN MFK8RT1u1vhaUCmNzqGUtUFv9N9hOO8D7T7DhZ9BX+xSk/vPLTpbDHlnMgwk 3Q1DOWug4UwmhPwrGI7+dad2jYRYfQHXUmDsCbxHSRsiYaihX3c2E3Ep0zfH ib/vC5xguHlorm4OQRAEMQ+gdRO2wT+z3PJOBDENvG8Ub+sa/nwgfLi5i9kt DA8b96tvWNoAN9/XyOYGUWdQDNeKvxB1tzU+sQ/OnGwDzxsPQ2T2GJz8Ygof 9Oq+b972dCveCYKYHvyYC/9mfZsEbpfs4eaMDda8ow8SwhjlhEL8+FSdEt4J 1zt+UgEQkzMKkRnoQ3YE+usKRI+nMQU/GgAT3QnQF3MnDGauBuW4xveMVjvA +lXCYMYr0J/wMKjk/cCP6ccbfdnaicmhKrAdKu0feeNRGIi/BVqCv1DfpzPg dvl+OHoxt0ZCtMaweD97ho9evJvZKLTE1+vOpH7Gzc19lLrlS6rH5rh6k/kQ BEEQZyeoMyiVSpaI2Qdf57Wd/fDHdTtpGoyYFaSsqY1+9RQ880ob/O6yapN5 vbC2Df7romoYb49lOsNET4aka4nOHoXg3SWcphHdByEHp/ZhHnifhzVuAUFM G15jGO+TQezrp5kvBrM+9RY4wUA1+S81ZLRjWNL4NOOrBL3jmzonISJzDMor q5kdVMegNBt+9wV7YaR1gsWQYHEf4/8JkwNFmty5+h2t2ge9ETfARG+W3rlZ 3InIm2G80WcubpUxmjG/anIMxms2QVvgvZC5aQd43ezOfCkw3wpifDxeqVsj 4fqnnRBwzzEo9ywChWySyx+fcwu2la1JjZLqscQ1b9ZvD0EQBDF/cDR7BqbN m7D/swf4V/qyn33gP1/9Qd13kmaDLgUlrc04a/G86oDofmHs2lC47Z+NcN3d DSbz+ubnHmbrUFNSzPlJawkVfR2j40rOB+QObk4sxK0WwsO7p/Rhjmsnekq6 rHUrCEIS/LtjoLoXQh/3YTbmluaM83dJ097OBnrVv2Ep49OCvZl6x6eVjENy oQywOmJyxqCwRgbFh/Ik5Vnmxo15VRODMJS3gbVf461c+4V6aU/4dTBWc1Bz RsH7UqWEvrh7Ybhg41zcKj1U/HzPZCMMZa2G/C9fgMB7D8DRi53h2OV7pPlg WLiPe37Vx2R9mwwj7cO68yjE9Q9G1cdIiTmR8mnMbNwWgiAIYp7iKDoD2v3Z q74gxDejFH658jv4r9U/QmZNK9s2W9dNfiDOTqT0C+NeD4U/Lq6Fx19sMZlX QAjnI/L0mVbWTx+rcRV9HZ19CqYz5AfVsHOd/Cab/d/j2oPmr0ndN87emmKt W0EQ4lDp2uHWlCbwu/MoszEXY5d+8gHPWbum+UpLorR58Irjxdpjh0Y5fbK2 lZt3z62UQ3y+DAZq++DYAifReUasCBJckYrzMRNxA4xW7IC+uH/AYNbr2u8M GcpdD/0Jj8ziHTJA0H9RDqZB7dFX4PTDG+HYFa7gdinaLzhJiiNx9JI9zHdD 1MvB2jiV7DTMhkHKdQGcuGGK9tognXnKz8o3hiAIgpjPzHedgenygvdmb2kX DNYPmD/ARuCYf3BsHC5Zvxcuf38f/Hb1j+CfVTZrGkNzL+ePiewazjLU9S2l fx/zbiT84veVsO6jDpPZlVbImc6wfV8v9EYtgdHSraIvBccJOF7obx9lc2p+ r0ez/3s94jflNfnfdYzclhNzh+Bhq/QuAc+rnSX510MbHIx3ad1L0vmHmA/6 uSE1QeWS2qGG8BrtsWUNExCVPQYyOVfuhg6uHRmWqeDk/R6i80S7Li6Ogu7+ jbcEM720L/Y+UMpMt3kIxrXEtRPKMdP6qzVRKXRrVntzTkLimvXgvmAXHL30 ELgvdAIPMfrClfu0fkoxvmXwwyegJrBMd44pfDBY4swz/qLvudcNBynmBEEQ BKFlvuoMhvYL6Kc+5ZMY8L7ZFUKX+3LvVDt7373nEcnsGE7nVzOdYWcYZ29b f8Z6/qaYh2r1P0u/84Cd4Vz+pDWcPUyMTEjq33uvjWM6wk97TK8xn5hQwXkX VMGa9zrY/N5Q3nrR11JQI4fYXBn7HLkyCLyW+bHxgv/rURbHbV157dLn3kxB jz4xFYLnI2dbKrhhPAm0BxK5/p2fQ87+IdWK12T80FrltzCHlByW5j+wI0tj 26cuY1zuGORU6GLfoL6A7UZ92yRkf58iKV/du1UXu2GyLx8mupKnvP7J/nzO R0Or+HVikhH0YSaGhqBg+2HwuWkLHLkI/evs52wYxOgLC7k1Eui7AX3z5O/J BFnvmLbYM9WpcC2E6Huu/u2MtFHMCYIgCIJjvukMhusKu3LbIe2zODZ3ceSi 3UzPx7moAieNbyc76Ztl17XBr1/ZCt8FJ7Nx/3+v/gne8YqCar9S9m4e7bCe r4aDsblw7kvfwjkvfgNeaSVsG2kNZwfyIbmkfvieFUlMZ/AKMN83XLSkDu54 qBEGM16FwbQXRV9LStE4ZGpiZVb7l4HHdS5svBD0TbbFcVva5nhtPoY2S2Jg 83cK3ZwwQRjCPxfyoXFIeDdCG+9PlH26QUIfe9Z412h9UPbL1NcUzsbVw02D uu+n8VuwBTk/pUq6fwM1nM7Z0q2ACPT72KfQyy8xXwbZFePQntEiae1E0vtR +hemF6tyihuplENf9J0wUvKdle6I4KwGcySNESVw6pG96udvF7hd7gIei0Tq C3ycykv2sH5P4oYo6K/q1Z1HYR3f3iWHpfnFaE1stMp5CYIgiPnPfNEZDO3+ ugs7IXF9BJy47iC4/mkHF3NM895lafEBZuNgazizChUs+fIIXP2pC8gnFaws l368H95/01P7bhbajU7/XCroGR6DC97aCU/t9od1x8LgP175AaKL67TfE47N +IBMUp/wi+cymc6QkiEzm+fTq1rhd5fVwHD+h2xdM8fUzxK6M4tSjxfK6ie4 6+ofB0/1bzI8vAtCj9ZYvK7j17pA7rY0kA+Ma08n5vkV6gvsOia5vjY9+4QQ fpw31DAAYc/4M1tz3neeVI0BE7PByW+3yjUN1vVD6HIfdk34bvO/+xgUHciB iWG50b72itQ5cP53npAvY+2GYfFK1O1IdPYYTMiVkuLpeN/iajzeZlqD5fuH 8TD7k5+00h3hT607b391L8SvOwXHLt8BRy/h+y/iyoX7ul26F45evAdC/+UD LfE6P75Mx7Bie9eszlvKb6H0SL7Vzk0QBEHMb8zpDPy6UItJYZD47SrjeRde x8f3vkk7UBXo56NSGdkvtKe3QNKGCPaexX4Y9u9QUzDVd8G+2kzWJVqLvVFZ cN7L30NMSZ22zGtePQLHBNebu21mdrd8CdcePg3/b+02qOvqZzYMT+zyg9+9 /jMUNXdy+9F4y6EZaR2S1Cd8/dEcpjM0aXyumWLz990s5kRjcQz0hl8P403+ Fq9jaITz5Ybx6Xhi1oRCyKFKCI/pFTVuw/nloH96Ql2oYF2RynhO19Qadhw/ lrkXQsSLJ6Ezt027H3GWI9Cr2jNbmC8QHKuJ9cVgNi3E2IyJM76m1lTeByV3 Tfhuc7tkD/NJGfTgcagNqtB7ju31mY55LVT0vcMyIuiPAduMkjq5UX7tvZxP 2e5BJZtfEK3/LHDSrsmQymiVE/PloJT3Wt7ZAsJ6wjUNBXsy4cS1zqwP477w gCQfDBhL9fCFu9TPrhuUHMoDhVxj+yFSi5V03ersBpsGWHss9p6nboqz6jVY Bfv8mRAEQTg8s23PgO9XnFM01x/C7RjP2VKcpbb0Zoh74wx7z+I7ltf0za6j Vb+3Ue8v3Jc1Zb6zCb6jW/uG4H/f+Bledjml3V4fWgnufL9W07+IfCloipzE kV7dAr9etRW+DdatPR0Zn4C/f3MMLtmwF5p67M8/JmFdcG2slPHRE0vzmf8F hcJ8nicChpgWEZs8DkN570Nf9F2glKFuZf4329rN+W7rG9LMJap3rTtVCSe/ zITI7DHwvMnV4riNn7Nzu3QPi7/ZW6bva4/XJLX/V7clHZmtkPJxDOuDu/5x B9MqfG51hb7ybu11EETNyXI4cZ2LJH+PlpLvbUdm5BOoOqAMjl/jzGzghdfE 2+mx+Wv18xyx4iS0pTRpj7PHtRSnn/QVfd/8/+7GjqltndD6ezRkYhKYb8jy RjnUhVRKqpfsH6YXv0benczF8u2YwbhZ6B9BxdUx+mg8/KedTAMRbUOjaQ+Z 3c1VByD9ywQYatS9z63tvwP1ikmlzg7E90YL7bUghf07wHoXMkP4eS2CIAjC NpjTGXBedLC2nyWMJ4VrEAwTxsjuKerUSxh3fKRtmPl5Vk3qt++4dhxtBVuT G6HcowjSN8dD2HMB4LvkCPNpnP5lPFT5lLCxwnDzIEyMyFl8LH5uhOkLmvUR orR/XD+h3revzLq+wMXAdzf/7RQIf3hrB3QOcP4X6k9XcX6bDK7V6/qD056b wj4B2i7c/vVRWPyxs7pPptCb12hXn/vKD/fDLV8choFRzj7VzrqlhJUYVPc9 pfTB77ylBP56bd2UeeYXjzOdYZ9rHyhlXdAXfbfOH6TKdB+uookbM0wIdAC0 +/ZZGca2ey8PFNm/5sZYh9X9a1xLkfZ5PLSnN+v1HYdbBqFS3W6EPevP+UNT txOoTeA8Kf7+cdwWcPcxbb+cbHrOAlQC+zmDtTQFezOZv0c2RzvNdRKmEuaH z6boSxS09zi/bema+PcZmwNX/x/n9fGdK8zPXp7tgHvcRd83tPtHkgplkF4y bjbP9FIZJBfJWN+CzeuLzP/kP6YXd1Q1MQS9kUtgtHzHNA7Wt7HqyG6FqFdO MV0LtSKx18/XOX8cxqnszGnTncbC/IwUsA+hMOiDKJRKSK5ogr1/Fx/b0uum Q1a7JsmoTNu3KScU1OkhCIKwAagzDA8PsyQk7q0z4HfHUZZ8bz/C4jgYphPq sfHxa1x0ST0O8FlymMWewr5DxAsnIWZtKCRuiIS4N8+wOBD4PfprPHTBdjYe QPtQ7F/h38MX7oRDf9jO+loBS93ZnAiL04T+uRZobAan0S8MWeZtkz5YWEE1 /HLl93AwJpf9vzGihvmrNNlHXeAE/VXT9ydxMC4Pzl35nfqc+n4e+DJXtPUw vw0Pb/OCSdL3HZbeim5Jv43LFpbBXY8K5kY1mpWQsTEV/OL3VdrYl+PNgdAb fi3I2yPMXkdO5Thba21IkX8V0xn83ojh5uhE+vVnesEVnL0w/sX1ELgOOH1z HATc6w6uf9zJ2hCtnxbhfDDOBavbEbQ7H+satdKdJuwN1J6Y7ZyZsdfk6CQk fxTN3j+8hiXmuRP7jOLznLoxVty1asZBaMuX/LHwmsT9FvAv6g3onyhjS6Ke H2Frjj2ny/G/OYtug6JfPQX9Q0qIyMR1VuYNq6pbOO1SNgEQ/kKg6PyxvRis 759WOQZS/w2D6S9JOkY4xh3tHIH0LxLA8+oDWj+joudJWJxKJ/ZsBN7nATWB 5Xq2EdZaM4PagkKp3yeo7uiFLwMT4e5v3eGP63bCT8vdxN9vdV9mtMt6fq1F oTL2e4ltQWtSk/o3GaP+3UeZOZAgCIKYTVBnOHjwIEtC8N2PGjqf8H1nlNTv b3ynCBPT3S/Zw96NqBug7TJqB64X7NDGg+DXnWr7cJrxBr5X2Tgc1zxgHmzt ovj3srmE15S3I50r2Bx0wXCsNiafhIUfHoC7thxj2xqiajk/EgvMX2eVb+m0 ztU9NMr6Ak/uNr1unh82plQ2sXiarx4K0R5LOBaoVUn5bfzmjxXwwlrOf51Q XzB8Ni67sQ6WPt6kfZgGM19lPiGVI+hb3Pg5is+XQW6l6blJtH+Odq9mbQi2 FbzvVrF6A2ezwOkKGMsN2wpsO6bMg62j2gOnn/RjdlVcIa1wwwm7BeNIoF0e 2t6hjVzYvwPZO0j0OE+9H9PBL90r+veE+rtyYmodlx8fot0f6mVSrsnw+njt DecCMC4AxqnQO48NnnG0W5JSDhwDFtbIISZnDCan0Ej6h3U+X0oxbqbYOQf1 fiWHcqd1L0bLfoTeqCXqMeyYxX2F93tybBIqPIvYPI1kO0xtG7eL+bzM+SHV uF5nADbhShN6ckvvEHikFMH9Wz3ZOkvUGH4MTWVrP4tdciXVKY7vZx3eZsSg HGi/Wrg/m61PwXuJvlSPqtv+wQZaN0oQBDHXmFs3EffGae28oDaGg0FyN5F4 Oz9OS+D0BNQO9HQFEf0C/nhr2LXy19RT2DFn9/Vzv3j49cvfQ0lHDzTF1nPz Owv2TVketAmfDmsPn2G+H2s7+80uD+b7FCezK+Dcl75j1yfcTjgG3QUdon8X B65wYf4dN27p1j4Hle0DEFZgvI5i2fMt8IeFOluZyaFy6Am/DgZS+TiXuudI Psn5c6tsnjC+QPVuyUXjkF01AQ0RNRDymDeb52Pr5MXaQi/cp9UV2F8J/XfU JCJeCgLF+BQOKYj5hebZxbV4uBY/+cMoiF4dAqef8GV2cTjnjzZxUvw9Mo1B fUyoOo/w5yXMnS9w0vP9b3SpmjFiT0kXnHzAc+Y+KAV29ai94e+pyq9M93O0 4ry3WNAHq5QyZG1PZxoDag1TgdUcmyuDAvV+eA4pvgnDp+kzQN4WwXw0TPSk T3Fh+jYkzXH1bD0oW7/F+/8Q64NhMffcof0VxjXtKRasi5mhHw7mc8Fgzh+3 BedUwCqXEFjw4X5Y9NEB+Nw/HtKq9Nf/NMXUSarTMveC6V+opXJofH4JkfWo 3zfeJWyNLfo44fVn3g4W3xXT9dNBEARBTB/UGZRKJUtCYiX4i7ZZkjAPiin4 YS9urmk6Y2vD9b7m/FqqU0lzF/zHqq2wKSgBOhKbwPNqZ+Yj2tL1nXrUS/Jl Zda0slgW3wQlWdyXH0s6RWXBOS99CydSS7hrtnA7TMYZMRFPhLA9ndlton8P 31zmzvwuOB3mbIqLm7vhXzv2w3se30Nb37Be9X70ZRfbt1cQ136s9gj0hF8P E136/bfeIW7esa3H9Fi+oFquHi9w84M491nolMXWU2HfUGu/ZMV188LE4s2r x3bx68JsNt/rcAjaRnY/p0rWPrWm8cr6PpnZxqDdHNrP4bOEdgJow8JiEknQ uDEduWgXxKmfEYy32BhZy/QDsc8YrhM0dY/48jdF17F4i7wtj3XehTptBMe2 aLvRlipYDzWH6wYxvouU684MrGNrJnifsSoVn4yvN69K3XbkyditDPrncfG/ e/W9EdoETIngtOjvFnWGsRoXk/vpxams6oWE93SxsKT6eET7LtQmcM0pjuu1 p5lBO8WvgxPOJ+Dn/IYO+Ng7Bq78aD9c/YkzPLMnAMILa5kdpu5Ybk0F/h1q GhTVh+FT+hfx07vgKcph+AzjuwP9g6duimU+WPG3rvWvudjYR7j3ra662BwE QRDEnGDOngH74bPRz7dan2rxAbYGQ2t3fSW+A6d4Dy7k1k/k/KSJH2npvc37 E9Ks+TW5i4HWwL8D7/3WAxZtcoGKqGrwvEajMYhcdzsxYmIO2ATsmtSnu/0L 9P14AMYmJkX1I/n+xkqXYGYDUdTUOeX+lvJkcwsT3D3i1kabiVlKzAnoI0zs 72jDJb5MO4iOlUFGTSvctNkJSprXQ8fA+/DEruMsP/55OXp8gO2bnM7bD3MD p8H0FdCfuExd76PAV3pjBxdrYmjM9ENQ3cJ9L5PpflfYR8e18264Hlk9VsK+ IreGykrjMIPfGcYJTPk0hiuJcIw8DbSxegVxfWcSd8Du0czf8r95scdo4xZb aX6dz6fco5BbO7PQhP3cVDGJjN4R+7m1f5eq3xM/puhs4EcnmE2E2OfrxA0H md28Xtk1lB7N144pRdkx8LY7Yv0Gasa2qKXhOZLej2K2E6auZbZojKoV/3u8 wgkSUvohIX8MJtTvEYUF3xK4ZgLbDlxDgfPTUvRIjAlqrvyGcbGEz2l/4mMw mP2G0f48ON7N350JXjce0vclJaa+FnPPHGpiPrcehpKDuXrPznR+K3gE53NB /1iMdb3tdBo88MNx+P2bO+DxHb7gGp8Prf36vrn4Y4VH4/1AH1xi7zX6z7AG ptoLjDtUsDcLzjzlx3Q1pieq+3Z8v9DcM4F6Y11oJfVNCIIg5hBzOkPyh9Fm 10tYSu4anwvaZNBvMlpfIUwLp5gD4Oc61e9l9PvgdeNBCH7ouLqPqX7PXOkM x6407WNR2I/Ev1357fqFFWmrgPMhA3X9rB/FzxXxGjt/xNGEfDj31a3g4ZIE Xte5cPNgEvpC7Rkt5ivLYP5kR0IOnLN6K4TmVWnLIAbcbUw+ATd+7gp/+9QZ hmRyk69e/lxtac3MHr8sqxHCI4uhr7EfxvtkoJiYem6A/D/MPS0JDaKftZf+ GsK0A9eQWrjw3V0QW7pRncMn6vQefBHwGWw9lcbyxFpMz5axfQ+5669xVQxV QG/ETTBatk2zRQWl9RPMB4O56m/vVbCxQs+AwuiZxuvHuBE4VsS5aX48NmW7 YOI3LmY8hhpl9vfJetdmbLNjQn8waC+mwpQtkF1rEALbA1ZGlYnrN8FY9ygM twyx+UJOc1FO2Z+f8fy65tDm2HquPmeoR+Hx+Kyhv75KrxKj8yS+FyE6LxzP NETUcoerdOPWzG+TdL4exOjOC3Vz3Pz8uGg/Jprfi+ufdoLXDQchc0sSjHXO jW8+tF8Xe6+O3+MJEeq2oKVHX68aH1dAT4+M6Q5KzZw6MjrOrcmqaZ2Ejuw2 SWsn4t8J5+pCafxcCxFq/fjdUOFmFstXpZzU+QTQfFd3ugqC1H0QrB/ebkZs 3fJ2D9jWoS/Q4aZBvfNKAfc25XOhd3gMArLKmf9njDl1w2eHYMvJRKjp6NPb D3UFpUo1ZdOEdhZi77XPLYclXb+wICqVcZ2g/96aoAqIfuUU03PwuUZNR6cl ink37IOwZ0z7sCIIgiBmB3M6A9r/YT+cpYv3sPk/k+mvgoQ+s9T7a/1Gauzs tL4aFnJ+q/g44KhD43uWpYt2cWtoL9nD7BTwOL15qcXcGlQ8BuNaoJ95jOk1 MQ4Q8JAfBC36DnwW/izqHYh+5xXjmj6DmdgL+J7DOdaGsGoWBy3h3Qg49YgX G8fgteI1lbkX6h3TPTgKv39vF7zynjv43eQKbtOIm1Z8MNf09QiuU92LhxSv fHj9kf2wcr276X1F9OExBsX5b2yHZ/dya1f1/ABq3vM4/8b75DysLrfzxbvA 9WruHkatClb3XxOZz6US1zwWW7ApupbFO1Vq1r/P9drgsxLBPDHGgRX1rC3Y B49eGMm0g/96eTf4pG9RZ7RB/QxUqB+dwzA++QFcvH4rZNZyutfgkJLt+/7n XUaP1miVE/SG3wCT/dzvIaNsHFKLzdsoj8i4sUJ9u35/XkhrUiOkfRbH+qv4 7GljSSw2PUbj+5v8vJaosZjGz1/utjSmo2n9Q5q6xQbznULQphht63FdPmqY 6Nveko22GI1iztC0g2LH/agvtmc0Q8WJYijclw3x685AwNJj6vHsIYhcGcTW SGPCmEUJ6rEdrjNHX3+YsremQF+5Lq7OtPQGze595d1Ma5bSvpp7DrCNQ9vr loR6zS1R6Z2vKbZO/NoJ9fMXry47z/jAOIu3xGJKiNTL2DWp35M+t7iyNjjy pSB2PLPfk6I3MLs/br4c1xlgrOjZ1rkK92WJvvfBX2exdRD5hb2waVMqrF4d BY88EgQ33ngCLr30KGRnG/tUwviX2MZgm4f3R+y58PlE2xRTDNb1s3gOaep+ BcbYzv4xhbUJyGRXMPRF3wQT/Tr9Ce3GYt84zfWBNHUixQcD2vhjfyfy5WAW 55tHqg8GpQmfC0hEUS284x4BV3ywDxZ+dADe84yA6JI6o/3wWLE+mpI+iBJ9 r/G3gj4TxMLWd0wa+45oUb8HMr5KYHGJ+T4i8yUuwS+P/nvPifXryKaBIAhi bjCnM2R+kwQB9xxjCWMqmUunlnlrE8ap9v+7G7P/87r+INMJUFdATQHXzWFf Dv0hom/s0Md9IOWTGCg7WsDmfnAsH/v6aRajDvVqPA7nM5mvYM3x6Ms748t4 6K/s1l6nvLIGKv7xJpRfdA8ULXwGPNj7ZOr+IPbfsr7TzWNiX3escxTaU5uZ X+WEd8KYr2IsB/bRDv1+O9PPsT/B9wFZPuoxTdRnUdDcMwhypRJWHA6BJU/v AL8bp6cxYML1KkL4OUVEoX4P18fVg++T3uB0kfo8l+wD3+sPwemn/Jiv8eHm Qf1jp/CjwG8KzC5nfiHRnlJ7Ps34p9KrmJujEdieeOLfBbp4ILgW+uD//cz+ 8nHd0Uf2qUe8ufe58GTzHQk2I3OCiXmf+rBqkWOh/XDbn5Pgl78vBdf4veoj 16uLx/v4wN/XBjiRugUu/+AADMu48fdF19TCI89xuoPOnQtegxwGkp+C/qTl oJoc0fh0Mx1rgjsCIDp7DIrr5EZfGK5fGG4eYm3Eqce81M+hExz+M9oZO+v8 02qeSxbfRv38cb/ZvZLmfbF9wTEItmfo8y/j60Q25sBxrKx3DJQGa3pxvhN9 mhcfymPjP/Qpz/uTx3YPx6vYjmEbgmMWHGOmbY6H/N0ZUBtcyWyBtEXW2jiI q3KrojLWd3AbxlpEvwQ4/z3U0M9iNWAM0aT3I+HMs/5MY2S+1i7cyX77zOca asvqtoLpkRdqkno7S3/i4g7xsYfQN0HWt0ksFoT2tBLvAdpPBKrv8TGx7ezC ffp2c/xaBI0vhlPLvKCvskd3LQbgMyBF08D3HGo3OH5Ff5Ta9fpinknN84z3 mV/zgH5La4Mr2DbMS7J/wUXc2BbXsvP1PFtgnE1RY1H1NZ0M6YTYlH4oLu6B 5ctD4Z134mHXrnwICqqB3NxOaG4ehrCweuju1tlH8fZSE5PqFuuDSPFjX/Wz gr9JfFeOtA0xPxL5ezKZz0b8zaLmeAjjYqnbA+x7YJuAcbfqgpKgI/hOmGh1 Y/FDcdx74joX9mxL0nw0tpj420D/pNV+pVp/AVL0Nj5ehOG6iKr2XtjsHw83 fObK9IVl29X9stxK6B3R1zx5uwepj0DhgWxJfZn29OapM+RtF4RrZVScH9HC AzkQou4jeqj7kFgn/PM+Y989C63vO4IgCIIwjzmdgVtzrJIci3tidILZz+Kc dmtKE9SFVrH1s0X7s9l8d0dmC8h6zMewV6r7ZhiHrO5UJeRtT2PjbrTXy/om kfXZeGRZRdD+3tdQt+h+GHrvC2h72wlaFt8HKQvXghtbP2Fea8B+Ab630JYU 7QdQ30ANg9ltMDsLTjdnc6NX6ttVGL6zcL9P7naC537yheue2AYe1zqzNebT fRf63enG3X+D+94YWwcRrwbDkUu4eZDjiw6A26J93Hr2izh7ElxDnPRhFDSE 17A1o3r1ydelgT8o5IuABKY1xArmO6r9y8yv+RDEA8F7g7bG7B5p7g/zm6G+ Hpzj5OOW283c7TQwNfc8U9/fM7oWE/NX7WnNzBce6oJTPmPq8XDgd7kQfKQG Fl9fDpdcXwyoMdS0eEFm2SRklY9BeQP2fX3U6QN1n/UnWOVyip3j7mWNcMHC Gpic1BWcj0M3OVgO/fEPQFfWp8xWobYNbWrMr91He4eM0im0CIN1ufioNsd3 QvzrB+DE335gfXU+fi7+PfO0v/q3nMPaniKXXDamkjKuYzE2L96jsa3ibLVQ j/S78yibo8exU7l7IbvH2B6x/TVtBZ6Lv7e4ndlrXbxHZ6910S7tbxTzDbzX A/J2ZrA20mSZ5+C5ErYv2FaUHSuE9C8TWHsb/u9AFgsB9V4sG7NpE9if4Wem P2p+/9qYogJfArp0QC/h/swuTZ0H+v4scMpimoHuujR+LkyNuTTrOXDMHfZc oGjbFd7Oha8vXgNB3QPLgbYXqCexU0zRTqV8HC2+XVc/C/h+Qd39qCbuqqhn cSGnMaB+hWNaRDjPy/ymqsd7qG1pbfUl+G7A+yD0MTgbJKwXscZEfR/9V4TC 9bf6wUMPnTKbV23tAJxzzi547bVo7bauPm7dVUevAurPiNRVNefkbTDR14Dw ucbfLNPRNe8xT4EdyNFL9kLg3d9D6oafwP8uNy4+t8T7jn+58zozmx7+eUPE 9LF4nwuGtgdNPYNwMDaXrYs4/83t8OCPJ2BHWDo09erPOSiUSiNdQiposyWl L4PxX0yWRWncr8Q2AHU0bH+wP8HqRePrgtWJFf30oH40YcauhSAIgrAu5nQG PVRTJZUgSTixqbW/ZvT88T7dO3m8uBLaX/0E6m5cBv2vfAiqvGLIrO+ApV+d AJ/L1kLToqVw5spNonw1YH+T+Sa/cJfRvL3YNeG4n/fl++Hr63fDoav2WYxd aSkdUx8/2q7zy4S6TNSaEHV5uLlC/hqFfSf+WlEXYHYj6r4k+q3gbZSN7BEF vhqVmnp4bLsP/OHNHVDV08/8ZU27DLz/DU2fFueIh5oGdM/RPMJwrgX7/d2F nbpymJoPnpULMd03w/ng4kO5cOYpf9Y3O3TBdq02ZvZ5vdYFksuVkOBTD+df VgmPPh+jzt4FBmUA3UMqqOtQQljGGLT3oD70EZS17oRzVnwP7smFEBo+Chde XQOLb6uHqHjd2JD33aYYroa6pM/YGKCzu1938SYoqpEzu4epy43tgsaWQDEG 8iYnGEx5ANojvoOiA1nqZ/wE8+3fmtykHn/p9xtzt6Xq7JlFPbemf/uomeG4 Auc3D/6es9thaziE8+N6/mim8D2j2RfrCOfovG9yZfGDcb3FpGxSv+iz5U9V 8MziOWpDKlmcG37cjTYKTGO9dK/WVsDDRJlm0sbxeeE4Du3EAu/3gJLD+Wa1 US7p2jC0q+DqQJwfRSyL/93HIOqVU5C6MZbNYVf5lTJ7dbQXUGr8zEw1n4xf oQ232+VT/76EifdPJ3qMpPHfiHoG/zxor8mgrcG1/GhzeFwzry6lffZZckQ9 zpXNWnuMcWMtXof62TrwXT7TEL7cnMrN0StVRgnZsCEBzj13N1RXc23KpLq6 0J6htF4OE0Nyzvef2GdP8K7U+82bqiP+e+ZD+gC4/vnAtOJU8rpEzNpQ/TiV In7ffMwHIRgTAn0yPbnbH676xJnFjPjMLw4KGjv1fTfydgtWssHDeR7WvxF5 rzO+ShRcjLFej3ohrj9B+wLsJ2C7g+0Pbxs2W3GHsC6qfEutck8IgiCIqRGl M0hB4MeHHxtJjUXAYjyo36XC8fFYZgF0vP0l1Cy+H7rXbgQoKIWqvmF4wzsW frv6R3jWyR8O74mD7EuehdrFD4Lvldss9zkE83Ez0gbUx/peeQA8JbyDp0po +96R0cLWNh+7Yp92PYLFMZOmX8N8SGjmafAzrgEtdslhPibZ+lwTddY1MAIL N7nA2295WO+dvpBbY4y2vryN9GyPy3V2OEptrBBhHADtOhLt2F1fc8F5H8Px PNrX4Bp+tPdGHSjurTDmr1DvvAa2IjMqg0bfMHWvUOtAnyGJ6yOY7S4/By82 PoPPM8HwydcF8Oqt3vCL/82F19efhp6ePkhPa4PSkm5obFSPX0rGIKFArr4X pwHXT3x4wh3+Z+02aOjtg7YOBaxa1wbnnl8Fz61ug5hEXm/APi1AdUMPN9eY /BooZW18pRiVo65tgu03Nm7qnqn0jpnoTmFrMnpjHwRZUxCYa0BYXat09YD9 16MaX2HTf4b3aec5+TSj/K7kxtlsTRlqGBobeLSRKD1awHypK03Nb6qMn23h GFxvG+/nTqj/GmTZntbCxt3MXgHvkdb2QLzGOvP2gWuvOP8/e5g2ijYjHVmt Jtd2Y3nydqSL148WcuvEA+9z19NuTWLmp8vPI/ME3u4mvp7F+gRcxI17UXfB uAWCApt+DgSaS29pF/N/gfb4YvUMHGfFafxHzMY6sGD0Y2ThGjzV9/Ghf4XD L36xB7pHhGXFv7ry4ebeXjn89rf74M47fbW2VJll45BYwK0HiFhxUhvL0Jrz 3vrPkpPGN4zIGCHaOJU72W+7LqRSVyYLfSD+PWRIckUTfOITC5e/vw8WfXwA Vh08Bafzq4yympTga8UyfOOBbcskHL9G/P1FvcnUexHfpyVH8pkNGqfjcv53 eBtJSe2HRo9gmqgE/ykhj3lb6f4QBEEQU4E6g0KhYMnmMPFe/zrGC8qgffUn UHfdI9Cx+mOAwnLAbsnm0DT4yzu74ebPD0F0sc4ONOPTMCi96AEoWfy05ViX VkzHNMkaeeG6YxyHoJ2FlP6qqfcv/h81B5yHxTzx/Zr6aSyzN8W+vHAse/pQ GrhcvkebhzXK4qHRGnDuebSD6+srJPieEvfcmF9PMBNwfX7Kxli25p/ZWF/O PUv8uB71G7QlFephUtcZ6Q40XQbsL460DbP5V9SdTt7vyfkrMbDBEVtfAZvT 2Rzi//x+G5zzP1mwaUMxnD7dABdffAQuu+wo8722ZIkPBMb0QWEtakOb1HW1 HxZ+6Ay3f3UU+A5yWMww/O6yajjn/1XAVz/2wLic255fPQkxuTIYSHkW+hMe BuVIvaYg+uXq7Odsnzv7DNodwX4qeR8MF34OvVFLYLj4K1COd2ruiUCv4u+b 4fOk+S/aO7A+7HT9hs1iEtYdjp3xGUMtC/2tpG+OZ2vOcHxszed6qHEAkj+O YW0Bp0OK0C9n+z7wdh6X7mE2OWibgz4LcT0D2h7k78pgzz76umDxRySMJU9c f5CNa4TPhVGsATM/WcO54Oy6Nji4UrzPfSntI9rxo08Q3XVO3Y4Yxi3J2ZZm 0ZZJmzQxnqsDyqb1DFkC18NYbIc+TYX7HjkDj151DEbcNTEAlIZ9ENQRstVp RN1G1auT7j2P8Saw/RiRKaHKv4x7X2r8hEwV23AuftP4F9tntFfCNVzo60Sv 3sxgSl/A9Q/fBifDXVuOwV/f2wP//PEEeKWVQGvfkNGxwrgc04fXefikT+A/ /EXfW/R5wYPzG6i1xL1xhj0faM/FbJKu1O+riH1+tb5VNOvccD3KiWvFx93E d6eebSJBEAQxK1jdnkEqnGGg3iZl/yCMnIqGtuffhfobl7F1ElDE9cE886rh YvX79qqP9oNLbI4gGxU3flV3VQo3nICai++C1EVrLa+fsPQ+432GzWFfnPmb XGC9/j8/H4t5Mn95F+5k8wgY7yxyZTCLQ158OA98rz0InhJ8Won1gcWPIVDj aG/oNfEMCOZqRdqKa9cRGOyL2gn6rcO4C03RdVB/uor528L150UHsiFvezqz N079LI7FyEC7hIGaPpiUKaBxbBQCcisgNaSI+dZmfVfe55qg78rXCz/Wx/EP 9qH0fJkblUkFoNK38zG3Dh3tx7vy2pmfeZxzxjEIjkWwHz2TeR/8vO2rXDjn nD3wwce74dz/qwSXXW3sdzM2NgmtLcMQcqoW/vd3zrDPpRTOpMtgYDhefUVv Q05dEpz38vew4XiU9jpREtzr2gd/uqoGLr+pDkIjhiG7cpz5XVCO98JA2ovQ H3c/TA5VCCsOxRgYG+d0htrWSd12fheFDGT1x6Ev9h51Hs+DvCtJ/3gJ4Bg9 evUp7b3j4uAd0KwHQBvofaKfY9G/iWnYAzDNYbHOxoE9W+rP6E8Q/dRlfJ0A BeoxN/q6Qf0Bn9vO7FZmd9yW0sSe9bqQKhZTENfS5G5Pg5wfU1gsxfSvEiDt 8zj2TKOPVmYfZYX2hWmrWEbMx5zWJUHH4O08cF4S19GzOtOs0/7/2XsPqCqv rP/fqe/MvJPJJJNJUaPR2NJ7tyUxMZoYY6KJ0Wg09pLYe++IIL33XgVEBAUB pYN0UapIR+m9w+d3znO5CIqJZvLOf/3Xcru2z+Xep5zn1L332fu7ZTyYYne9 2zpVbDiGFARf6xmPd9Vf+vFTv5CRz5e6HkpunjHTNXAc+dvNy3Kud3/PhpLo ou7ufXcF7cECFP1bzT6fOavwh++yfqQNpqGo7jfTtRQ//bbOXx5L4r2DQ2sI cb5G7NeGZD/5HjX2Xt3vXyz+TxZsK3gL0p+qq8tQ+a2pqY3z51XYgjX1qviu a6Wq+aMs+boSEyMxpqW9To3dcU82+v/A5tZjL+zWncM2BlGbdzMHcH/2Z3Vf u9XmXlJdj0tUmhLL+NjK44w7YKfkoswtq+5znrRJdN5lf+l+In3tCP04OnWX S5o75Pyu6ls14m+Zx/sSaVY2WD91l3Uq5pjCkGtK/KaMW5LzmdoWdK9+Yar5 8WYsm3Kf4Qb4zXBT5sXqq1UkG13E5h58GsI3BN727vfpPt2n+3SffluSdgZL S0uFf4nUGMf/V5j7rVm5VOzRoeDjeeS+9hkVh40gU5WHPPRqCeP22/HgoqMc 8A6jov6mX61Splvulbtah2tPvcfp0dvvzdbQy09a/i31YynfKjhR/1c+mXeQ We62vPf6bj14jd25QGSMtBLbL/6+G58MRT5W76kPvwcsNlGXFhMs2WcbTHB6 Hg1t7dzJi+bWHILqWIL+cgtKvVxiX0ZsOaf4TcjnKe8l5E2zfx1T8oVIfw51 /hIFA3/g8R5scSmbSh9Ow5kOrHrlGLqDtHp8Fu4cu9sL30vB/NMRMo876Q6p vwpjSsaV5HilK+9warorDs+aKG1i1Y2514Ox92v3fUT5bEcbs2pzHH/9w3Gc vtzGgIeuciGy8facFQX1ivyacrWNsBTpPbRX8HGMguIVXUtijUVkFvY6v5VF a0oZ8PcM5q+5TlaRSvbvbKujNnYRVefG0V6dfNs7S7+HlKutfWwHrSUBii9E VfBEmvPdxG/quuy6ZxuDelKQe2mxQk+X+rrzyyaizx4TMqrEgRPz3iBZN9o9 udLU8u/dx9TftEPKOUKFIdmd21fdf+7BJmQ/qq9dUxmj4n5q/AQlv4vo0/I5 Pfl+xXN793V1P5fjuifng8RdUOMG3uv80tuWIFk807a7fA7DRPme0MFCPMNc +j8P1+/J/yiP6jpRPfPucQp623f75Ie4y/lJzjVqHLq7ztd5yzgITrvGVKHr yT4/19ib6OwiFpmdQveZu8do+LkyyrEt8y7VCB1JKecddEZ1nL3UK6VPfH95 DJXzihrwecXy7ucI0T5nvj3xs8/+ReqC3vgZcqz9Utu6zfLhkxlnmf2mC1mv zaL05UnkjXqf5jgpg2wXeu1K2tptaG9PFZ8vifdfLeYjd86eLWLAAG1cXVUx CAmZKoyXytqb9SFtxjLPsud4O1Xfkza1WzGN+mkLJWao27fkXvfX5bXSXiRz MEmbs8zJ21M9/chLKvvC7W0YkJLDfNOTPLfFlCFr9FnvFCTm2YLbru/PNtFv w/TYFDr4OWOSyqbQIeq7kra2K+J5oeJbafeR/msyF9ERwXsE70TanEOWHFXi B++mbhSbQDdmlKqu7s2mezPGzEBlW5C5Xt+0Uvy9JL5Ka6840M7aVtxfvIec MM+b/mL+4ft0n+7TfbpP/xlJO0N5ebnC90q98yupfUzvEA5823W9Y4frAsO5 MW8NBW9O58a3P9HhFdBzblpFPbMNTvDQEk3mGHmTV35zj+CO+Mnd5Sj4eh3Z T3+A28ijPy/X98IcUnKzDVbhQ0p7vMdYW/yF7CDxvW3uBVfulmfcCT9J6vU2 I+8x5kItN40w7LNv82vsID15I+4SS0uxMQzRVfDeo7aHKHk6VHrw3fk12Ao5 Ye8YbTa8q8feKebYLvEk6lCYgjufdyanT06RnyOZVyBfnB+x6Rzub1spMrOS e1RiVPeSHfvE1ffg3t98ZzVepYKxOUgXzxHGOI3+FXstUm8YpMo9IHHtIrec I90xVcHEkL7qEvOqvalNiR2R+T7lPrTcg1bnVZN4blImk++g+LN34y3cc3/r 3ReeNujZP5IxwtFmqWQnB5E5ZhKlw95m7WAt8nulp8+LuobbIld8V3pwJqiA 2bMD8I9qILckRoynlXI0kl1aySz9E/xDjMeZ+p5cSC/ouV7bpIoB/8xk1uJi Ia+q5OiOtiZqLq6k4uxbyrEhy4iW66G012URndZEZKpKzmurSqQ2ZiFVwRNo vHKErrZeeOn3al+4A0ldqK22gXyPPSTtnE3Y0s0EzDTG59NTOL9iLepK6vFC hx/YnUOiW1+2V+q0m0fdPMqYLMV29rgKP9H9PWvFZ0e2v/QZlr4I6vwGfbDN fuUY7d2fe99H7QvRt5/fmvfhHuJretnQ7KVdQoxZO2k7kfiQ0mbwhA6Og8Xf 4jzTt8zwmuNJ7NZgyjyzaL1USW1KGTfiShTcxAyXS/hMc8Fi4PEeW+3/pW+Y kqdUzE/xRyK6u84vxB903a6zyTi8Dw47MOhHXb4x9CK14CZ2X0t7Oxs+Nb3n PfJb/b/kXBG85FRPjtMebM5u//fOrl/2ga9qaFZyGUpd1C3mMof8oljyjTmW Q3Tvup3l3JBmkdCrQrgFy6avz1jvmJNbF3mps109mfnzzxT9yWB3PAMGiPX8 wd3kjxhPuukW8qfNpHj8OGry5dp/az6qKFEnK8Szz/P22ycYOtRKmV9kERIy WxS/qMqajj5xJG11LUpeZqn399gbRvZtC/WaJe140jan+Ja8a63CNhr0y2NW vQYrWKYT7RRfo87WzpvteUtup/7iGpLyrrPnxAVGbjBSMBdm6HjgGZcu+llf C7yCG9Tn4t52hC7uJHWpfRM6Fd+EVvG5SnyXJ86Udt+zgu2QNmQ4JPhw92cD KsrMuJTiRPCFYOw809l8qIRPZl5j/KRQbqRvwf6Ze8gne4/4V73lMdkm0t7u 9LIZZ773IV20aVNV//jBN+oacZzrftfPknbQKza327//r6nvGOq1l9JPXqv7 dJ/u0336/zvdS9zEubRr2IalcKX4520SyurXbX+Qey9tHR2CVfswt8p0RXsM yR86lqyN+jTFpyJXkLDCCvb6RDDtmAuPLtfioyNOnE+/ibvX2Y9seFsBBHVU 1VDw3ldcGv0l9iP0FP2gt1wu1z+1n7IaG1zmcpNxwdL3WO5LyFzO8n5SNzz5 qcs948qpYwakztHv74JdRbkcRqrsDb94vzFGPbYQmVta5uFWy1GKHD/mP8e1 /Ln1X677Ad+e6MGGv5FQqtTZ3eaxV/JzjDTGebh456H62D6pp+h1yn6tkNek b0HQD76KL6SMf5B+uHLtlXt+105nKfkAQ1f5K++t3qPts1fyKzCqe3wypc3h P8HR7362uj3kHrPUeWRuu4DZJzg9y1PJFyjjdpWcAzLXSR9//l//DrajVPtq sh8pOR/FPR1Eu8j4EOk73t7UzpWidjZ9pcmpQdPxnKxB2TPvUaZlRYRJFEZj 9dj+v5sxm2TCugE/sexpbaEL6PLDklBCklrE+D0qxtz+niEm996eWmug5ENd 6xCo+Bc1tMA+/SoeGZbPtNmlVFX3yqFQcYH2XAuakjdQF/EF1aEfEx8VQODF RmriN3Ej4HXqkjbfHmPxWzh135YLp03MDf40XZpHXcxUKsJ3cyM2hbyAQpIN k0X/Oo33ZEdlvlDyIUp/gkG6PTk0lc9DxPfDjfCc5EzErjCyfXOozK2lua6Z +uIaqjKErn2xiDz/LAWzU8FD6M5raa/2C/hPx+SoXvwbjnH1/GIt7mv+mikW H1hjP8sZj/meeCzwwmzbKdb/6MSbXx9nzHI9Jug486WFN8udz2ISlkTajYq+ 9S90nGznNDzEmDUbdBxLNe7kb21v6NZLgpf79eQr+Lll4tY9Za+LGYqvzoNL j7Hc+jQJ10pvOb8bgyQkq2e89j+f3MQYthupmv+VNWaQalzKNSd2/4UeHwCZ y1nxVehnj1s+U9r2zqTmYHwunq2uwcwz8WGKpjOv77Li6fWGPLNJhZ0i7fH7 vcM5PcfrZ8t369wnfadkrsuO1jtjNN2a80NNMkd1rl8WUduDFRub7S/4rTu+ ac1HU0/zxz8ZEvf0FyROmM0TL8Qx7vUwYgZ+StTEzcxedJ0la0rZfuAGJtZV VCruHl6iLX8kJiZKwZc5fDiu2yajsjXI/BMqv4a+upr0fysIukrISv/unKE6 Pb54SnyiaCuZryf+aKRSB9LOfe1UFiGiD6lzRfTEqqltb935V+Rvso0vHg7v wTlW11XP86UMdEu7yriI4wExfHzUiUdXavP+YQfMghNvi4vowSXu6o2X8DNt 1B3r0N7eRltbiZC3UsS3IYKlz4r0TdARvA+Vb4K0KVjQ0u7LxfhArMyD2bo5 mvmLM5k84zrPvFLIP/6dxR8HxPPg78J48YlQJr0cxoA/Z7JwtivpFnvF3Hh3 mJj3Mvco/llDVePFWowbrylOxOvF9MnToaaquiYFB3OnRyhf6LjzwhYzPl5s ctd9X5bN60OHO9bnb0bdtrv+fDH7Pb2f3FL3/Lw7YLHfp/t0n+7Tf5vuxc5w xDdCkWee32qm+PZNP+7OsdPRhGUUUFhZS2v73WNJlrW0UmzpTfGwcQRuN8Ml poGTKQ18ouHKq9tNmXTEkb1eFxR7v5o6f0XMRnNMMvljJhL58lqhG+j16IGK T7FgqfOd+sKNmL0XlP3lW7ER+9yrslnRgRUd/25yXo5SrZk+nzgJXS+3XxlM 2hZWPSF0zqcN8ei2g/SLKdm9LyblI8cXTJUc5RKbXub1yj+bo+je6thUBX/h ljyd/7EuIvOACh3J72tPoUu1qnDYu+XO0ugiJfeBKlfYL99LHdetju3u7Rct 9Tp1LLbEg5P7RNKmIGOJ5f6yYo94VFuR3X+tTv5/zj1+38Y9/vSWaj1jqJ4K T3KUYU+uk1+D7d8TG9+dd9BJ9B9L0fYmo/TxFW2UaptE442GPv1XzzxLkdF1 31jF+5/lsUqUJ/2hV3F/+Bt8N/lRkaPSD7OCMtj9v5uZ9NhxBvxOD12LbJKz pcy6Ssi+4aiHR4MYwz4JGby0zZyBq4XMHZpPaEozB2zTGPCvBF4eV0h0ipDb qyqRcP8ylV59Sxctrc10tpRTlJ+vwnJL04KWbh93ZZx3/LY4od2k9qNSmx06 2tppKjpDTcwcqiM/oLVIV3xbovzW2iTKWtJMfnAeSQZxQu84xcnPnPCc6EDA LBdSdS9Qm3wNmqTfRTs39xb7ea7gqpwq4o5EcELItYpt7EkdBafWftRN/v+y HyvPHynx8bXFuDMiYlMgNVcraaxupLG+mWbR1q3t7bR2tNMg3rO8q5WChnpy yqsISMxC73QMi0xP8t5ea57bbKzw13oemAfHk1J4gyZZC82dFIu+cfYjZ2zE +FbyZ4p5ymbkTZ+uX8LT7Tln1M3+r2ZbMXecnempao5+2kDtu9C7b0nb90lR /jd2WzF0rT4LzHzJvn4TQ6bHV++W+7mMs1aNW2mX6S6LylfBSIlft3hcB/NH jok5S4W/INeY8E1BXLZNpvRisXKP/nIO1ot6Tim4gUHgRaYec2HURiNe2m7O W2LdnXjInm8MTij+9KbBCYrtXeIE1jW39ilfgxhsTi+b371/W3cuZjnPSoyD vIBsaq/V0FzVRMct+ValfbkyrYwrdimcW+SrYOTKeV+xqT75y34Urmsu8OQI Rz5++CClz47j7SF+fPRVHufj2kkwDSX7sdfQG7yBeStvMGVWoYL98uy7uRQp OC4mSMwGDY0gPDxyuse0Ks9NYlYrgXE3YyjUeE29O0DFpTIlLk3mPwpe5qf4 m0m7gvQ1u73DdFGVWcnFQ+GKLqrai9DpkR/kuh648KQKS1B9Sbd80t8+iLTD +op+JmWmoWv0eXWHBZtdzpF+y55NhzL3ddKnx6ndSjq7fRMUFnNoZ4U495r4 LU6c5CtY4i7KOUxD8DHBmnTWH6E0V58ryS5ExURi73CFlUtTGftOMsOGJPPY wAwefTyLxwZlMHTEZV4cLfrdexGsWxiLqU463idLCYmoJDa+iuTUaia8FsWA v2Xh73gAn8n3gJfyM+ukXXeeUenzZP6EtjJewjYEUR5V1Kdu8sqqOZOcwzbX YMbut2X0RmNe22nJJ5rO7PI4z4X0fCobmhQb8V2vo2L+kT6HffKr/4w/zy/S rTp+P+tYa20L1ZkVCnZU7L4Liq+hzC2cZpl4mz9nv+Xqp5y/qqz36T7dp/v0 X6BfgwN5uagcj9gr7D1xQaybbkIWMlb8/qQcJOd8+d3XQh6SsYZLLP1YbRfA OsdAFovPUk6aJuRPB7HeZj81DtvPVvPMdktWWAQSEl+HS2g5F7Orbntmf/GM v0jdc/yN1XsoePVTAr5wUOQDrw/tidh8jkzXNEVm6vdSdb64bv9Qte1B5lpX 8uUN0e1ZK/uV27v1S2ljUO91SF381vM+eFBf2Td+8n/0WPyYal9e7knbj7zp 36COu5BynMxHdqNbTr2VZGyqzAsnbQ4St16FG6DbE+Pfo9fe6z6ijAmQ+4Rf uguFqTueUb2edWNj5IcXYP/C3dsa7qzv3NTPZZmlPUGyOtdD7xj6/6ou1u0v oI7jvad3Gt3Xd/3X5gxU6Vcyvt4AV3G9+0gT7J4yxmKIDpov6xOw5xxp53Nu 6ciqeIEO0Z8XzHLj93/Qw+X5xTzwl0ieHH6JMl07isZMoNnWuc9lWcHZbPvH Vv494BjfzA4gMLGd2gYZq7tJDKtzQj+76dvcJnRP/bMxGPtfxTu8mnf2W/Lu Vjf+MOwiA/4Zz5glrry8y1Docqa8d8CGD444MUXLk6WWFzgd1ciRk9kYBadR UtXXLiJldbkXKHW9js6be77tveLU+3D3b33OVfypVNwXW+aW+aQimM6ExbSF T4KMnaICtkOO4KubIXcjXFtHe9IKagKX0JS8nKKEH0k4vw5/vy3YuO1Fy+YQ R2y1cPMzISnOlqb8U2JAJorK6bsnTlMn+T45eM/xxWq0FZZPWWL1lBirT5mL sWOstK3Co/47eXLU/dpmmMzZakXI8hCux99d7NKdKLOsGfeL19jsFs74g44M lnmBtpky19SLI4HROPvGc2ZPEMGzPfF+2RQPMR48hH7uPkL6OhnhOEqF/2A7 utueII9KnJMRzqONcRttIs43we1pcf7ThjhJ3ygxP7iPt+VKahHppRVKbgi5 TvXG8bmV7MNTmXDQnoeWainr0+Wim2tBVz9+6K0tnTQ2qmLd47WiVX5UQ/WV ctiLo9WTOjiM1ubkx7qEbzjFZcsECsU4qrlWfQcLlIpyblRhdT6ZpVaneXO3 NY+v0lHKJfdppW6aXlKh2BJ+iVQ2OlWZc3wyVLE/d5mHUYnBe0qFMyNt8C6v Wyq6T8AcL9EnTitxYDImXuZCkdeoMTpv+pIZ35XNNyioApeDEcQM/wybZ35i 0Jh0mqpu2jJqNx6kasy7EHle+Tsvv52Rb+Qy8Lls0rOkXHAAlQ7dSk6Oqp92 dI/v2CtNnI1rpKz6pt1Ajve21o4+LSlt87fVXa8cx7f6bTRXNilYwoHzfZR1 SPqkXfW6mRtEsS10dPWLmxFy+Ro/2p1R9mUG/6TDStvTBKRkibmoL4ZPe7f9 oBsml852aQeVvgn1Yh7MF+UXcwnBgmVuDgukDQF2ofJP0BYXWFF6xY4gF0eM D/qwfX0kC3/IYex7OQx64jJ//FMqf/h9Ao88ksQrr6UxY+41VqzPZ//eLGzM cjgfVEx2XgMlNR2UNXRR0dhFlWBZVc2d0gNMVcYLEVU8+FgKTz4aTs6pbWLe +hW5PdRzjpAVpH+TxSAdHMW4jlzuT6lPFpSr8nNcq6nDMSqNNXZnmXTYkWFr DRTbgoyf1TkTS+iVPKobbsdXkPErd4pT7a8sod05Xn+O1P4It3LvnMJ38heQ tjoZJ3nFNlmRO6XNUfoQKTGS3T5Oip/cQNW+V9iGQPIDr/5qnwZpC6wvrKUi 9QbFF/K56pOpPDvFMO5X3e8+3af7dJ/+E7oXO0Nnr9z0vam2sYlLBddxi07D IjQB3YBoDvmEsd0tmDUOZ1hieYrvTX3E57Mc8YvCyFro+M9+Qt6368gvqyG/ vIYacY9WMU9nFXYQmtjKpdwW5W9Jd7u12dUfi/WhNTuP3BETKT9qTnlqGS01 t69NfXId3Ol5vb5PNY1X6X79YRN0x0p4feSgwvPufgfpO6/Y7uV1Yh1cO8hQ sTF884g+n/xTn2WPq2Q2yxEqndJ9tOoo/QelD3eyQYwoozr+s7OnTPJzV+98 oEJYabpRT0FgjoIzL/PSy7xP0g9AhaWk13/ccD/ygoL3JtbCwBnu+FQ2oiEk 5tPiWZnihfIEN/aql+rz+Tg8Z6zam/yVuvRt8u+o7jjaXyPL9PLnuBP/4r17 YWHIPTs1lvlvlaPgl9/fQJW7XbS/k3ieyzATbIaYc/gpQ7aNOcy6aZoYGnhT UnxTl1Hvp/Tur5V1nYwRMt3wP+zlwMA9PPvWVRauKqFBXFRj40nO4He4buJO U22LkG9VfSk/8ipb/7UTzVe0yUip4kJaLTX1MqZXxk/sEHKxvZCXb+IzRKS0 EJfeREtbO7UtjRRcb2TaN6UM+Eca+4xzORWTj3dMjpgnruAQlYzrxRTislsx C01hohibr+0z4WtjN7wSrnC9pv4XRvt/Rs2ijFUNTRRW1pAh9LiEgnr8kzMx 9xZ1a7qerfpbWKm1mbkHN/P5rs1M3raZD7Zv5+3NW3hu9Wae/2knL60/yKub j/H6dj0m7jfn/QNmvLJZkxfW7eG5NTsZu3Edc/at5IjJCpzctrLd+CDTj2jx 9oHjvPTTLiYsXMum79bjOH0rHu/swvFZLSwHmwm2UHAq76b/9s+98CR+4Vyp N1kN1MJr3E4yrfVpLvClsyaQpmuuNOVY0pChS0PaQeqTt1KXsJa6+J8Uro1f TdX5T6mJ+o6auBWCl1Et8TfSteCGv1BKJH5vDR3tTZSKPhVwuYxtnrF8ounJ G/vtef2wM69sc+arA34c2h/E0QUe7HnTEI3RepgO18X5SX1cRR93GS74KQOc Bukp+53ag7XYM+QoW54+yobXdfjhQ12mfq7DW3N0RZ0a8fpeK17baaHsc76y w0LxBZD+Nu/tt1Fs4N8Ze7PROUjxyZNYe6tsz5BfUdOrZ6gGjbRJNQoF63pl O1eutRKX1U5cvlB/c+F6VSe1WeUKNo3dOCvWvqHDmT3e5HmfoDavmOaaGnGX O1sWrlfXKxiTshyv77Lk2c0mSlnnGvvgFHmJoqq6fvMIdHTb09T5JWS8hTo+ pLP3/ma3fiLtzXed67LXXKeKJ1ThjyrxXxIn+N9aCsaogh0z8tfFd7nO8GL1 lnhs3tlD/pj3GfFYGNbuecoOfEKHrOs6igpucOWbNRQ+/wnlaTl0iH9VFZ1M nlbGwDEFXEyS8ZMb2L/flL8/YEpWVt89ifS8TqJSO8i70dTHbiRJ1pHax6Fv HqD+20mNPdxzvZgXK1Ju3MTUUOwLt+d8yLpewWHfcF7YZsqojYZMOuIg2jVN zDd98xG1t3fnc+hsFPcoE/fLRmJRgDcq3wRp15U2lUPQsJP6gn2UpOuSFuWG v10AGmvOMHvCWV4dfoEhA5N46NFs/vFIFv8anMWQpy/z+pupzJmXwWHdUrxC GgiPrSXtci3FRQ00N/e1c/ysiHWLALb7pzQGPJDJwkk2RG8+JOaqu2t/td+P 9TAVbq3Hc2aEfeVFtlECxZeuk1FYjselLBbZ+Im5wZznNpsqfh9f6XliEBjH pcIy6vuxt/WMh+78Gy01LYoef7f9UvblqivlCo6SjI+VeXDl56ayRkVnvxfM BHlu4/UGxa5wySyBkGV+eI63VTAn5diR40ju+yjYH732HdRzvZQnZd3IcSXt fPIetbllNJaI8uVVUJ1ZzvW4YvL8s8lwSFVy/kbtCFXyhUoskhMfOCj+INLP SPqAOoxRYWjKZ8txLMt2n+7TfbpP/026J3+Gbjw2xedY8q8wt9Zeb6bw44UU fPAt7ZU1/Z5TImS7kMRmIi81K/mrfgu6sWo3+a9Pg9ab+/E98XL36BenJol5 Jedytd6prFnduILSP7o2vxvLrts+E3coDNuhQoYeYYC70McNhxmybpCQoUep bAouo1R2hbcf0GPMX/VYO0jI2s8Y4v+xI8UXbo9P7Gq/fc3o71Xke5ZG55Nq FEvIilN4TbIX65l+jy+oEjc+VK8n1kKJK+7O4+gifnOa58WSyloe62jm29YW Pmxv4fm2Fh5raWKC+HtTeysmra2Ei6fLGA4f8S6uco9C5qIY3a3zj/zv7M+q c4XYjjC46c9xB+7Zjxth2IOjp5ade2JFh6nw8iW+RuS2YJJ0Y/GcYNsTq69+ 3m8Vv6GK7VblBLAdYSqeb46N3O8eYoz207rsee8Ax+atQV/jEOb+XmQVJ/dp /M47YNHnFgl9ftg8Dj23k2NGZWgYVqFtVs2Z4Dqlz1Tbe2C+/hzmTtW4hbST lNWljPGi+EJW/20bE0ZboGuQyflLQo4uaqaiTuaalHtpqwXb09ZxhYCYFjKk GtArjFjuAS9bU8rDQ64y6pU8Xh9fxOQvrvPtwnJWrK3gy0XFbN5XhaFVFUsO JzN+gx9PLbNizHozVjv64ZOcRlhODucysziVegXPhEs4RSdjGhKP7tlYDM5e RF+wyblETM8lYR2agn1YGk4Rl7E+n4LumVgl//wGpyDFn0r6WU0+6qz4oY8R +p30w5K+6aM3GvD6bmsmHzvB18ZnWGB5jpUOF9jsHsVen4toBiRjGJyGTXgm p1IKicktJ6esgdrmvvXdLioz43odfin5GAQlsM4phOk6nryzz45vjXzY5X4O m9PeRERaCdn6GK1ZO2hOX0d19DKuOawkYfePBH3zIx5v7Rb963j/fbc716N1 N1v1YdHnn5R764aqY+/rumN3erPbW2akaLtQG7+bxrSfqLu4hJqoH6iLX01d 0iYaUnfTcPkIjZk6NOWY0nTV4iZnG4nvzGi+Zq9wU44J9ak7xbt8T3nIZCqC P6Yu6ltaL20Wk6XQl3KOQOZOyqJXEeQ+B33jr1ipMYfJu1YzYc9O3turySdb jJi3yoo1cy3ZNsmYvW/os+cjUzQWOHF8qzfa2mfQE+2iExCDVXQqnimZ+Kfn cj6nkNhrJaTm3+DqjSqKha6eVVpFVFYRPvGZWJ1PQuNUpOKrvtDclx0eoYqN SU3SrlBZ205ecSuXclqIzRDzWXoHcddEe5ZDcmIlgSYXcdx1gcDYBqT5uDan inzxjKGizBM0nfodd21CNy2qqFV8uuXzZX5MuS8rcRVmG3op/TM2p+j2C6VO 3E+8xr1QR2O7gkf6a3zM7HvZHG7DH/0VNl85x+psiWHAAC02PLyYPY/v5bMp IbxYV8eAvBL+VFbJKDF5jHAJ4uVtJpx/cQqx479h6iF75tv6st4plAdejOZv j+dwKiiGirK1DBqoy7Bhzji4ZHA6KYuDPheYpXeCbQ7JOJ4r52udAJZZ++MY mSJ0/L7Ykmpfp45uf6mbMSzqyetm7keVvaFX3l15xi0xoqU19ZiFJDL9+Ake WqrPuH2uaPgkcDm/rtdZteLaq9IbRnwOEuwm2BgVBqPM6XOAthtHKYk5Spzj YdwOGaC91p013wQz/d1YRj0czt8GhIs6jOWPf01j0DO5jPuihAVrb7DzUAl2 DteJiKnjxj2ZaMXbtLYLblP2X24UiHFzpZLwmFK8gwsJza9XLB+ela3s0Epm 3/FEEu2SGft2KgP+chnnzXtxffPOOacUu8JI1X6My9PSZ8mYgAkOyr6+u3EY +n4xCq7L2wdtFdzVN3dasdzqNOaiLuNzS27X8eW4aO0Q60o77aIN7hRHG7fv wj3tA0iMKelvqmArSZlHfJYxm6e/dFfwWmW8jcTwkLmwpb9Elmua4MuKr4Bk mdc6UTuac+JcicfUM9/2lq3uRlYYdROTW23nc3peG/e3hTz1vJBXhqpwhXvm 8ME6PWuCsh4MUeU9UfIdDTfoidVVj+VCdZ7f+3Sf7tN9+i/RvdgZqg1dKZ61 mVqnM7SVltHRUUFb+2Wa8myEnPqTkC8XiOOP1KXsoiHDgMY8V5qvn6et5gqd DbnkXW8ledZW8l6eSctVFe6CYoPu6uyVr0K1bjS3dnIxo4XghCYiLjXfkcN7 cfSVZhKzW8gsaqOksoOaxk5xH+nPKNam7FzyR06gStdGuX/vcLZ7leW6esVR 3EgoUezVio1a4iTKfAPv29FQoJZhu3piLYtjruOxOgS9jZFMfccd3WdMcR91 e1zygaGGvPMPA/48wJSnfi/WZj0vGq6ZUpu0g+rY1Uo9V0d+08M1Qq6vS1hD /aW9NOZY0lzkT2tlCu2NpXS0Nd/2fs3V7VQLGTnXL5uLGpEEzDmBx1hrHF8w xmqIDqaPHMP2MW0cxVq1fetZnmlo4U0hZkV030h6NUrJOBaVB+cawdMEvyl4 guAVKTfYP8MT05etcBgi46aNsR5hgs0I4x65UxWTbtjLX+EW7rXu9mXV9bY9 bKTynei280gcBBkXLfdyvT6wI2zdGSWnYYJmJKlGcVyxSeKyVZKSO9tnipNi 95f3U3IGKnkkdRQbjDqPgOublgp2h4zVVZPc57hsnYz3Rw7K2q7kxxys2yNL qPYoDPvH6Ov53qg7d0Hv/WVjZR/bcpCpkCH0cRxzGOc3dmA+fR1eu5Zy2WMJ WQnmlNckyZ7XU55Oxd+3s9f+nIpv+jV0EW1zgSujPsZszXkc7Wv41/AszMyq +sCKVQelkzX+Ry6scMHkQArWLjXcKGslO7WMh/98nH/8/hiJUSVEpzYTmgCh EYUkZ6RR32REW+c+KsWxCX9xJ5l3Tvb/m/7QxeJRl7K7CApvxtqphgPHyli5 sZRJXxXw0sRrvDohj1fHFvHOxFJGvJbD74dcZMDD5xkw6BwDnvZjwEuu/E6M qwdnmTN8qSVvb7PjkyOOTNNyYoauE18ZOPK1iQMzje35TNeWT47b8JGmDZOP ynPcmG9ykvWOQWj4RmJ9Phm/JNH3r5aQXlxBgdADK+ubaWhp6xvTfZfU2Y13 q1x7h8lE+nj0RyqfK7m/Ku2fcv/1Gp2NOTTkXaIiIZLCMyfJcT3JZWNv4g+f IHLLCSH3unN6pjPeHztwcooDAV87EDTfmtClJoT/qEn0xl1c3LGO5ENrSdM7 TKatE7nesQr+jMQELY4spCSqkLKk69QXyXZSdYKuLvV//5ltt0vGmLdW0V5/ lZbrITRki7krZQ/1lzWpzzantcAdKoSe1RAjKiaDjvp8Wuqv09hQRVVjPcVN jVxtqie3soaCEqHLV9ZSLOaxGjr+I737VmoUVZ5V0Erc5SbCkhqJvNJGQqH4 rkK0QmELOfElBB4Kwni8PsdGHUBj+D4OPLGTnQP3Y7M/mpwSVZtezC7iT98d ZLq2G7s8QllgepLPtFx5b5+t4lch+YWtZryz14btbiFEZBRQUddX7+1vz1Q2 RWNVE3VCcawpqaW6sEbhitxKKgWXZ5dTllmmcGlaKdcFFycWkh9zjYLYPGpL a7keU4zTs6Y38w//xrihd7Ir9LFTCH3H8UVzpkzz509/0CV82BeM+ySEJwvL mdjYSGJdLVdQRQE8K9p4YHo+xtb+lDzxLk6vfseCb00Yv8GGDw678tSUFAY8 mM0GHQtKy9bw8Re7+MOfdRg+Rfx+yBONgChirxaTntfG+cQmjvvkssQknOla Xuz0OE9Y5jVqm34+l2GvKfSW7zt79lokFVe1cSK2gJm6Z3hhizWjNxjwo60n SQUSa+ayYDVuggqDsavlIO0VW2nOX0tZ6k6SvI/hq2mK/g+mrH7PgqnDXHnp kWCGPpzAY//OYODjVxg8JJ2RL2QwaWYBR8xbOCuGjISsqqoSsk3TrbgSHbQ0 NFNRVEtBZhWZCdcpKahHWjqu1rRx/GiigvW4aHkYU74L4a1ZQfzgX8IO8fu8 qi4eH3uSgW97M/h1D554wYknRtvyitCdJ5SV82pkBv8eY6DYiZ4WssuBGX48 NDCDYQ8EEbpl522YkOr12WWEET5i7Xd5yQzd8WbsWunChxsseXWPFS8fsFb8 eRab+eISkSbGUyVNLfeeE1rafJrrWkR/rxdjQswXcaWEH4vBfLiMY7q7OEe5 dit5iNV+BeqcvBIztBsTSuYNVuFf6fTYeKU+r2bp76PO79Svr2hvLJlesosS IzZKhfPS3xiyFXVoM1z6VBr9rI+bKu+w4c38w/34aqYY3I+duE/36T79d+le 7Ayt4e6UrfmIwrHPUfjC25TOHk/Z3lepuLCC6nxT6vOcqc80ovbSIepStwu9 eC3VcYuojphJRqwRF1frkP/kG9Q4bUcIndB259hZNcktpzKho1QINa9KyH/V FV3UlKNwbXkX9ZVdNHRzRUknBXntZGW1kny5mejkFiKSW4lMbSU1r4vMhbu5 9vo0uuqljNc7uuLXkuraxoJqzsx0xWagNicm2FKVU01Lp8RDhvz8di4L+dXR MZeffozk3fd8ePBPhjw71BYLnSvYPiPWiKeNVP4D3bqys5AJ3UZo4zB/MbM+ P8Qbb+hTFLmb9quaUC5klhuedF4PpKMyjvayEFqLPGi9akLrlQO0pKynJX4B zVGf0xQ+habor2gW7dCSoUNbnqcoVLxQ/6SOeosuIUSvmpRq8jyuknYgCudV fnzidomB4qftHeXUtwkBvC2TjhbZbvnipYWwk3tVcIEQygWnZZAXl4huVAKL k1KZHp3EqsMn0Zthguu7mpx6dj+eYzRxHK6n5MizEvq01TAT7GRM85PiXYeo 2FF8dhxyHCexVjsN08Nh8HHsB2tjL76zf0qc+5QujkN1cRmso7Cr0O+dB+uJ 3w1wGGNGwNxTJBgkURLfP+7GrdQoZLLic7mkGsYTtjYY3+leOL5gjcdYRxI0 Y6i/1iu/YmeHytm1mzoaWsh0TCF8/VlOz3DD+SVTBcPSaqDcXzDAeqiMezcW MoyxEntv87T8W8bBGCiYpHLv2XKw9AfXxeIJmXNDC49X9xD8zQ6SD+yhwGeH GCZbaCs1Fc9N6lPun0Me7y9LwzeDtvOXAYcIND3NmoAWBjxwDa2gJnIqssgp SiC+JJqY4hBOaa7g7JIZXP9uAzFzNCj+ZCn12zQx3BzJs2NceUfIUqYf6aL3 rhbbnjjE4VeMOTrWFsOPjmE/ax0ei5fjtXYl/rs2ce6wDuH6bsRZB5IbFEv1 5Sy6avr6MJWKKSDm6s2+WC6GZqboTtHJcCoYTBxa2X60gYXravhkdgUvf3CD ZyeU8conVUz+vp5v1zSybGczmzRaOGDUhq5dB1aeHXic6SIuVRVTfO+knhd6 Y7x33sI/P3fIM2SKO8nqIkgzhIwFU+feUe+jShWzN//nunQDnWKMdnbeJc6C dExTYq+6aG9TcUd7dyyWDBbvkrK/EqGNqi7ae33uzXdf2eravet3VYeJiXK1 t3UofgJt7ar96FtxGmVJKhqgSOhOuTc6yChsIzW3hYsZzURdaiQ8uZHAuEZC U1pIEuvCVbG+lLdCYXY1ia5JeK/2RPu5I+x5cBOmY3Xx33CSTL8MusQc2SJ0 mYC13uz420a2jdAgwCJeeaZLfLoSl/GtwQl+tAnggOcFzIMSOBmXQXx2MaWV dbe90q1UI+aizKAsIgzC8V7lifn7+mg+tQetEfvRHnmAY8NVfHToPo4Okbyf w4P2cWTwPg4+vocDj+3h4KD9HBh8gD3/3suev27Gc4kbHl864/KmtaKn2Emd aIgOtsP0esWl9dYNe+s9N/mmfcJAhV/aH49S+WNJm4YqR4sO5kLvsnrDHPud UQz4kylT/r6J3WOOMOpGDT+JVmsUDXdDLCXX02vIckng0Fw7ljy1n5XinfZ+ vIPip94j4u+f4vvkCs7Ms8JdN4zpc3MZ8M9raJjJPAr6pCZvpanBTHzOICGm tKdTyYMMv7p8DfxjmtjrfIVZWmdZZHaGgz6RmAUn4x6TTdClYtEPKqmol85Y Ug+T2BDxyv06u4ro6qpVbAxybDaKfhJ5NRenuBB2eJqw3HE3e09vI674CDIf pIKV0HSQsrTdXBbfX7Rax9mDWzBZrM2uaY58/4o3Hzzmy3N/PM2gP4Txjz/G KziML7+ez/SZBcxfcI0f11xlv0YeVvaFXL1602fR1vYyhobJHDwcx/ot0Sxc egEt9zzOiN+sxLw59Fk3HnrWlT8IHjDSkQGjnRihm8iMulo+Tc9n0JtWvPim CR+8qs2Xbx5l7lsHWbrKkDUW9mw8asyWj7aiMXUL1p9v4NxXP5Ly1TIKPv2O G5/MoVZw/bTvODF8Fo8P2M+AJ60ZPzNRrCPZzBttwMlPNZVYUIdREi9FrMUy r8ogXfaM0WbmWE3e/U6PUVtMmGZ0gu2+YbiL8VJY+/NjolXUdbVYIIovlZN1 Po/kE5eIsoghWCMU3w2ncPnOGavJFui/oiPGhBgXAzejOXAV2kMWY/DcEjYN WMX+v+7FXPR1xzGq3C+2d/KrvNX+dout7Lacwb3xtbtZ+V3xBVWNIRvpDylx KKR/pdpPUuarFuPDaaie4ivqOug4bmKMuApZxlnmJRshc4aJ854xVB3HyPsK flZ1tH+m728Ki/p3GCVYXOsgZEkpNzlJOUnKWre8p8RauU/36T7dp/8m3Yud ITIqkZCoFAJPJeJvksjpfWEE7LnA9fcXUrDCgAv+9ZyNghChI4QndRITXUF8 bBHhqeVEH/Ol/On3uG60m8rU77keM5OSxOUUpWtQWujH9esXqCiLpqI8horq ZCprEqlsuEJT/WUaai9TXneJguZkcpqTSGxO4HxTPN4tSVjVJnKsKoVddVfQ bc/Co7OQCCFny0jHgrZOrtc1cUMoL1kZQo7xiaVk2HgyDtlyrRhKioR8KWSc ammvqOmiWSzpbc1Czm4W8mtzB53i2CW4s0H83dBBq/i9WcgtLbWdNFe101TV gVSbJIxVvhDpz5pkkprSQEZJK2djK7D1KcIjNQ7nK26MmWPHgBfNeGCZP4NO p/NBehkns7vwNcvG4nkh9z12DNvHtYQcKNYfIQtcMTGnNT+cuoJ8cpLLqakU 9RrRyfzFiYQldVAk5IoKIVCXNcp4YRRZ+aI8R7yTX0YTXhfL8EjJwC0pgpNp vgSl6hMXt4bL4XPJifye7Jhl5MQsJyduJTnxP5Kb9BMF6ZspvrYT1zof3hL1 9xY1nEraS/OZ2VQZTqVoxacUzv6Kwm/mUTBrMQUffkv+Jwu4OmURVz/+gZJP ltEw+QeqPp5D7uRvSJs5m4RZc0j6cA6Xxi8i6tOdBH2lg+9iMyJ/2ETkDg0c NWIx3JOJ7tZMdLZlor0zh+NrU9B73Rr9t20w3JCI+dZLWM4NwfIDIXu/bY/B eEc0p7qh8akbB6a5cHSpD/Z6ofgHJBDuG8hVC0vKVm+hdMF6itfsplrDgHo7 D2pOh1IVe4WKjBIqhFxZU9Wq4Evc3EERgk1rCc1FWbRWS6xNlcDarvpFybla 331so6+O1NbaRV1RHSXR+Vwyi+T8She8Jmjj/upRnJ/RxGmkJi7PHsP9ZV08 3zbB930LgmaaErXampQj3uQ6RFIRX0htVbkoU5m4fyFd+ZepE2WuC0ym7uxF av3DBJ+n5XQgXSHnaTofrXDz+SiaYxJpEdwWlwQpKbQnplEanES6WxRROgF8 /q4zX34dyfdlaUzfb8iXw934wP0y0/228rndN+xcO5V9G6ejeeh7bB32U1VY RGNyMpmu1mQdNMDFLh09l2a2b87A8JtTOH9siu7jPzFbyHKHn9+N+yxjzKbb 4/S1M17TLHH60AT7T4ywnnoU4wl70X5pF1qviOPbGuhM0MVomgl2i+ywW38S 420RnDgSzYltIbivPI3r9544znTE4XMrHD81w3maFTYzHDD8ypnjn4m2f98G rWEHMfjjEo7/fgmaf/6Rg/+7iV3/2Mn2xw6z+SkdVj1lwozRXowfm8LM7wvZ qdfEKTE3FZSh4MJJ/bmluV3MNR3klXYRIcaUg28r+4ya+XF/A2sONrDuUD07 dRvZa9DIvm7WtGjCxLkZR98WToa0EhLbRnxaO5l5nRSXdVBV2arktqRZ9BKp mEoDHh3crlHfasu4s91C2VttbRNzUDNt1Q20lNXQWFxJ041aWoT+2lZdT0et nJyaZRD5z87hdaIzi65P1g24Ug5p4nhZHgVfFnVzpZsvi3nxUgkkFYp5RXBc gThe7VJw/VPzu8gU6lxaditFQo8XRaK2rpO6mjaa6lpFOcW7N4uRJSfUFjmp ShZ/tzeqbMttLXS1tNAh3qm9uVXMua1K7o9fsjpUVfdvN5H+as1ivr5R1kJq Wj2h4VWcPlNG0PlKwuPrSEhvIj2/lbyKTsqbpBVGFKFLzuON1KQXkmp4Dq8v hD7wxhHMnt+P9xxL0jwSKctvUeaHTmXMd1LVUoK6BHX5Dfgv9mH3/2xF63Vt CmPyf7bsvUn2u9riGnJDMogQeu+J+TaYj9fG8DUxNp45wPG3NNH8yhatnSEY 2mRj55aPx4l8vHwEnxIcKNaVwEI8Q4txv1CKy/nruESU4xRZgWtspdDhqvBO rMTGIRWtDw3RG7UP3cG78ZntxMlvvHD7yBWn122xHW6IrcQzHi71E6GnSNvu k9Juq6scncRvTkMFS/3nKX1xntCbnpZ+aaZYSx6pYivBluJ7i6ESL9gA5xdM OPmhHRf3hlJy4RqV+VVcuNSE/tNLcRs5jymhmexubCb+Yp3QpSs5uP8qWsfy OLTlEubTHQk/co6ryUV4i3X7UHwSDnoGRE/9ljOPv0/w/0wi4Lk1fDr8JL9/ uIiPF1SiYZ3B2WhXQiMP8PgjurzzhiUh53JpqmmQxmBUs7YYO6Ihi0Q/Pynq SN8/HaOASziHRRJ2yZ7sYg2uVx+mrHo/hWXHqWmUORtk7kd5PIoqj4MhLU3H yb22jeSUVeTmr6YyZie5zvs4s/MARl/v5uBbW1k18ijT/2XBa39wZ/CAQJ4Y EMlT/5vAgAGn+N3v/fnbv0P419Oh/HtMEHO3ZBFRi4Ly+Mw0f1760o9np/ow 7B0nBj5nxaebgjhaXcnW4hIeEHrvH5834y9vmvHEeAPGfKTDZ5us+cnZnR0m NuyZug3diT9iM2k1XtPX4TdtNSdnrMb3q5WEzlhBwtdirZ+zjJI5S8j/chlF 320g/9sd5M7aS+YCLap2GNKlb0GDmSvnDgRy+lAo3kci8dC6iIveJdLD8+nw 9CVh3ALWP7qKmfa+jJ6Uzp8fuIz+hztweM4AM9GH9F4yZufnlny70V7BNj0c cZFzufnkl1eLsd6iLKhdVW2UC5nsyplrRFkmEXggFI9lJ3D42grLj/UwfusQ Ri/vxOi5LRiO3oT+8A0YjFyL6YursXp7JU5f/oTv5s0E6u/mgocWERcsiUxy J+SSH0GZIYTmRxAboIvFe2vY/cef0HjgoOin0hZmgu1Ioz4+pDd9I3+JDbpx aY1u8pheLG0PIwyUseIixpD748fxfOQYXg9ris/aOCvY4QZYvmiK0bvWHPnU hY1L/Fm64wK7Z57g+Bu2GI80w+pRA6weFuf9yxDzfxth/ojgfwl+WPBD3Ufx t4X43uJRY8wfN8F0qDlGIy0VWVL3VTt03nHE4CWb2+wM0vf2Pt2n+3Sf/i+p o6OjD0s7w63f3Yl/FPrgzEXpTJmZzOSv45kyJ4VZiy4S5nuWsA272PmlDQu/ j2D7zsuYaOcousOpdc6kfrOOa0+/x/GVGkzNLmdiZjnjs/J4J/MS7+Wn8G5H Hu915DKu4RIfVKXwSWkyM6/F8W1mHB9VJPBeWzoTG/KYll7CpMxqPsqs5eN0 FX/b2IS0lCwWcuPkjHo+yango4JSxpcVMLE6k8ldZXyB3Dsp4kh9ImeXrCRv 1DhcwmOwTM/GNqMAm9wqnLIq8Ugrw+dSGd6XynFJq8bqcjOWaa3oZXWhf6UV 85RKrFLLMchoRDtHfC+ONmEFeLtfJE7Lk+gt5piudmHRHGtefEOP4Y/psW6v PhusbJjnHsUMIQMvutjAJq9yfgiqYad/LmfP5rJk2RIcl57DbXc83pZXCbnc hqtQczXyYEd6B9uvtrDr4g2+3xnMk4O0ef4fGuxb7IuLVji2Qlc0DW/E/mwj DqYZmBvkYGFcgItrGdG5HSQWgcU5cAgF63ghLV3pQuNaC4eLGjlSXM/hwmo0 c0sE56ORX4BmThbLrpRy1CecdKGfF8xfQ86rk7n83KdcGfUtsRPXEDF9B+fn HiRk2noCfzQkzCacQNdoXK288LSww9/YlFCDvcTqbOCsnhPa9mXoaBdgui0M s43B2Kzw5OLoKaQ8+ym+X+vjJfRtv2+M8JhnjdMCe8zn2bL7My22CN1113w/ dsy/gMa6RHF9PDpH09imG8c8izPMcQ7m8/A85pzJQk/Di3OzdhM3bg1BT8/B 9dFvcB40H+/nVuAjPp99cDIRT3xMzOCPiHhqKmHPf0vkpDVEz9tH+I8HCVu3 k7NbtxKwbx2Bh9bgs38P9lu1sdpkiu0mO5zWuuC6Tsjo607gss0fh93BWB8M w+JwBFY6cThbpeLhmYXfqTTOCoX23MmThHrZEmwj6uOYG2eOehNiE0hsYAI5 l25QIBSYYqF+StfrEnEs7JT42s1kxCSTbO1Jyg9b8V9hg8OeSGz2RuO+9zwu +8LwWu9F2Jiv8R0yE8+VrjivPY3TCl/xvR8ntvjjttgB64FfYzVkNi7LnHFc 5o399x5oGtZiuek0VlN/IGrkHHQe2022XTCnm2s5WlFF9NeHOf/FPvw+24X/ xI0sXr6MQ9ZuTHWeyVzPVezxdmNjWBSrk0pZES/GU3gdC/f58pc5gbzwZShr DxexfksyB9eHcuH4GRIdIonS9CLa/DwZ/slkRyWS5uLCxf37Cfl6EX4vfI7v I5/h95fP8fvfqdj9zwwsB8/BduxiXBcK2Xj3WoKObiT8+AaCdNbgt2QZXi/N JWzwFIqff5eWRRNpP/oVNTu/omztdAqXfc61OdPI+uwzkt+bSuzzU7n46ETi /vkhdg8vYNk/j/DRQ7a8NjSYsVOu8dGcMp6ddIPhL2TzxGNxDH/4HC8/epqx T3gx7nFP3vjXCV78X2/G/NGLYb/3YeAAX4UfH+DHvwcE8PDvgnhoQAj/+F0E f/19JH/8Yyy//3Mif38kjadGXWH828ks+iqFLXMS0VgQjJGQJ40Xn8Zg8Rn0 F51BT7DBkiB0lp1He3EwugsDMFzgi9l8LyznuWP7nTMnFjhycoEdrt87YbPg hPKb0byT6M8/xfE5vux7wYC9L5tw7EsvTH4KxWxzJBa7LmJ5OBWr4+k46Gbi Y5zOGdsMvG0ycTJMw97oCvZmGbhaZuCrFYn/8QjcDoThfCAR24OxWB6Ix0x8 Nt4Whc3OKDw2BXBunSMR6yyIWa5D9Df7CJu2leCp2znx0jp83tqG27jdOL6z B6vX96H5qhabXrdhyXs+LJ54lu8/DuObqRf5YnIi338ey8rJgWye7M2e8fYc G2uK9hv66L6ti+FEITt/bo3dXEdcl3lwcovQF46c57yx0FFEGQOPhLB48WL8 tvjivVbMMys98F7sjPu3tlhMNkXrTT0OP6fFvmc0OfC8BsdeFnqK0NtN39bB /BMz7Oa54bo+AB+NKPzNU8X4jWL3WBfmP2TI548ZMf0lF9asTUDHqwatkBYO Rd9AN/csG5NN+PbUSqbZfMnUQ9N4ySqCGWdKMChM4lxlAi5hV9CbYs+m323E dpo5/utP47/rFKFHzxFtFEGibSypbnGkel4kUussXgttMX1LzN9DD7FV6PLr hW6w7EVHUU9n+WFhEit3lbLsYC0/7Ktg7s4CPtt6hXFr0nh1eS4jv7/OkB8q eHxpOQ8vq+Gfi+v4+9IaHlhXxt+2lPHPXRU8sr+CgUcq+OuWCgYfrON700bm rUtj7jhXNg7RwOiF3WTucCJuhRW+Uyxx+dgRm9fMMXvJFMN3LdGe6oTmdBe0 PnXm+CdO6HzkiM5EBwzGWmH/ihYeLxzgxLN7OSn41DOCR+8RvJuzr4hx/YEW MWJ+zAm5RrWYz6SNRmr4xeLD/qU+pA2byOFXdrF8kSPHntyPzuoIPMzzCDON JzuxguxeqVky8sHDo5HT0eCTDsdyW7AOiCFQQw+fyfO5PHw8dg/NYe5fNfng QWdee+Q0wx4O4YlHzgl9/oRgfbH+HucDoc9t3BLHjmOZbN4j5qnt4SxbG8+y H8NYtMyTbxe6M3VeCOO+iOa5dwN5/LlwHn82gpfHhTJ9VjCrVgaya+VJji81 ZesPR1j15QHmvn6MT/59mOVLlzF6gAbDB3jw8IBg8UxbwfaC7RjwoDV/GWnH k1+H8cOZOg4kVfHoFGce/9CWZyaaMH7sUT7/QIP1Pxmj4+fHPncf5k47xPyp e1g5Yy+bVhlyaI0BBuv0sVqlg/syLeKFHFU4dQ7XP/2e2LkaRM7VJPRbXQJn GXJmjjnpGwxp1TSgXt8en32RnDicwIljGZyyLMXVrIRLgfl0FV6n9kYTVo51 2Hk04eTXiZuQDzzOw+VClU1NWkbPCVnhQjJEX4b4DEjMVO1nSEtg6oVS3PdF cWHmAd6c4cIAMUeO+LMfdhN2ojvDmPWirrT3eXJaL5TQQ6EEizXq1Fx37D8y Quf5/RwZtgGNISvRHbUM8zdXYfPhOmym7xbz3AHchYzovv04bsdN8HB3xC3U E5dEPxxyQjAviMG8Lh3LlhIMi8rZcrqAZV6FzHXN4zOHq7xtk8VHQdVMjepg /NkmpukloWfvirGoP+0X1nP4b+swGnwQ+xF6OI3Sx3mk4BH6iv+os8xbI9hh qL7ii+Eoeag4TxydhkrfSvH7UyY4DDMQ3xvgLL53flLlkyBtCopfpfRPfM4E XaHLH/rClS1CRlu15RwLNCP50vESkwKv8kpiCc9klvHc5RLeTc7m0/AEvgqN YnpqGgsSEtnpeQZrbUdO7TcnaJuQrTboELHlOJG7xHGfLhEH5fE4F3YcJ3ST NufXHiXwp2N4bNbHdq+xIkse0HFkm7kHR/Tdu20jKrYZKfhpfZoqG+9K3r9P 9+k+3affgu7Fn2HLUWdmTjnK1I80mDBOh/fHreClidYsMI1jtlkCo6e48djz Dox55wSvC7lp6vwEJn8VSryuO8lavqyxr2O5eQVLLCtZZFrJAsNKJqxKwMIk CEOri2wOaGd7YBc7T3eyx6eT/R7trLfJQeNgKLp7I9AzLkPX4Dp6+qVoa+Vz XOiuu7edxvcrITPN8xI6aC6WtlVYulZjcKKCg741fHVMiz2mgSy1u8IcvxZ2 Cz3edf0ZtE1j2G+Xwt7tQi+bvxfDTQ5o6saiqRXNEZ1YDlhc4rBLFgZ+KZw6 eZ7wqGjCsxM5Ex6EidAXd2qFsP7QBQ5+t4eLz0znxOQdHPvekw1LI1j401XW 7C5FU6cUr0nLSPnHFM5P0cT6QCqm+2Iw2hOI5ZFUvFedJmPs96INlpOyVIeE RUbELDAlbI4JfvNMhc6tz8FvdFk535P1x9LxmaVF0IyjnH5rFz4vbsbjlU2Y irXddY4FxxeJ9fz9/ZyfdJDoz46QPPMoOQt0iF1shPeXFhisDBeyiCMhi08Q 9pM/52fbEvWZLnGzDQnZHUHIxiCSvrYgcZY5aZ/pkPb6BhLGLOHsa0IOmOWJ 6U8RbJ+/nsDJYl2bdIjAD/Zw+v09GM3RwGRzIod/vIDf+2s4PWkTp8VvvhN2 4Dt2B6ZfH8P4c1OOf3CEoDfWc+61dQS9LM57fTNn39xM6PLVNIcakHVwG/HP fU/C8wvEcSFxzy8jasxyfF+aTeLjkzg/4itC31jDhXHbiBT3iR+5iMTRSzj/ nTUB+vFYH04k+GMNNqw+hP+4w/g+vwXfFzbjuMIfveN5aK1NJPBloR+9uoVz r24g/KWVJD67kLCPN4u2OYTOS8dweWw9FgP3YfKv7Zj+bQ22f1+F/4gN+L+4 DZsxQv9+7AfOPvo9AQ9+S8AD3xAg5NzgoQsIfmYJfqOXc2bYCgKe/onTozZy cvROPJ7dr8jmlkIH0n/LCIvXdbF6Q5fNO49j+6YW9u8cx+ZjM2w/tRAyliM+ C51EPxY63YPT8P7bbPTft0fzIxeOjLdixmueLHzHky9fdWPsP3V5+S86zH9f yHbHL+Hrm8Ps+edZ+bEfK951ZcY/DjHnkUOYfutOeHAGZ5MzMVlhSsS7ou7n a2Bjc4EtVtcISr5GRb0qDqTuegUnnPxxsfDAXduOFcuX43HUkqjMNGI9rEmZ uBr/KeuxW3gMO9FXXRZpYWPlxPI0b3Y4OnN6uRXnf7AjaKkbXst8cV1xmhUf 6DD0gW2sGmuAx0IffH7wwn+pF+d+cBXnOrF54hHmvraTw5+b4LvIjrMbXQnX OkGcgx8X/c5y3kcHp4uGXHISY0PfhYjVVpzc5IKTmT9eYhzqOa7lJ2cTNB1d sTH1xEbDBZf9Dvy/9u4DvorzzPe47+7N7t3cZJO9u8ndzd6N03ad4jiJ7bg7 jnHBMZjeQUhIqPfepaPeGyqoS6giCSSKRBEgQPRebBzHPS5xj+NO1f++c4SE EJKA2Gyc5Pf9fB7O0Xln3mnPeeedYc5Me1iVmVaJ2qqbtXlFnp5Oi9crjgF6 9mFPdd8TryW3LVXqrZUq/69w1XzLXZ0/D9WOcbE68mCYnn3QRy885KVn712s p346Tfv/81Ed/e4UHf/2dB3+/mwdvHmh9t3lqt3jTF3T/LR2jq82OYVoq3uY OR6PUWtElgoCK+XrsFr3PrBFv3woSd/4+mH9+F/36Wff3K9bvnNY996wT4/+ eLdu/epq3f3Fes38r9Vy/OVeOT1yWK6Tjipg1hHFOR7Sd76yWdf/Q6fmPbBD GWEnlGl7XjmpLysz7XUlJr2hb37zoP75a3s1Y9ZTSkx4WQlxpj0Mf1Gx/s8r xO0Z3fl3NfrBdY2aN26XkryPK8P/mApCj6s4/AnlBx7Tjf97pb77D6vl/sA2 Od3nrtCJOxRwX7cif7FWWfc2qP2fHtPmf3tIy2dXqyVgo1oietRijtM6gjep 3aFJ+0y7t+k/p6nzpgCt+baLWv9jkdb/x0J1f3ORar4RKL9/S9e0b1XpkVs7 df/dm3XPDd16+Gvtcv7nMiX9s01Lv+6plV+frU3/d4Z6vj5d3V+brTX/skAt /7xIhf/bUwuvC9LD10Vo1t8kav7fxMvd3UNRfx+m1C+Hy/bFUE39H1Eaf120 Jv19gh79uyQ99L/SFfatNOX8MFMxP8zWTV/ONceBWbrpC2X60d/W6Lt/06Jv fbFH3/o/B/TNr+zVP35lk75z40bN9j0hh7hDmhO3S7PdD8p5/uPym9iox9zH yXXeQ0rKXqvUnG1KSHlCCX7PKM4c9/uH5mtc2kTNa/eUratCiRltKpizUk53 OinxtloF3FCkhf+Rq9nfKNHsf2/RY/+3XeP+ZY3u+cYW3XV9r+64eYtumdKl e902aG6EmXbAek2btVdzH9qvhRO6NHFxqH7pP0+PhSySa9gyuXu2KGTRNkU6 HlGI0wm5L6qRQ4BNLkFVCvN9RXGeLynevKYEvqLMUOvvI/rpTev0g5t6tNj2 e8UmvaRq5y5tuita0Q/N0qHvTtPOmxdp692BarjJpqTrM+VpjqO8flQur9tq TCxTwB1VyrzbHPPdE6utd3hq/8+cdPSmBTp+41wz/kztvn669n17hvZ9b44O /WCefn27g16c4KPnp4Vq08Rkhd5XrWm3rdB9N6/WP12Xq9Q7lig37EnVOXXr RMtxvfzKh3rtg5f1uz88qZdeOaGPPvxEp0x79Ps3Xle8OZZa//jTqu8+rrrG Z9VW9Za2bjkr6yqzZ15/V5vrDmlDRqsOBqToqWk+eua2hdp7s7vW3hio2lvi ZbslS2435svphkJ5fqdC3v9epFv/Ns3kQ5L+9bp0ffW6Ev3j31bpx/9QJvdv lMnlO9W64R+L9J9fzjH5ka+v/UutvvSVen3xnzr11a+e0Ne+eFh/d12bvnBd nb7wP5v0ha+sl5uH6f88uFuPej6pmWEH5erfqAjHXKU7ZCvXq00VQe1qSDTH yCVbVJLfoxUR1drvHKyDbsFqKj2k5qVH1Jy9Xy0x27U2fKteiGmSEvN1JqdC 7dnH1ZL/a9UvOaGakqe0rPplHet9W3rpDX34u3fUuENavk9qPXBGa46e0sbH +/TS+UuZrGvv9v/2nA6+fMrE2wqOLtBTr/1BA79S+EDn9Pwf/qCn33lNT731 tJ55+0m98u4Lg1cTvX3mff3u1Et6+ZPn9Jt39+s37+zR8+9euN/wc++eUmXp b5RX954iI5/Tgw9s1r98rVUzv5SnjO+nquD7ccr9SbAyb/ZS3v2eWjo7SNXe sSr2KVRdepOa6tcqt3mLXJM7Nd/WrpmxbcorCNdU/y65LDkur+bXNLvgZf14 mmn/Hl2nr49bpa/e3ap//NFy/dv9e/Tt6U/r+vGH9aV/LdeXvlqoL/9Dgf7P 35h9jcmxB7/eKocfbtRjN6zWl65bouu+WKkf3LpMt/+wUP/1hXo99OUGLfxa gzy+2SLP77fK5yfLFfCLZgWPr1b0hDKlLaxRqmuDbG5NinJbrnD35Qp1blLQ vGqFzwhW2LxG+Xuu1OLwDXKM79GCtF7NKtqnqRX7NbHxqCa3Pq7Hlh/XrPoD 8ijepJCsdkUkmeN+vyVKcM5UsXuOqp0y1DYpTuvuNv2hH3tpw/dctOr7C9R2 t49WTY9SmUO68h0zVO2erOV+sWryiVGdc4QqZ8WobJpNhdOTlDo1XTGTchTy cLZ8fpknrzuXyPUnS+Xh6ibn/yrT3O9VKfAXlVr+3XJ7tHyvQq3fr9KKG2v0 /pFP99xiABjLli1bLgrrPMPwz0aLoORoBRbnK6isSAGVFfL0c5JPeY28/3W+ vP5tgdzTCrW4ql2Oxcu1ILNCjmklWpRcJN+b/RVyX6hCbDUKLlylkOJOBRWv U2DRBnln1ins/zko4geeCkltlb8p9ytqk0+hOYYpqpFPVpHCv+GgkOsXyjkz X66VDVpswrWyUS7VZp9SVKeEX81V2uz5cskrkmttuzyqVsqrbJV8SzvlumCO ov7fAsWZ49OY7DUKKDPHY/V75V+2U4GF2+RX1anOn96nqqmBCsreKO+CzfIp 6JZ/freC8roVUFCm7jvuV9NcP9my1yk6Z4Oi0rsUkdqlsLT1CkjNUfi3HRQw OUP+S7cquK5HUU0bFWaO2fzq1slz2QpluLipLGqxfKpbtKhxs5yX98jHzF92 gNmfLAyV6+L5Sg5vUPUtc1Xz01kqv2eRSh/0UsljPspxDFXjFH9lRbUqMWSp IuKrFZpZr8AlTfJZUqaQlCyzv7rf7NOnKNiWpsiEbEVHZSo2JE3xHvGK9YpV 5233Ku5nM1X+gJNq7lyg2lvnqMb8XX3LTGXPClBc/ArFxZl+8uRgZc+OUqpL mhKDs5Rgy1dkVqVZ3m7FpppjIde5CihfJ9+KDWZZ1pvl2yj/ilWKSVyrGNta RZrtF5zbroDCDgXmrVRAToviqyq1a7PZviGu8oxdIp+UUnkmFssjOkfu0Zkq XJ6gPSd85BMVpMVh5lgiNlm+0Qnyj4lTYGycMlNDtCN+ihJd5io4zuRRbKiC 48MVnBhtIkbJRVHaucdFIWFuig8LlZPjTCWFJyk5Mt2s03QVFGZrzfokRSUU KzmkUMmh5UoJSVeqX7jSXcJki2pWXHa3OU5bofoHnNV09zw13TXHxFw13zNP Re7ZSsnpUkpSu5aNczPhqvpfmuHucdDyexZoqVlXeUn1SvUtVMvtc7T857PU fOtMNd08Q40/m67yX3mofKqPEsb7aNmN07TsR1PlNHea6sz7uh9NU8HUcGV6 Fyndv0oNP5+n2ntdVHOXk6pud9Kyn8xU2cxFarIt0KSfL1bVTTNUcZPJj1sX qOo2Ez+brfooP+3buVBNBXNU/dOZqjXbtfEOswy3z1PjLTO0PM5b+/Y4KCxl glKyK+S7tkfuHTvks3KLZpdtlG/9Bm003+316zbIuWqDXKs3yK12o+bONdu6 YYOWdGzVjq071dncrryQLJXNCVHNjBDVTvJXfFqmXJJc5efwkIpumaqan0xT 7U1TVWdel908U5kmFx3S3RW4cI4qbnc0ueeoqrsWqeJuF5Xf6yqf8ASNj3SW 9/xQFdzpqtLbXFT2s0Uq+7GTSn/kpOC5XnrMd5L8p/go/1Z3lf7C9Fkf9FHx IwEqus9PsyfN0X1ODvKbEKIlNzmq8paFqjHHG3V3OKj+LgflRSfrfpcABc+O Ucldi1V5j1m3D3up3nyf6uaEqdTHTzMnOyl8brTy5iRriYm82SZmJSt/dpJi 3UM1Y46TomdHqnhKhCrM96NyUoCqJvur2kSof6Ac3WYpcb63qh7zVONkNy2f 6q6mGT5qmO6nGNO2ernOUPyCGBXMSlLh3CQVzU1W4cJ0FZq+ZqxHhIJmOClp UZJyAyqU57/URInyQ0pVELZU/ub7tyA4Wp6mjxnrEqMkzxilOwVp6YIAFc/y 1jTTPox/2FUODy9W6K8WyzbFTXkzvdQwx1/LHELlP9NF8yc6mPXnr4TpwUqd 5KucCV4qe8jLrEcvTbjfXePud5P/vBQ5eThqiVOqSlwyVeqSoXKXVLnOmas5 zrPl5ZOoCE/Tr/VIUJy7aRu8yhXvWqIpC331i1mOCnErVvr8LGXOSzXtWbIq neK1bH6IXKe7y3n8fKUsjFfhgihTFmOWPValJkrmRcjXMUIzJwTJZ2aqbA4p SjfftRzffLMOipTtka1HHorQTTeHKty/wRzfV2uR2dY5zulm+W0qmRKk228L 0Q03hshxSoaCJ9sUOjlWGTOiVTI9UjnjA/XITc662xx7+i4uN+vafO99KpTm V2W+a9XKNNtgmtMsTQ8ap3jvYmW75qrIM0dLvXJV4Zal8unh+uF3IvW9/4iS x+SlipmQoaSJCSpzSlSFWTfF02M0+a4gTZs0Q4F+SxUZX6T4qCVy9nFSckC1 AsLDtMB7lhx8PEybbNrHmNVKiFyhhJAmJfrWKsI5UNPDf6m54ZOV7JqvAtPu lpvj81qzXA2mvaibsED+C+aZbeeifIck1T60WC0PL1LrIy5qnmDaoInz5JX5 kFzSxyvVyUsVj7qodLyb6h52Vv148z2YOF+zHWdr8gJPxTulKdfkc96ibGV7 L9UCj0Va8ECWfnK9jybeHC7/uQUKmp6qwElmO4+PV9RD8Uq53UUBP1yooJ97 KWiCaZMfy5Dr1HwtmlEt5ynlGn9Ljm74ZoJu/mGGfnVPribckaaJ5vje7U6b Yu4KlM+NLvreN4J0w/VRGn9TjAKnZShjcaGWuOWpLCBVVcFJStzZK8dsF4U+ 9qjyTHtbOt5DZVP9tdR8d+bPmqKk1W1yyTH7VucJyprsoiKTU3ULQ1Rv2u0s zxKFpW5SUMJGRfvUKMXUXeKbpaagMFUE+yk3zGzrxGYlx1UrPSxXeaHZKvVP Vf0ib5Uv9lRmULaSo8w+IShTmb4JygnIVJGbTTVz3VTk6qGExHolRZbJFpKv qNilikqqUmZ4nooWB6kgMFi2pGY5O8yTLcYck2Z1KGHJBhUmlqrV01Ol0UFK yVinlJh2JYStUGy42fax61SSUK/2rHyVZWcoPrldsSmtCjP7ct+cKgXlVKvY HH83tJt2tq5MUYVFiizKlXeevxalmjYu0VPLWlvV0NGhvOpCxedGKa4wWu6p 07Qw9mH52RxV3digyoYmZZUtUWJpgmwViVqcMVmzpk82/RR3lbcsV+nyFmXW lMpWnqmYygw5JE/W1IhfyMvmptKWFpWsWKn0+ipFlecpvCJXcxImaWLovXK3 eahoxQpT3q7shjJFF8QpNC9Wkbn1iinYIUfT1t47Pl1uJsd8IpJM+Mk52Esz Ik07FeWjmVFuuntiupwdcxQWGi+/kEDN8QjRw76BGucdoJlOzrr9dpucH7Up 2M3s3802cJ2/ULPcHDTXz1HuXjNlu99Z+Y/5Ksk5RNGLvRTl7SGvSHe5Jnop OMZRtfMXq8QpUIkBYYoL8JYtyFe+wR6a5eKrB+f46tb7TNtu8it/qhl3fID8 JkXJ09Hsw1zyNOdX3pp3t9mnBZYqMqlNoSHmON2/WD4hxfL2y5TXdCc5+C1S 5UxXFSz0VOwC0/7PD1agc4z8nOPkN8VDYQ97KsspWjkmj2LnxitiZrJC52Sb sjRNucF8565fpGKzj8kw7WesZ4UiAuoVFLtaLmFt+smdAbr7hhCzn4hT2vxU +U4062JinKZMsemRCbGmrfbTYzeafcHdSfL6Vawc7/fVTLMPHPfLYN17f6Ae G++vmXdEysHTVfFT3JU42UFRD5p9wk/C7ZFwc6QyHkhQ/qxMrSxru6L+PgD8 MXp7ey8K6zzD8M9Gi6KYGpW4ZajENUNLF6er1CvfvM+Ud8w2E1uV41dq+qfJ qlhs+pruqar0SFO5l2mjIzbLM2yTMgNLVLI4USWLEkyYV6cEFZk+rYcZ3yOq R6mexSp2SLRHiYmlTskqNtPxiN0mTzNMlvtS08c0ny9IMpGskrnWsKY8fLvc Q7cp3bVMxfa+vIl5JsxwRW6F9vrdzTykLMxX0bRoFU+NVtEM0+edEaslsxK1 KGqnOcbtUdpC048wnxXPjDN1xJt+jU1LHNPkFLFDziE9Sg8qVuFiU6drsgnz 6pJk+k3Z9vq9QruV5lGkJfMTVWCmXzDHlJkomGf2vcFbtThgq1Kcl6pwZqLS 7wlTkunLucyqkEvwGnn5b5Vb4AaF1PQocvl2RTSbaDLRuF1h5T1mP9Qjt4B1 Ci82farqbtM/2KC4inWKL1+vGNO/WRSxU26RZtjEToWnrDGvqxUa36Ew2yqF mOP/RZE75WHKAzPWK3hJl0JK1im01EyvaL1CMtfL3dRtRbB5H5bTqZD0Lvmn bJJP0hb5xnTL02+tPPw6FWDbYY7/Nyggdr18ItdriuMaOXh1ycO/U57+XWaf uUYh8da0zTykrDXRqaC4dXL0MNsvcKtCszYovGCjwoq7FVlqomyTgvM2a6HL FrMOtiiqpFtRVZvtEXk+Qou3aKF/r9yDtyuyeJP5rMceEZX9EVywxRzrbZVn QI9Zlg2KNPUFZZh5SV6roNS1pv+1Tovcu838r1dQ3kaFmOkGlW9VcHWvght3 KsjMg4dvp1kGs8ytexTQub8/1u6Xf8c+BdRtk5tfl1n/HfKv65ZfU498Tfg0 m21utpN3xVa5+ptj85A1cm/cKvcVZl2v3CWPVbvltWaPfBt3m9w2n0eskU/H Tvl07VPIyr3y7twj77W7zXG+tWzr5RraKo/mzfJq3SqvNvN9WrFVPiu3yaem Vy4B2+QX0ynfho3yW94j/8ZN9vCr75Z3/iYtNMvv4t8t/+qN8jHz4F3fI68G s04aeuVRsE0LXc17/x0mRzbJy7tT3h5rlJq4Xkd29+rgrh2D3+/Du3fo0Pk4 cuSI9tvLtmu7iW27dqmud58qdh1UlT0OqXbzPnVtP6yDh49rzxPHVLrrqD1K TBTvNK/de7Vq2yEdMnVtPbhXmT37TexT5pZ9St+0W7ldu9S+3ZQfPqCePTuU snmvEkxZghnGtu2AUroPqGn7UR08dlDbDu1Wople/Ia9ilu/x7zuUdqGA2rt PaxDxw5o9xOHlLj1sBl3SJh1vGxTr7bs2qiO3RsUtWmvorr3KW7zIcVtOqgI U164qUedvWu0cssqRa/aqtjV2xS/ZoeJnYpZt1dLN+8w5WvVvsEcF3TtsEf8 ul32SFpt1omZv72HD6lr82ZT315FrN2ryLV7FLZmt6I69ihnzS41r25XWXW5 2e49CuvYqpiVWxS7fJMiWnuUsKJThaVLVJSUpPj8BiXn1ikzr1GZuQ2Kr+1U VuVKlaXkqSouXan5TUpeukLJ5auUVGGOXVZtU8nmTVq9tlHNJSVKrFyl5OIV SjKRXNwm2+peLe3pVce6JjVUmGOlti2K7Nim8M5dCjfr3rZup0p7tmjVluVq WVajyJZue0S1blZ0o2ljTP7Wmu2zZ3OPOkqqlVzWfj5M/ZXt9uVv7D2o3m0b taK5TrEtGxVf12XCjFu/UXGrepW3sVvFtSXKTc9QnJl3mxk3pbJDaWZe49u7 lb++Q7XLilSVk6m03BqlZdUoK7veRJ0SVm8x43eosiJFVSk2+3XAtoqVslnT aNqoxM6tyrfKl5v1U5IvW+0a2UzdCRUd9vVkW9er/M1damkqUl1mulJKrPW3 XCmlLWYdtilh3X7Vbjum3WYdtJfVKL5ilT3iqtcopmGDUtfvUMuBA9q/Z6tW 19UqavlGRS1bp+iqNabtNdPo3KnGncfU275WLRFZyoovU0FSnbKTypQfU66Y tl1KqNmsAt9slbnGKD3VHPvmLFNyUbMSqzoV22a+Cy17VFO7VmUldQrp6FXY ait2KnzVLsWu3K3iDfu0Zaf5npjjz3CTS+EmL8NNecTq3YpvO2C+g8dN/h3U mq4uk3+7Fdplcm/dPoWZdiah84Aqt+7Vhu2dqq8x81OzVraSNmXmtCkrs1qx G3cpZX27Ss0xY3VIjApspcpLKFOeec1JLlfkhl7FrW5VYZZNFaY8P2Gp8pLL lJNWqfysCtnWm3322iYV56apMjpFeem1yshtUkrucqUvaVKiKc/obFNxSa45 xk5TslnvKcvWKr5li5n3bUpu2KTmTYd04Ogx7T1+RCnmfUr3QXvkdh9TumlH mzdZ7ctR7T56SElde2UzbWhc+04ltmw239FeLTPfz13dG9XVslKpxSuVvMQc J2e3KjPbfH86tqu2Z7e2tnSoI7tcWak1ykyvV2aa+Y6l1yjK5OfSTdvUVd+o FTllysqoU0Zmo3Jt1SoKyVX0WvP96N6qlQvD1Hyng+rvcFDlOE+VP+Sjollh il27T0s3bNbKQJvqZ/kpc368Uk1/JsU9RynB+Qpv36byLTvVs6xR7dlF9utB g7NXKrRgjUIruxS2olelG3bpwI5ebVpn9qn1W+3P0vVr3qWg1t0KatmtpesO 6MjhY9q+w+xPVuyTZ9te+bYfNPumI2b/s09Luo7o2BNPace+A3JffVjua8zn XcfNvue42R9Z5Ud1/OmntHPPPrmuPCDXFWa4lQfl3nbQXl5oyo8efkJ7d+6R S9NuuTTskmvjHrk17rVH0TpTvs9sn54dcqreLue6nWb8Q/Jcedjsi/aqLKde y8c5q+VOJ7VP9FTzRB/VzI4y/RfT/jXvUdO8BK0Y56UV93ur42E3tTzgqtpJ IQox44aZZWleYFPH/e6m3FOrxi9Wmzk2XjY5SAFmXoM6DqnRMUlt93moxUTT g+5qGOeq6kmB8jHrwLv9kGpM/S13uar5LjfV3mvGvcdFlY/4m/3wIXmYWDY3 zsybs5bf4qg2s/1q71ikskcCFFC7RUF1m1UxJUDND7mqdYKvGmeFqHZKoCrm RSrE5GhQ02YtmRGm8vvcVPGwn0oei1Hu5Gilz0uVZ8lmeZh+TOrkSOXduVhF D3grZ0ac8iaGK8MxVd5NvWYed6nI26aGeX5avihcNYttKp8TYfqNCfI2eezb vsP0k2PUMtlD7XOCzLoIV+WsUBV6pMjfjOvXYNp3BzO+mbem6YFqNOV1c0JM /zpRwR17TXuxVw2mzlWPeqr9US+tnOChtge8VD03yox/QDGmD7L/xIH+eOKA 9h3fr71H95lc2HlF/X0A+Cxcze8m7D/eOz0kTva/njrZH30DN8wbiNMXl2t4 +fkYHH+gzoG4XPn5sO5LfPqUda+0Eco/OT++VX7+7+Fx5uT58a3yj4eUnZ+H gXL77dxGm/9To8+fNe7p0+dv0Wb+Xv1gi2r/vVibvXr0wZt9OnnK/vjqi+4G N/RO96fPlw+/u/tAnDm/fs709d863h7nrHtxmHHNOj9rxj1z2n5Leftng/e2 PzdwD/z+sN6fOz+uVZd1r7TTQ8qt2+edPv/5KRMfmvn6eKDsdP+9/a3x7KEh cba//LSGfT4w/+fOj6+R72Jvzbu1fkdd/rMXj2+PviExpPzssGnYU/LMhfU7 9IkCA8MMLb9k2uovu2T6Q5dv2PwPXw/28c+MMq76t+HJyyy/fTuPMP0zA+v3 zPnnH5iBTp79tE8u/O8x2l0BBz6/2mUYfqfF4eP3DYvL1T/anR0Hxh1+98eB /BoY5qInNIzwSMzBcuufER6LOfzOiSONP9TwJ2YMH3/40zSGjz98/YxWPnT6 g3+fu0z58Mf/9PV/T84OGf/cxcUXl+vicp1fvsH123fpJEZ+0uiFeobfUXPo tusbPv4IjcfAd3hwXznkOQgDu9KhOTZ8+1zt+h+67UZKmcHc7Ot/jMjALs3+ qdU4DDQY5/fbg/N/bkj5wCNIzvSPf2Zg2U/1f9Z39kIMdAH6Rsnfse76eSXP Ibnc9/OS8mEJfskv0Ieu+DMXxu977k19vOlxvVu7VW/mr9UbWav0ZnXP4CK9 tXSDfutfoWe9y/Wsx1I97VqsF2ytg/W/nrJCz8zP1bGZ2To2PVNHpqbrSf+a wfJXoxv0m+lpOjQtS4fNMEfm5OrJyKbB8jdzV+kFvzKdCG3Qr6Oa9ZStTS/U 9trXr+WjDYf1bnOvXmo7oFc7j+l3m57UmwdfGizXC2/pzImX9fpTb+uNZ97V Gy+8p7ffOGX/HUX/9uvfqb/xYf9zV94yE35b/XFyyOp5S/1PU371qXf03psn 7dv2gz3P6eXAan3YeUh6x3SarN/hfXxuMJVkPXvz/ZP98bqZwOsfmIo/Hkyz PvN337Nv6OyJV3TmiVd17oSJ594a7GKeeeYNnTr4nE7tekqnen/dHwefH+x+ fWLef9R9VB+tP6wPV+3Xex0mtjxhXzarK3fy8It6rXKnjvt16ET0Rj2buV2/ rT6sF3rf0O+O/UEfPP6Wzr74nvR7ax7NFD808/tJX/+ymUp+f+hNvdb5jJ6r PqrHs/fqeNJOHU7YqV1pB9WbsE+7Ajdrp1uXdi7u1HbnLu3126Sna57QG89+ 3L/+T1odJbO0H5yv217/hS60fSCr3Jq2dZNe672ZlU9M8r245x29ufNVffTE Wzr3mll3H5w9v377589e/0dmwPdO9Ye1DK+/P7h+P8t9fN+wh7wO/xsABpyz ngM2JKzzDMM/Gy3GqFVjt2qUDy3fFb1FR5fs7X9O4kXlnzaG90TPPy/hzEmd /ORDnT070PMY6Yhq+Pif1Tz9qeIKlqNvhL+HxyW997Gmd5nxr6T+McuHz8NI 2+7K19GVfu8Hom+UGGwfRoiLyoc8f/70yU/08Ycf6PSp/p7sReVDY6Txh8SY 0x8yft+5vovq1LmhdfRdXD5s+vbyvpHLR1y+4cMM9MlGLB9+pmBI9A1s1zHK z9ffN1r5uSHlo83fuTHKB9bfSG3L0PK+ofM77Ps05vxfbvlGKR+6/kY8WXFh /AuDjDz/lpOnTumTjz/UmdMDbeQIyz/4fRy2/NY61AgGhx97+126TBfHRet3 tO/HZcovXf6B7T3G8cIfVX657Xd1358rLu8bOT/7Lnru6ZBlv2j7jVSui/Jj 1OUftfzC+j/9/kc6ZT0X5vV3dOqVN3Xyxdd06qU3Bsvff+IFvbvrhN7rPa4/ 9BzW79ft0yf7ntKZ823kK63b9Fp1t35XtFqvZLfppbRmvVaxbnD851Oa9aR7 gX7jnK1fz0nViekJej60fLD8116FOjw+SscfitCxB8N1bFyonvFcMrgOrfKj k+L15FSbfj0zydSRot/GLxtchudsDfq1Z6GeDyjRU/PTdOR23wvTH2HLX8iN c6P0SC6Uj7lur2X58MFHmr8rOts1VqXnLqp7tPkbsXzM/uTI44+0fq92Hz9W f/+UaSM//vhj058c7QwtAFzqqq5n+Ctj9e0utLt9o57D7R+ub8T2eaCOoU6+ 94n99dwIZZfbs421HxiY1tD5tK5/q66uUVVVldra2vTqq69eZgr4PLso184f Q112uCvIyZFy50pdLicHYoCVkzU15ORfgoFt+8fk41j92muZjyO1keTjX4ZL 2sexhuu7sny0zsOdO3tW5870R99ZK4aUm/d9Z/o/6xulnzDyseTodh05oOrz OdmxsUtvfPSHqxj7YudOntbZj07qzHsf2Z+Le/qd93XGvA7Mz8fPvqr3Dzxt P9fxTs8xvdW5T+/2PjFY/kZrr15eslovZLTq5dIuffLiGzp36vzVPtY6HjyP e5kZ6esf/uJTp30jx/Dyc0NiePn5z/uGxpDy/u1zrv/17IXzyoP7peHzNGR+ 7cMMDH/2Qh3nBuLMheg7OzBM37BZ7Bs8H9Y3Rpt2cX/z3Pm8Oz+dy7Rnw9fv p+1Hss8G8FnhPMOnM1Y/eMT+xmX6zUPb+KvpY492XZuXl5eOHj1q358cO3ZM ycnJV1wn/jxdbU5eSX3kJP5YV5tzl7tGl3zEp3Etrvm+JCeHH0sPNXC8PMK8 nDt/vsLLw+NCTh45oqSExPPHyOcuPdbGn70/dr88VhltJIDPA84zjM66Tuzp p5/W448/rhdeeGHU4T755BP7cFb7e/z4cftnA+2zdZ3Ziy++eNHw1mfDh79S 1vBWDK/T8tprr+nEiRP216HD19bWqrKyUj09PfL09Lyq6eHz5Vrl5LPPPmsf znq9WuTkX69Pk4+//e1vB3PH+nxoH3ekvLlS5ONfr2uRj6dPn7a3i0888cSI OXUl/qQ5edGF9SP8//3wawmGn8c4N3DNwvnzHJzjuCrXIifH2pdfCdpIAP9d OM8wuhUrVmjjxo1av369mpub7W3scNZ+o6ioSKtXr1ZXV5f9vuADfv/73ysl JUUODg46e/bsZYe3fvdmTef999/X66+/ro6OjkumZw1vhVXnUHv37lVhYaFW rlxpf7X+Huq9996zX/dmBf58XYucLCkpUWtrq73OFuvZZubvAeQkxvJp8nH2 7Nn291ZOrV27dnD4sfKGfMRYrkU+Wm2jVa8V9fX19uOtochJjOVa5KRlpH25 hXwE8HnCeYbRvf322/bzya+88or9ecJ5eXn2z4f+v1tcXJzWrFljPy9stcED rPPMVn/EOj/t4eFx2eEH6rXOI8fGxspms+nll18edd6sOodeExcSEqI333zT /t56tf62FBcX28Pat3V2dtr/bwZ/vq5FTlp17Nixw16n9TvM/Pz8wTJyEmP5 NPkYHx9v/62vdW7LKh/4ze9oeTNQL/mI0VyLfBzIGYuVe1FRURdNk5zEWK5F To62Lx+ol3wE8HnBeYaxWed8rf/PKC8vv+R8ssW6fsw6NrPOQ9fV1Q3+X4e1 38jIyLCfm7aGGTg/PdrwFuuctNWGNzQ02Nvzbdu2jTpfw69b8/b2HvNv/OX4 rHPSyrnq6mp7f8a6z5NVPoCcxOX8sfk4wMqxI0eOKCwszP73WHlDPuJyPut8 tJw8eVLr1q1TU1OTPvzww0uGJycxls86J0fblw8MSz4C+LzgPMPoNmzYYD+n a52P3r59u8LDw+2fD/1Nm3Ud5a5du+zD7N69e3A/8Mwzz+g3v/mN/Td1c+fO Hfy93WjDW6x77Bw4cMD+3rr27dChQ5fMkzVtK6w6B95bli1bZj/nbU3XerX+ Hu5q7wmEz59rkZNBQUH26yOt4ffs2aPg4ODBushJjOXT5KN1rbA1nPXbd6ue 7Oxs++dj5Q35iLFci3y0zi9ERETYrxW3yqz/lx6aI+QkxnItcnK0fbmFfATw eWKdZ7DOfw79fRf6We241dY2Njba2/h3333X/rm1TxhgtePWfXGsYaxz0W+9 9dYl9Vj/B3I1w4/FmrYVVp0D7y3WdWzd3d323+VZr1zX9pfpWuSkdb+nVatW 2euwXq3fdF4NcvKv16fJx4FcWb58uT0/rPugWT5t3pCPf72uRT5a/79shXW9 lzWO9d6q42qQk3+9rkVODjV0X36lyEcA/124nuHaGP584pGeUzySofcT5pwx PkvkJP4SkI/4vCEn8d/pcvty8hHA54V1nsE6b2kFLma1zwPXeljt+EB7Pfza D6tsYLiR2vSrHX4sA+MNjeH1XunxI/78XIucHFonOYmr8WnycWi+DM+PT5M3 5ONfr2uRj2Pl05UiJ/96Xas2cgD5CODzzDrPsHPnTnsAAAAAAAB8GvxuAgAA AAAAfFas8wxDf+cFAAAAAADwx+J6BgAAAAAA8Fnx9PT8U88CAAAAAAD4CzFn zpw/9SwAAAAAAIC/EDzPEgAAAAAAAAAAAAAAfN6cPXv2Tz0LAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKD/D2vIAIM= "], {{0, 1096}, {1050, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> False], Selectable->False], BaseStyle->"ImageGraphics", ImageSize->{655.4921875, Automatic}, ImageSizeRaw->{1050, 1096}, PlotRange->{{0, 1050}, {0, 1096}}]], "Output", CellChangeTimes->{{3.6540962463592987`*^9, 3.654096323062336*^9}, { 3.6540964639203577`*^9, 3.6540964750798883`*^9}}] }, Closed]], Cell[CellGroupData[{ Cell["Live results", "Subsection", CellChangeTimes->{{3.654095096816041*^9, 3.6540951015903797`*^9}, { 3.654097560463668*^9, 3.654097560975967*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"f", "=", RowBox[{ StyleBox["FormFunction", FontSize->16], "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"<|", "\[IndentingNewLine]", RowBox[{ RowBox[{"\"\\"", "\[Rule]", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"pieTitles", "[", RowBox[{"[", "#", "]"}], "]"}], "\[Rule]", "#"}], ")"}], "&"}], "/@", RowBox[{"Range", "[", RowBox[{"Length", "[", "pieTitles", "]"}], "]"}]}], ")"}]}], ",", " ", RowBox[{"\"\\"", " ", "\[Rule]", " ", "SetterBar"}]}], "|>"}]}], ",", "\[IndentingNewLine]", RowBox[{"\"\\"", "\[Rule]", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", RowBox[{"Restricted", "[", RowBox[{"\"\\"", ",", RowBox[{"{", RowBox[{"1", ",", RowBox[{"Length", "[", "times", "]"}]}], "}"}]}], "]"}]}], ",", " ", RowBox[{"\"\\"", " ", "\[Rule]", " ", "Slider"}]}], "|>"}]}], ",", "\[IndentingNewLine]", RowBox[{"\"\\"", "\[Rule]", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"\"\\"", "->", RowBox[{"Range", "[", RowBox[{"Length", "[", "names", "]"}], "]"}]}], ",", RowBox[{"\"\\"", "\[Rule]", "reps"}], ",", RowBox[{"\"\\"", "->", "dems"}]}], "}"}]}], ",", " ", RowBox[{"\"\\"", " ", "\[Rule]", " ", "SetterBar"}]}], "|>"}]\ }]}], "\[IndentingNewLine]", "|>"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"pieFn", "[", RowBox[{"#option", ",", "#timestamp", ",", "#selection"}], "]"}], "&"}], ",", "\[IndentingNewLine]", "\"\\""}], "]"}]}], ";"}]], "Input", InitializationCell->True, CellChangeTimes->{{3.654095106662674*^9, 3.6540951167908382`*^9}, { 3.654095190931682*^9, 3.654095234966514*^9}, {3.6540952976043386`*^9, 3.654095312649735*^9}, {3.6540953833588448`*^9, 3.6540953854601192`*^9}, { 3.6540954178124027`*^9, 3.65409542462637*^9}, {3.6540954795197363`*^9, 3.654095552351259*^9}, {3.65409567623491*^9, 3.654095690551543*^9}, 3.65409573044267*^9, {3.654095787652364*^9, 3.654095793050036*^9}, { 3.654095847872683*^9, 3.654095849734831*^9}, {3.654096164590444*^9, 3.654096164938335*^9}, {3.6541920542214537`*^9, 3.654192055275549*^9}, { 3.654302016193878*^9, 3.65430201707836*^9}}], Cell[BoxData[ RowBox[{"f", "[", "]"}]], "Input", CellChangeTimes->{{3.654096171520391*^9, 3.6540961717188*^9}}], Cell[BoxData[ RowBox[{"(*", " ", RowBox[{"Do", " ", "cloud", " ", "deploy", " ", "here"}], " ", "*)"}]], "Input", CellChangeTimes->{{3.654192068343061*^9, 3.654192123470578*^9}}] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["Conclusion", "Section", CellChangeTimes->{{3.654192154172853*^9, 3.6541921662106743`*^9}, { 3.654192443797488*^9, 3.654192444631563*^9}}], Cell[CellGroupData[{ Cell["Data Drop is easily integrated as normal List", "Subsection", CellChangeTimes->{{3.654192449737719*^9, 3.654192463448354*^9}, { 3.654192668347663*^9, 3.654192682178687*^9}, {3.654195724642684*^9, 3.654195730346321*^9}, {3.6541968256422663`*^9, 3.654196867317231*^9}, { 3.654197199195302*^9, 3.654197228358946*^9}}], Cell[BoxData[ RowBox[{"fields", "=", RowBox[{ RowBox[{"Keys", "[", RowBox[{ RowBox[{"Dataset", "[", "myBin", "]"}], "[", "1", "]"}], "]"}], "//", "Normal"}]}]], "Input", CellChangeTimes->{{3.654196943340872*^9, 3.654196945023542*^9}, 3.654196977734406*^9, {3.654197020244022*^9, 3.654197118145988*^9}}], Cell[BoxData[ RowBox[{"myData", "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"fields", "/.", "#"}], "&"}], "/@", RowBox[{ RowBox[{"Dataset", "[", "myBin", "]"}], "[", RowBox[{"All", ",", "fields"}], "]"}]}], "//", "Normal"}]}]], "Input", CellChangeTimes->{{3.654197124607258*^9, 3.6541971719009867`*^9}}] }, Closed]], Cell[CellGroupData[{ Cell["Manipulate lets you explore data in a systematic way", "Subsection", CellChangeTimes->{{3.65419721167249*^9, 3.654197212725189*^9}, { 3.654197314172304*^9, 3.654197388576399*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Manipulate", "[", RowBox[{ RowBox[{"leadFn", "[", RowBox[{"one", ",", "two", ",", "t"}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"one", ",", "\"\\""}], "}"}], ",", "lastNamesWithoutParty"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"two", ",", "\"\\""}], "}"}], ",", "lastNamesWithoutParty"}], "}"}], ",", RowBox[{"{", RowBox[{"t", ",", "1", ",", RowBox[{"Length", "[", "dayTimes", "]"}], ",", "1"}], "}"}]}], "]"}]], "Input", Editable->False, CellOpen->False, InitializationCell->True, CellChangeTimes->{ 3.6542095105657997`*^9, {3.654210159313672*^9, 3.654210161919681*^9}}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`one$$ = "Sanders", $CellContext`t$$ = 1, $CellContext`two$$ = "Clinton", Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{ Hold[$CellContext`one$$], "Carson"}, { "Biden", "Bush", "Carson", "Chafee", "Christie", "Clinton", "Cruz", "Fiorina", "Graham", "Huckabee", "Jindal", "Kasich", "O'Malley", "Pataki", "Paul", "Perry", "Rubio", "Sanders", "Santorum", "Trump", "Walker", "Webb"}}, {{ Hold[$CellContext`two$$], "Trump"}, { "Biden", "Bush", "Carson", "Chafee", "Christie", "Clinton", "Cruz", "Fiorina", "Graham", "Huckabee", "Jindal", "Kasich", "O'Malley", "Pataki", "Paul", "Perry", "Rubio", "Sanders", "Santorum", "Trump", "Walker", "Webb"}}, { Hold[$CellContext`t$$], 1, 91, 1}}, Typeset`size$$ = { 576., {117., 121.}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`one$45542$$ = 0, $CellContext`two$45543$$ = 0, $CellContext`t$45544$$ = 0}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`one$$ = "Carson", $CellContext`t$$ = 1, $CellContext`two$$ = "Trump"}, "ControllerVariables" :> { Hold[$CellContext`one$$, $CellContext`one$45542$$, 0], Hold[$CellContext`two$$, $CellContext`two$45543$$, 0], Hold[$CellContext`t$$, $CellContext`t$45544$$, 0]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> $CellContext`leadFn[$CellContext`one$$, $CellContext`two$$, \ $CellContext`t$$], "Specifications" :> {{{$CellContext`one$$, "Carson"}, { "Biden", "Bush", "Carson", "Chafee", "Christie", "Clinton", "Cruz", "Fiorina", "Graham", "Huckabee", "Jindal", "Kasich", "O'Malley", "Pataki", "Paul", "Perry", "Rubio", "Sanders", "Santorum", "Trump", "Walker", "Webb"}}, {{$CellContext`two$$, "Trump"}, { "Biden", "Bush", "Carson", "Chafee", "Christie", "Clinton", "Cruz", "Fiorina", "Graham", "Huckabee", "Jindal", "Kasich", "O'Malley", "Pataki", "Paul", "Perry", "Rubio", "Sanders", "Santorum", "Trump", "Walker", "Webb"}}, {$CellContext`t$$, 1, 91, 1}}, "Options" :> {}, "DefaultOptions" :> {}], ImageSizeCache->{623., {192., 200.}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Manipulate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{3.654210174495802*^9, 3.654210582166829*^9, 3.654215363276257*^9, 3.6542206804613256`*^9, 3.654221005506431*^9, 3.654300566778839*^9, 3.654334443925189*^9}] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Combining Data Drop and CloudDeploy enables dynamic content", \ "Subsection", CellChangeTimes->{{3.6541983100896807`*^9, 3.654198328559662*^9}}], Cell[BoxData[ RowBox[{"CloudDeploy", "[", RowBox[{ RowBox[{"Delayed", "[", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"\"\\"", ",", "\"\\""}], "}"}], "/.", "#"}], "&"}], "/@", RowBox[{ RowBox[{"Dataset", "[", "myBin", "]"}], "[", RowBox[{"All", ",", RowBox[{"{", RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], "]"}]}], "//", "Normal"}], ")"}], "]"}], ",", RowBox[{"Permissions", "\[Rule]", "\"\\""}]}], "]"}]], "Input", CellChangeTimes->{{3.654199218333159*^9, 3.654199281528747*^9}, { 3.654199355419444*^9, 3.654199359784275*^9}, {3.654199501873516*^9, 3.6541995191952868`*^9}, {3.654199559993855*^9, 3.65419957665552*^9}, { 3.654199623160247*^9, 3.654199626456661*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"DatabinAdd", "[", RowBox[{"myBin", ",", RowBox[{"<|", RowBox[{ RowBox[{"\"\\"", "\[Rule]", "\"\\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\\""}], ",", RowBox[{"\"\\"", "\[Rule]", "\"\<20 Minutes Ago\>\""}]}], "|>"}]}], "]"}], ";"}]], "Input", CellChangeTimes->{{3.654199399616166*^9, 3.654199455426922*^9}}] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["", "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell["Q & A", "Section", CellChangeTimes->{{3.654097533010981*^9, 3.654097546188881*^9}}], Cell["\<\ Can\[CloseCurlyQuote]t stick around? Email: evan.ott@utexas.edu\ \>", "Subsubsection", CellChangeTimes->{{3.654190880775956*^9, 3.6541909135242233`*^9}}] }, Open ]] }, Open ]] }, TransitionEffect->Automatic, ScreenStyleEnvironment->"SlideShow", WindowSize->{Full, Full}, WindowMargins->{{2, Automatic}, {42, Automatic}}, TaggingRules->{ "SlideShow" -> True, "SlideshowSettings" -> { "WindowElements" -> {"VerticalScrollBar"}, "Toolbar" -> True}}, FrontEndVersion->"10.2 for Microsoft Windows (32-bit) (July 29, 2015)", StyleDefinitions->Notebook[{ Cell[ StyleData[StyleDefinitions -> "Default.nb"]], Cell[ CellGroupData[{ Cell["Style Environment Names", "Section"], Cell[ StyleData[All, "Working"]], Cell[ StyleData[All, "Presentation"], MenuSortingValue -> None], Cell[ StyleData[All, "Condensed"], MenuSortingValue -> None], Cell[ StyleData[All, "SlideShow"]]}, Closed]], Cell[ CellGroupData[{ Cell["Notebook Options Settings", "Section"], Cell[ StyleData["Notebook"], CellBracketOptions -> { "Color" -> RGBColor[0.739193, 0.750317, 0.747173]}]}, Closed]], Cell[ CellGroupData[{ Cell["Styles for Title and Section Cells", "Section"], Cell[ CellGroupData[{ Cell[ StyleData["Title"], ShowCellBracket -> Automatic, ShowGroupOpener -> False, CellMargins -> {{100, 100}, {14, 50}}, CellGroupingRules -> {"TitleGrouping", 0}, PageBreakBelow -> False, CellFrameMargins -> {{20, 20}, {20, 20}}, DefaultNewInlineCellStyle -> "None", InputAutoReplacements -> {"TeX" -> StyleBox[ RowBox[{"T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "LaTeX" -> StyleBox[ RowBox[{"L", StyleBox[ AdjustmentBox[ "A", BoxMargins -> {{-0.36, -0.1}, {0, 0}}, BoxBaselineShift -> -0.2], FontSize -> Smaller], "T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "mma" -> "Mathematica", "Mma" -> "Mathematica", "MMA" -> "Mathematica", "gridMathematica" -> FormBox[ RowBox[{"grid", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], "webMathematica" -> FormBox[ RowBox[{"web", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], Inherited}, TextAlignment -> Center, LineSpacing -> {1, 0}, LanguageCategory -> "NaturalLanguage", CounterIncrements -> "Title", CounterAssignments -> {{"Section", 0}, {"Equation", 0}, { "Figure", 0}, {"Subtitle", 0}, {"Subsubtitle", 0}}, FontFamily -> "Arial", FontSize -> 45, FontWeight -> "Bold", FontSlant -> "Plain", FontTracking -> "Plain", FontVariations -> { "Masked" -> False, "Outline" -> False, "Shadow" -> False, "StrikeThrough" -> False, "Underline" -> False}, FontColor -> RGBColor[ 0.8156862745098039, 0.07058823529411765, 0.07058823529411765], Background -> None], Cell[ StyleData["Title", "Presentation", StyleDefinitions -> None], CellMargins -> {{55, 3}, {14, 125}}, LineSpacing -> {1, 5}, FontSize -> 48], Cell[ StyleData[ "Title", "SlideShow", StyleDefinitions -> StyleData["Title", "Presentation"]], CellMargins -> {{100, 100}, {52, 105}}, FontColor -> GrayLevel[1]], Cell[ StyleData["Title", "Printout", StyleDefinitions -> None], CellMargins -> {{2, 0}, {0, 20}}, FontSize -> 24]}, Open]], Cell[ CellGroupData[{ Cell[ StyleData["Subtitle"], ShowCellBracket -> Automatic, CellMargins -> {{0, 0}, {0, 5}}, CellGroupingRules -> {"TitleGrouping", 10}, PageBreakBelow -> False, DefaultNewInlineCellStyle -> "None", InputAutoReplacements -> {"TeX" -> StyleBox[ RowBox[{"T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "LaTeX" -> StyleBox[ RowBox[{"L", StyleBox[ AdjustmentBox[ "A", BoxMargins -> {{-0.36, -0.1}, {0, 0}}, BoxBaselineShift -> -0.2], FontSize -> Smaller], "T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "mma" -> "Mathematica", "Mma" -> "Mathematica", "MMA" -> "Mathematica", "gridMathematica" -> FormBox[ RowBox[{"grid", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], "webMathematica" -> FormBox[ RowBox[{"web", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], Inherited}, TextAlignment -> Center, LanguageCategory -> "NaturalLanguage", CounterIncrements -> "Subtitle", CounterAssignments -> {{"Section", 0}, {"Equation", 0}, { "Figure", 0}, {"Subsubtitle", 0}}, FontFamily -> "Arial", FontSize -> 27, FontWeight -> "Plain", FontSlant -> "Plain", FontColor -> RGBColor[0.4, 0.4, 0.4], Background -> None], Cell[ StyleData["Subtitle", "Presentation", StyleDefinitions -> None], CellMargins -> {{58, 0}, {0, 5}}, FontSize -> 36], Cell[ StyleData[ "Subtitle", "SlideShow", StyleDefinitions -> StyleData["Subtitle"]], CellMargins -> {{0, 0}, {0, 5}}, FontSize -> 27, FontColor -> RGBColor[ 0.9019607843137255, 0.9019607843137255, 0.9019607843137255]], Cell[ StyleData["Subtitle", "Printout", StyleDefinitions -> None], CellMargins -> {{2, 0}, {0, 5}}, FontSize -> 18, Background -> GrayLevel[1]]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Subsubtitle", StyleDefinitions -> StyleData["Subtitle"]], CellMargins -> {{0, 0}, {30, 5}}, FontSize -> 24, FontSlant -> "Plain", FontColor -> RGBColor[0.4, 0.4, 0.4]], Cell[ StyleData["Subsubtitle", "Presentation"], FontSize -> 24], Cell[ StyleData[ "Subsubtitle", "SlideShow", StyleDefinitions -> StyleData["Subsubtitle"]], CellMargins -> {{0, 0}, {10, 5}}, FontColor -> RGBColor[ 0.9019607843137255, 0.9019607843137255, 0.9019607843137255]], Cell[ StyleData["Subsubtitle", "Printout"], FontSize -> 14]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Section"], CellFrame -> {{0, 0}, {0.2, 0}}, ShowGroupOpener -> False, CellMargins -> {{60, 50}, {7, 25}}, FontSize -> 36, FontWeight -> "Plain", FontColor -> RGBColor[ 0.8156862745098039, 0.07058823529411765, 0.07058823529411765]], Cell[ StyleData["Section", "Presentation"], CellFrame -> {{0, 0}, {0.2, 0}}, CellMargins -> {{58, 50}, {7, 35}}], Cell[ StyleData[ "Section", "SlideShow", StyleDefinitions -> StyleData["Section", "Presentation"]], CellMargins -> {{58, 50}, {10, 35}}], Cell[ StyleData["Section", "Printout"], ShowGroupOpener -> False, CellMargins -> {{2, 0}, {4, 22}}, FontSize -> 20]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Subsection"], CellDingbat -> None, ShowGroupOpener -> False, CellMargins -> {{60, Inherited}, {0, 15}}, CellGroupingRules -> {"SectionGrouping", 40}, PageBreakBelow -> False, DefaultNewInlineCellStyle -> "None", InputAutoReplacements -> {"TeX" -> StyleBox[ RowBox[{"T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "LaTeX" -> StyleBox[ RowBox[{"L", StyleBox[ AdjustmentBox[ "A", BoxMargins -> {{-0.36, -0.1}, {0, 0}}, BoxBaselineShift -> -0.2], FontSize -> Smaller], "T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "mma" -> "Mathematica", "Mma" -> "Mathematica", "MMA" -> "Mathematica", "gridMathematica" -> FormBox[ RowBox[{"grid", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], "webMathematica" -> FormBox[ RowBox[{"web", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], Inherited}, LanguageCategory -> "NaturalLanguage", CounterIncrements -> "Subsection", CounterAssignments -> {{"Subsubsection", 0}}, FontFamily -> "Helvetica", FontSize -> 24, FontWeight -> "Plain", FontSlant -> "Plain", FontColor -> RGBColor[0.4, 0.4, 0.4]], Cell[ StyleData["Subsection", "Presentation"], ShowGroupOpener -> True, WholeCellGroupOpener -> True, CellMargins -> {{60, 50}, {0, 20}}, LineSpacing -> {1, 0}, FontFamily -> "Helvetica"], Cell[ StyleData["Subsection", "SlideShow"], ShowGroupOpener -> True, WholeCellGroupOpener -> True, CellMargins -> {{60, 50}, {8, 12}}, LineSpacing -> {1, 0}, FontFamily -> "Helvetica"], Cell[ StyleData["Subsection", "Printout"], ShowGroupOpener -> False, CellMargins -> {{2, 0}, {0, 17}}, FontSize -> 16]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Subsubsection"], CellDingbat -> None, ShowGroupOpener -> False, CellMargins -> {{60, Inherited}, {0, 15}}, CellGroupingRules -> {"SectionGrouping", 50}, PageBreakBelow -> False, DefaultNewInlineCellStyle -> "None", InputAutoReplacements -> {"TeX" -> StyleBox[ RowBox[{"T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "LaTeX" -> StyleBox[ RowBox[{"L", StyleBox[ AdjustmentBox[ "A", BoxMargins -> {{-0.36, -0.1}, {0, 0}}, BoxBaselineShift -> -0.2], FontSize -> Smaller], "T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "mma" -> "Mathematica", "Mma" -> "Mathematica", "MMA" -> "Mathematica", "gridMathematica" -> FormBox[ RowBox[{"grid", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], "webMathematica" -> FormBox[ RowBox[{"web", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], Inherited}, LanguageCategory -> "NaturalLanguage", CounterIncrements -> "Subsubsection", FontFamily -> "Helvetica", FontSize -> 20, FontWeight -> "Plain", FontSlant -> "Plain", FontColor -> RGBColor[0.4, 0.4, 0.4]], Cell[ StyleData["Subsubsection", "Presentation"], ShowGroupOpener -> True, WholeCellGroupOpener -> True, CellMargins -> {{60, 50}, {0, 20}}, LineSpacing -> {1, 0}], Cell[ StyleData[ "Subsubsection", "SlideShow", StyleDefinitions -> StyleData["Subsubsection", "Presentation"]]], Cell[ StyleData["Subsubsection", "Printout"], ShowGroupOpener -> False, CellMargins -> {{2, 0}, {0, 22}}, FontSize -> 14]}, Closed]]}, Closed]], Cell[ CellGroupData[{ Cell["Styles for Body Text", "Section"], Cell[ CellGroupData[{ Cell["Standard", "Subsection"], Cell[ CellGroupData[{ Cell[ StyleData["Text"], CellMargins -> {{60, 10}, {7, 7}}, InputAutoReplacements -> {"TeX" -> StyleBox[ RowBox[{"T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "LaTeX" -> StyleBox[ RowBox[{"L", StyleBox[ AdjustmentBox[ "A", BoxMargins -> {{-0.36, -0.1}, {0, 0}}, BoxBaselineShift -> -0.2], FontSize -> Smaller], "T", AdjustmentBox[ "E", BoxMargins -> {{-0.075, -0.085}, {0, 0}}, BoxBaselineShift -> 0.5], "X"}]], "mma" -> "Mathematica", "Mma" -> "Mathematica", "MMA" -> "Mathematica", "gridMathematica" -> FormBox[ RowBox[{"grid", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], "webMathematica" -> FormBox[ RowBox[{"web", AdjustmentBox[ StyleBox["Mathematica", FontSlant -> "Italic"], BoxMargins -> {{-0.175, 0}, {0, 0}}]}], TextForm], Inherited}, LineSpacing -> {1, 3}, CounterIncrements -> "Text", FontFamily -> "Helvetica", FontSize -> 12], Cell[ StyleData["Text", "Presentation"], CellMargins -> {{60, 50}, {10, 10}}, FontSize -> 17], Cell[ StyleData[ "Text", "SlideShow", StyleDefinitions -> StyleData["Text", "Presentation"]]], Cell[ StyleData["Text", "Printout"], CellMargins -> {{2, 2}, {6, 6}}, TextJustification -> 0.5, Hyphenation -> True, FontSize -> 10]}, Closed]]}, Open]], Cell[ CellGroupData[{ Cell["Display", "Subsection"], Cell[ CellGroupData[{ Cell[ StyleData["Item", StyleDefinitions -> StyleData["Text"]], CellDingbat -> Cell["\[FilledSmallCircle]", FontWeight -> "Bold"], ShowGroupOpener -> False, CellMargins -> {{84, 10}, {7, 7}}, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15000}, CounterIncrements -> "Item"], Cell[ StyleData["Item", "Presentation"], CellMargins -> {{124, 10}, {7, 7}}], Cell[ StyleData[ "Item", "SlideShow", StyleDefinitions -> StyleData["Item", "Presentation"]]], Cell[ StyleData["Item", "Printout"], CellMargins -> {{39, 2}, {0, 6}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Subitem", StyleDefinitions -> StyleData["Item"]], CellMargins -> {{108, 10}, {7, 7}}, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15150}, CounterIncrements -> "Subitem"], Cell[ StyleData["Subitem", "Presentation"], CellMargins -> {{146, 10}, {7, 7}}], Cell[ StyleData[ "Subitem", "SlideShow", StyleDefinitions -> StyleData["Subitem", "Presentation"]]], Cell[ StyleData["Subitem", "Printout"], CellMargins -> {{67, 2}, {0, 6}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["ItemNumbered", StyleDefinitions -> StyleData["Text"]], CellDingbat -> Cell[ TextData[{ CounterBox["ItemNumbered"], "."}]], ShowGroupOpener -> False, CellMargins -> {{84, 10}, {7, 7}}, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15000}, CounterIncrements -> "ItemNumbered"], Cell[ StyleData["ItemNumbered", "Presentation"], CellMargins -> {{124, 10}, {7, 7}}], Cell[ StyleData[ "ItemNumbered", "SlideShow", StyleDefinitions -> StyleData["ItemNumbered", "Presentation"]]], Cell[ StyleData["ItemNumbered", "Printout"], CellMargins -> {{39, 2}, {0, 6}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "SubitemNumbered", StyleDefinitions -> StyleData["ItemNumbered"]], CellDingbat -> Cell[ TextData[{ CounterBox["SubitemNumbered", CounterFunction :> (Part[ CharacterRange["a", "z"], #]& )], "."}]], CellMargins -> {{108, 10}, {7, 7}}, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15150}, CounterIncrements -> "SubitemNumbered"], Cell[ StyleData["SubitemNumbered", "Presentation"], CellMargins -> {{146, 10}, {7, 7}}], Cell[ StyleData[ "SubitemNumbered", "SlideShow", StyleDefinitions -> StyleData["SubitemNumbered", "Presentation"]]], Cell[ StyleData["SubitemNumbered", "Printout"], CellMargins -> {{67, 2}, {0, 6}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "ItemParagraph", StyleDefinitions -> StyleData["Item"]], CellDingbat -> None, CellMargins -> {{84, 10}, {7, 7}}, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15100}, CounterIncrements -> "ItemParagraph"], Cell[ StyleData["ItemParagraph", "Presentation"], CellMargins -> {{124, 10}, {7, 7}}], Cell[ StyleData[ "ItemParagraph", "SlideShow", StyleDefinitions -> StyleData["ItemParagraph", "Presentation"]]], Cell[ StyleData["ItemParagraph", "Printout"], CellMargins -> {{39, 2}, {0, 6}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "SubitemParagraph", StyleDefinitions -> StyleData["Subitem"]], CellDingbat -> None, ReturnCreatesNewCell -> True, CellGroupingRules -> {"GroupTogetherNestedGrouping", 15200}, CounterIncrements -> "SubitemParagraph"], Cell[ StyleData["SubitemParagraph", "Presentation"]], Cell[ StyleData[ "SubitemParagraph", "SlideShow", StyleDefinitions -> StyleData["SubitemParagraph", "Presentation"]]], Cell[ StyleData["SubitemParagraph", "Printout"]]}, Closed]]}, Open]]}, Closed]], Cell[ CellGroupData[{ Cell["Styles for Formulas and Programming", "Section"], Cell[ CellGroupData[{ Cell[ StyleData["DisplayFormula"]], Cell[ StyleData["DisplayFormula", "Presentation"], CellMargins -> {{60, Inherited}, {Inherited 1.5, Inherited 1.5}}, FontSize -> 17], Cell[ StyleData[ "DisplayFormula", "SlideShow", StyleDefinitions -> StyleData["DisplayFormula", "Presentation"]]], Cell[ StyleData["DisplayFormula", "Printout"], CellMargins -> {{39, Inherited}, {Inherited, Inherited}}, FontSize -> 10]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "DisplayFormulaNumbered", StyleDefinitions -> StyleData["DisplayFormula"]], CellFrameLabels -> {{None, Cell[ TextData[{"(", CounterBox["DisplayFormulaNumbered"], ")"}]]}, {None, None}}, CounterIncrements -> "DisplayFormulaNumbered"], Cell[ StyleData["DisplayFormulaNumbered", "Presentation"], CellMargins -> {{60, Inherited}, {Inherited 1.5, Inherited 1.5}}, FontSize -> 17], Cell[ StyleData[ "DisplayFormulaNumbered", "SlideShow", StyleDefinitions -> StyleData["DisplayFormulaNumbered", "Presentation"]]], Cell[ StyleData["DisplayFormulaNumbered", "Printout"], CellMargins -> {{39, Inherited}, {Inherited, Inherited}}]}, Closed]]}, Closed]], Cell[ CellGroupData[{ Cell["Styles for Inline Formatting", "Section"], Cell[ CellGroupData[{ Cell[ StyleData["InlineFormula"]], Cell[ StyleData["InlineFormula", "Presentation"], FontSize -> 17], Cell[ StyleData[ "InlineFormula", "SlideShow", StyleDefinitions -> StyleData["InlineFormula", "Presentation"]]], Cell[ StyleData["InlineFormula", "Printout"]]}, Closed]]}, Closed]], Cell[ CellGroupData[{ Cell["Styles for Input and Output Cells", "Section"], Cell[ CellGroupData[{ Cell[ StyleData["Input"], ShowCellBracket -> True, ShowGroupOpener -> False, CellMargins -> {{103, 10}, {5, 7}}, CellBracketOptions -> { "Color" -> RGBColor[0.734936, 0.713848, 0.694041]}, Evaluatable -> True, CellGroupingRules -> "InputGrouping", CellHorizontalScrolling -> True, PageBreakWithin -> False, GroupPageBreakWithin -> False, DefaultFormatType -> DefaultInputFormatType, "TwoByteSyntaxCharacterAutoReplacement" -> True, HyphenationOptions -> {"HyphenationCharacter" -> "\[Continuation]"}, AutoItalicWords -> {}, LanguageCategory -> "Mathematica", FormatType -> InputForm, ShowStringCharacters -> True, NumberMarks -> True, LinebreakAdjustments -> {0.85, 2, 10, 0, 1}, CounterIncrements -> "Input", FontWeight -> "Bold"], Cell[ StyleData["Input", "Presentation"], CellMargins -> {{110, 50}, {8, 10}}, LineSpacing -> {1, 0}, FontSize -> 17], Cell[ StyleData[ "Input", "SlideShow", StyleDefinitions -> StyleData["Input", "Presentation"]]], Cell[ StyleData["Input", "Printout"], CellMargins -> {{39, 0}, {4, 6}}, LinebreakAdjustments -> {0.85, 2, 10, 1, 1}, FontSize -> 9]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["InputOnly"], ShowCellBracket -> True, ShowGroupOpener -> False, CellMargins -> {{103, 10}, {7, 7}}, CellBracketOptions -> { "Color" -> RGBColor[0.734936, 0.713848, 0.694041]}, Evaluatable -> True, CellGroupingRules -> "InputGrouping", CellHorizontalScrolling -> True, DefaultFormatType -> DefaultInputFormatType, "TwoByteSyntaxCharacterAutoReplacement" -> True, HyphenationOptions -> {"HyphenationCharacter" -> "\[Continuation]"}, AutoItalicWords -> {}, LanguageCategory -> "Mathematica", FormatType -> InputForm, ShowStringCharacters -> True, NumberMarks -> True, LinebreakAdjustments -> {0.85, 2, 10, 0, 1}, CounterIncrements -> "Input", MenuSortingValue -> 1550, FontWeight -> "Bold"], Cell[ StyleData["InputOnly", "Presentation"], CellMargins -> {{110, Inherited}, {8, 10}}, LineSpacing -> {1, 0}, FontSize -> 17], Cell[ StyleData[ "InputOnly", "SlideShow", StyleDefinitions -> StyleData["InputOnly", "Presentation"]]], Cell[ StyleData["InputOnly", "Printout"], CellMargins -> {{39, 0}, {4, 6}}, LinebreakAdjustments -> {0.85, 2, 10, 1, 1}, FontSize -> 9]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Output"], ShowCellBracket -> True, CellMargins -> {{103, 10}, {7, 5}}, CellBracketOptions -> { "Color" -> RGBColor[0.734936, 0.713848, 0.694041]}, CellEditDuplicate -> True, CellGroupingRules -> "OutputGrouping", CellHorizontalScrolling -> True, PageBreakWithin -> False, GroupPageBreakWithin -> False, GeneratedCell -> True, CellAutoOverwrite -> True, DefaultFormatType -> DefaultOutputFormatType, "TwoByteSyntaxCharacterAutoReplacement" -> True, HyphenationOptions -> { "HyphenationCharacter" -> "\[Continuation]"}, AutoItalicWords -> {}, LanguageCategory -> None, FormatType -> InputForm, CounterIncrements -> "Output"], Cell[ StyleData["Output", "Presentation"], CellMargins -> {{110, 50}, {10, 8}}, LineSpacing -> {1, 0}, FontSize -> 17], Cell[ StyleData[ "Output", "SlideShow", StyleDefinitions -> StyleData["Output", "Presentation"]]], Cell[ StyleData["Output", "Printout"], CellMargins -> {{39, 0}, {6, 4}}, FontSize -> 9]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Code"], CellMargins -> {{103, 10}, {5, 10}}], Cell[ StyleData["Code", "Presentation"], CellMargins -> {{110, 50}, {8, 10}}, LineSpacing -> {1, 0}, FontSize -> 17], Cell[ StyleData[ "Code", "SlideShow", StyleDefinitions -> StyleData["Code", "Presentation"]]], Cell[ StyleData["Code", "Printout"], CellMargins -> {{39, 0}, {4, 6}}, LinebreakAdjustments -> {0.85, 2, 10, 1, 1}, FontSize -> 9]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Print"], CellMargins -> {{103, Inherited}, {Inherited, Inherited}}, FontSize -> 14], Cell[ StyleData["Print", "Presentation"], CellMargins -> {{70, Inherited}, {Inherited 1.5, Inherited 1.5}}, FontSize -> 17, Magnification -> Inherited 1.5], Cell[ StyleData[ "Print", "SlideShow", StyleDefinitions -> StyleData["Print", "Presentation"]]], Cell[ StyleData["Print", "Printout"], CellMargins -> {{39, Inherited}, {Inherited, Inherited}}]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "WolframAlphaShortInput", StyleDefinitions -> StyleData["Input"]], CellMargins -> {{98, 10}, {5, 7}}, EvaluationMode -> "WolframAlphaShort", CellEventActions -> {"ReturnKeyDown" :> FrontEndTokenExecute[ EvaluationNotebook[], "HandleShiftReturn"]}, CellFrameLabels -> {{ Cell[ BoxData[ DynamicBox[ FEPrivate`FrontEndResource["WABitmaps", "Equal"]]], CellBaseline -> Baseline], None}, {None, None}}, FormatType -> TextForm, FontFamily -> "Helvetica"], Cell[ StyleData["WolframAlphaShortInput", "Presentation"], CellMargins -> {{107, 50}, {8, 10}}], Cell[ StyleData[ "WolframAlphaShortInput", "SlideShow", StyleDefinitions -> StyleData["WolframAlphaShortInput", "Presentation"]]], Cell[ StyleData["WolframAlphaShortInput", "Printout"], CellFrameLabelMargins -> 3]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData[ "WolframAlphaLong", StyleDefinitions -> StyleData["Input"]], CellMargins -> {{100, 10}, {5, 7}}, StyleKeyMapping -> { "=" -> "Input", "Backspace" -> "WolframAlphaShort"}, EvaluationMode -> "WolframAlphaLong", CellEventActions -> {"ReturnKeyDown" :> FrontEndTokenExecute[ EvaluationNotebook[], "HandleShiftReturn"]}, CellFrameLabels -> {{ Cell[ BoxData[ DynamicBox[ FEPrivate`FrontEndResource["WABitmaps", "SpikeyEqual"]]]], None}, {None, None}}, DefaultFormatType -> TextForm, FormatType -> TextForm, FontFamily -> "Helvetica"], Cell[ StyleData["WolframAlphaLong", "Presentation"], CellMargins -> {{107, 50}, {8, 10}}], Cell[ StyleData[ "WolframAlphaLong", "SlideShow", StyleDefinitions -> StyleData["WolframAlphaLong", "Presentation"]], CellMargins -> {{107, 50}, {8, 10}}], Cell[ StyleData["WolframAlphaLong", "Printout"], CellFrameLabelMargins -> 3]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Program"], CellMargins -> {{60, 4}, {6, 8}}], Cell[ StyleData["Program", "Presentation"], CellMargins -> {{60, 50}, {8, 10}}, LineSpacing -> {1, 0}, FontSize -> 17], Cell[ StyleData[ "Program", "SlideShow", StyleDefinitions -> StyleData["Program", "Presentation"]]], Cell[ StyleData["Program", "Printout"], CellMargins -> {{2, 0}, {0, 8}}, FontSize -> 10]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["CellLabel"]], Cell[ StyleData["CellLabel", "Presentation"], FontSize -> 12], Cell[ StyleData[ "CellLabel", "SlideShow", StyleDefinitions -> StyleData["CellLabel", "Presentation"]]], Cell[ StyleData["CellLabel", "Printout"], FontSize -> 8, FontColor -> GrayLevel[0.]]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["ManipulateLabel"]], Cell[ StyleData["ManipulateLabel", "Presentation"], FontSize -> 15], Cell[ StyleData[ "ManipulateLabel", "SlideShow", StyleDefinitions -> StyleData["ManipulateLabel", "Presentation"]]], Cell[ StyleData["ManipulateLabel", "Printout"], FontSize -> 8]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["GraphicsLabel"]], Cell[ StyleData["GraphicsLabel", "Presentation"], FontSize -> 14], Cell[ StyleData[ "GraphicsLabel", "SlideShow", StyleDefinitions -> StyleData["GraphicsLabel", "Presentation"]]], Cell[ StyleData["GraphicsLabel", "Printout"], FontSize -> 8]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["Graphics3DLabel"]], Cell[ StyleData["Graphics3DLabel", "Presentation"], FontSize -> 14], Cell[ StyleData[ "Graphics3DLabel", "SlideShow", StyleDefinitions -> StyleData["Graphics3DLabel", "Presentation"]]], Cell[ StyleData["Graphics3DLabel", "Printout"], FontSize -> 8]}, Closed]]}, Closed]], Cell[ CellGroupData[{ Cell[ "Styles for SlideShow", "Section", CellChangeTimes -> {{3.514665148412793*^9, 3.5146651505550737`*^9}}], Cell[ StyleData["slideshowheader"], ShowCellBracket -> False, CellMargins -> {{0, 0}, {0, -2}}, Evaluatable -> False, CellHorizontalScrolling -> False, PageBreakBelow -> False, CellFrameMargins -> 0, ImageMargins -> {{0, 0}, {0, 0}}, ImageRegion -> {{0, 1}, {0, 1}}, Magnification -> 1, Background -> GrayLevel[1], CellPadding -> 0, CellFramePadding -> 0], Cell[ CellGroupData[{ Cell[ StyleData["hidefromslideshowgraphic"], ShowCellBracket -> False, CellMargins -> {{0, 0}, {0, 0}}, Evaluatable -> False, CellHorizontalScrolling -> False, PageBreakBelow -> False, CellFrameMargins -> 0, ImageMargins -> {{0, 0}, {0, 0}}, ImageRegion -> {{0, 1}, {0, 1}}, Magnification -> 1, Background -> None, CellPadding -> 0], Cell[ StyleData["hidefromslideshowgraphic", "SlideShow"], ShowCellBracket -> False, CellElementSpacings -> { "CellMinHeight" -> 0, "ClosedCellHeight" -> 0, "ClosedGroupTopMargin" -> 0}, CellOpen -> False, CellHorizontalScrolling -> False], Cell[ StyleData["hidefromslideshowgraphic", "Printout"], Magnification -> 0.6]}, Closed]], Cell[ CellGroupData[{ Cell[ StyleData["slideshowheader2"], ShowCellBracket -> False, CellMargins -> {{0, 0}, {0, 0}}, Evaluatable -> False, CellHorizontalScrolling -> False, PageBreakBelow -> False, ImageMargins -> {{0, 0}, {0, 0}}, ImageRegion -> {{0, 1}, {0, 1}}, Magnification -> 1, Background -> GrayLevel[1]], Cell[ StyleData["ConferenceGraphicCell", "SlideShow"], ShowCellBracket -> False, CellElementSpacings -> { "CellMinHeight" -> 0, "ClosedCellHeight" -> 0, "ClosedGroupTopMargin" -> 0}, CellOpen -> False, CellHorizontalScrolling -> True], Cell[ StyleData["slideshowheader", "Printout"], FontSize -> 8, Magnification -> 0.75]}, Closed]], Cell[ StyleData[ "ConferenceGraphicCellSlideShowOnly", StyleDefinitions -> StyleData["ConferenceCellGraphic"]], ShowCellBracket -> False, CellMargins -> 0, CellElementSpacings -> { "CellMinHeight" -> 0, "ClosedCellHeight" -> 0, "ClosedGroupTopMargin" -> 0}, CellOpen -> False], Cell[ CellGroupData[{ Cell[ StyleData["SlideShowNavigationBar"], Editable -> True, Selectable -> False, CellFrame -> 0, ShowGroupOpener -> False, CellMargins -> {{0, 0}, {3, 3}}, CellOpen -> True, CellFrameMargins -> 0, CellFrameColor -> None, Background -> None], Cell[ StyleData["SlideShowNavigationBar", "Printout"], PageBreakAbove -> Automatic]}, Closed]]}, Closed]], Cell[ CellGroupData[{ Cell[ "Styles for Slide Show Environment Documents", "Section", CellChangeTimes -> {{3.559592561220532*^9, 3.559592575768806*^9}, 3.559652073182283*^9}], Cell[ StyleData["FirstSlide"], PrivateCellOptions -> { "PagewiseNotebookBaseStyle" -> { FrontEnd`BackgroundAppearance -> FrontEnd`CurrentValue[ FrontEnd`EvaluationNotebook[], { FrontEnd`UnknownOptions, presentertemplt`firstslideimage}]}}]}, Closed]]}, Visible -> False, FrontEndVersion -> "10.2 for Microsoft Windows (32-bit) (July 29, 2015)", StyleDefinitions -> "PrivateStylesheetFormatting.nb"], presentertemplt`firstslideimage -> Image[CompressedData[" 1:eJzt3UmudOtVreFDUqAbyCXoBTTBFCgbCapIgIToBQ0BTJ7neQ49MueXZVk2 sSJWMpMx5nwLk3svuoUdK/aJeP4x5vftn/yFX/7mL/3oV1999as/8fX/+Oa3 fv1nfuVXvvUbP/fjX/8/fvY3fu0Xf+HHvv6//OaPfPXVz3/9/+fL//I73/nO V1/+D4ZhGIZhGObZfM9Vv/WNn2YC5re/8VOH8zsf5tsf5nffzO+dmN//+uf7 NH/wYf7wxPzRyfnjC/MnF+ZPL86f3Zw/D5q/CJ6/ZFon+v2M+j278zt+9b+l L3Plv9Wz//2f/Uw58/n0ZT59zp35rDzzmXv0ef3ps/7bJ74vjr5nur8Dme8O toodV1d9+qzpctWVz+kqV+EppsNZTsbK8FW0sfAVkznYKm4UXVWVVZ11lWtW peapbjMczV8JTPczqLDWZmPhK3zlMNgqZqa66oytOrOqLabqNoGKmyYZTMVZ SsaKzrAifHXGWE98dcZY+MpvsNXzwVX6ruro/lw91W2e7nF0lkOO1ZVhOfjq aX71bs+3+/tx62CrZ4OrZpmqO6fCUJqzyVkqxqruCNV9dTe7wlc9g63uz1RX qWZVyqZS91S3TaaOsrOqjTUhw4rw1Rlj3e0H8ZXPYKt7g6twlbKpus2xcVSd NcFYm3zF7tWMwVbX5+4dVhtchal6PNXtir8WnO5nMs1ZWcZy7QjxFfNusNW1 cXSV627VFFNNsFS3kyb4a6OxpmdY+Io5Gmx1bTK6wC2u6s6q3E2FoeZ4C2Np +CriDCG+Yl4Ntjo/uErHVcqminQVjtIZB2dVG8shw8JX+KpjsNW5wVW5HaBa VjXNU90umTqq1ppgLHyFr5wHW32e6jOBuApTYSm/mWIsfDXPV9iqfrDV+5nm qjOfH84doJupsNTccXeWm7GqdrAi7mjAV/MHWx0PrspzlUpW1WGqiZ76m69/ P9Wm+5lkWWuasRwzLHzFfBpsdTyVdy3gKv2sSsFU+GmGvbYYSznDmno/A7tX GoOtXg+u6usA1bKqbZ7qNk/3uDlrkrGm+eqTse7aCl/pD7b6/4OrrtnKJaty yakwlN44OGubsSI6wjN3zHT3g/jKc7DVD07lXQu4StNVU03V7ZNJo+wsfKXn K3av9g22+v7gqh5XbTYVlpozGMu3I8RX+Cp6sNX3J7oLvHs3KK567qqq/k8p o+q2BaPprCpjOWRY3ftX+GrPYKvvjsqOVbarzvz7TMlVylmVgqm6DfHD87ci 0/0csp01yVj4irODEwdb6bjqk626XVW9WzXFVFM81e2lKfbqdpair84aC1/V +qr7u9l5ttvKZcdqiqu6O0BXU2Gome5yzLGmZFj4iuwqc7BVzY5V5+66k6sU s6qu7g9HaYyTsxSNha9q72Zg90pjNttqgqsU9qvUXeVkKizlMRhLI8PCV/hK dbbaaoOrKs4DdnSA2VnVJE91G2TLqDpLzVj4SsNX7F7lz0ZbqexYdZ8JnOwq h50qLDVzJhhLKcPCV+xeOQ62wlVXXTWxA3Q2Vbclvjd/JzTdzyLTWlOMha/w 1eTZZiuFLhBX7TPVBE91e2mCvbYYS7kjxFfPfNX9He4y2EprxwpXabpKwVQ4 apa53Iw1KcNS9pX67lX3d7jLbLeVUheIq667StVUUa7CUf3j4KzKfSx8tctX ZFf3ZpOtujOrzrsWul2lkFW5mApHaY+ysZ44S6EnxFf4aspssRWuyjkP6NIB OvR/eMpzFJ3lnGFt8lX17lXkvVfd3+nqs9VWLjtWuApTYSmv2WYsh45wo6/I rrCVkqvu2ApXebuqw1QTPfX3YtP9PCY4a1KG1emrrrOD+ApbKbjKZW99iqk2 ecrNUN0umm6xbmspOWuSsbr2r6L7QXyFra646p2tpuxXdbpqck7VaSocNdtb U43VmWM93cOa5qvI/Io7RXfb6uodoSqZlaurOvMqRVNFuApL6Y2ysfBVXX61 ff8KW2GrLa76ZCtc5ZFV4SmvwVjaHSG+yjk7SHa101aOrsrcsXriqk+2iuwB MdVuS/3DD033z6NgLQdjTfaV6vlBhd0rfLXLVtldYMeZQFyl7SoVU3W74pWP Oqb7GUwwVlaGpegr1/ODdIPas8FW6plV145VhatcOsBKUzl7qttNrvbqNpZr hoWv8JXrTLIVrsJVG0yFo7zN5WYshwxL3VcTdq/oBnfaqrML7Nix6joTiKtm mqrbNYqDsfIzLHzVt3tFdoWt7tpq6o7VJldtNxWW0hpVZ+Erf185d4NkVzNt dSWzcugCFe9aUN1Zz3ZVR/+HpTxGzViqGZbqDha+ohvEVtdtpdwFZu1YdZ8J nJZXVbsKT/nORmN1Zljq+VXWbrtCdnX03Uo3OMtWV1z1zlZXMyu1HStchakU PPWPAtP9DKKtpdwTuvtK9W5RZV9dtdVWXznbKmp/3aELVD4TqNwDKu9VuXqq 205u9sJYfb46Y6wuXznstpNdYavozErJVU8yqyeuOmOrSldldoBupsJRft7q NNZmX2XnVx27V3dt9c5XUd0g2ZW3rboyKydXPdldr3TVlqxK3VTdvlEbdWe5 Gwtf7eoGu82Are7b6mpm5d4F4iqPrErVU912cRtVZ1UYqzPDUvHV5t0rusEd ttrSBWbtWOGqGlcpmqrbJ1MGX+Grqt2rjHsZKs4Nbu8G3WyluL+u1gVuc1V2 B1idVWEpv1Fw1t39v0xjOfpKcbed7MpvJthqW2bVdSbQ3VXKpsJTc8bRWC6+ Omuszvxq8u4V2dVMW2VmVriqxla4KsdV3Z54Nf9UPN2vd5uxunbcHfIrl90r 9tqx1ZGtOvfX2bGa56oqU03IqKrt5GyvLmO5ZlibfTUtu9rqKxdbkVnNdpXC zrqLq3CUr7dcjLXFV9N226N9ha122ip7z2qCq7K7QFVXZXeAk03V7Z3ucXGW mrHwlfbuVVR2dfTdiq/8bBXlqle2is6scFWOq1SyqmpTYan+mWYslQwLX3lk V1G+wlZ6Q2YV3wU6uSorr8p2laqpuq3iPKrGys6wpvvqqa0m+Irsapet1DKr Ca56umNFXpXnKjzlNUrGcu0Ip/jKZfdKLbua6qtJtqIL3OkqJVPdddU0T/1z w+AsvQxL0Vd0g+y1b7dVR2ZFF/jMVZ9s1ZlXKWZV7p7qMJS6u/AVvlL3lVp2 1W0NbEVmhavy86qKrMrNVN02cjWXm7GyOsJpvnLZvSK7wlZPXKW6vz7FVZVd oJurOk2Fo7ysNdVY+KrmXoZJe+3YysNWk/bXP/13l2UrXOXjKjzlba0uY+Er ukGyq922csmsNnSBZ2yl6CpMhaXUndVhLAVfnTUWvurtBiNstfnMoLutrmRW d2xFF4ir7roKT80eJWOpZFgbfZWxe0V25T9qtiKz8rlvYZOr7uy4KLiq2x8b RsVYbr6q7Aef2Kpr90ohuzryVWZ21W0QbBWTWW3eX//0eZJ9JnCqq/DUD86/ JE/364t2lrKxnPOrLd1g1V472ZWPrZQyq+j9dTVXZWZWyq5S3a1yNlW2nVzt 1WksBV9FZ1jq3WCGr5S7QbKrmbbqyqwcukB1V521VaernLIqHKXtrS5jOfkq sh9U3b0iu9rlKxVbkVlpdIG4yiOrwlF+3ppmrKn5ldPuFdmV7jjaakpmpeaq T7aq2l13cdU0U3XbRmmUnVVhLPUd94m7V+p77WRXfrZyz6wq99e7ukBc1esq PDXTWviqrx+kGyS7wlZkVu5doLKrKjpAJVN1O8V93I2Frzx9RXblNd22IrPC VS6ucjZVt0emjoKxHHew6AbJrrCVjq2cMqspXeA7W1XftbDBVZM99a9f/z5E TfdryTSWe0fo5KtPn31q2VX0XjvZ1R5bTc+s6AJx1VRTRdrJ2V9dxsJXc3yl nF1F2GpDdtVpK4e/G+ieWT1xVUVmpeyqu99VHa7abChVczkZC1/1dIOO2dXR dyvZ1SxbXXHVka1cMyv3LnC7q1xM1W0hd2t1GMvJV2d3LSN8tXmvnexqh63I rDy7QFw131Td1ukeZWMpZViKvqIbrLlPNDu7wla9tpqeWam56oytFF2ltFul aqpuz6iOqrPwlZ6vqrvBqjsZyK58bOVw7wKZVU5mtTWvUjRVt1vcBl9p+Mp5 90p5r11t7wpb5doqsw8ks/LtArvzqqqsCk9pjqOx8JV2N6i810525WmryZlV 9f56xrlAXFWfVeEpj1ExVmaGha/6s6uqvXayK19bkVnNy6zUXHXWVqq7VdtM 9W9vpvtn63AWvorz1aRzg5HZldqZwYn3MTjaiszKa39dMa/KNNVdV03x1Dsr ZU/3a+82louvzu5UKmdXT/baN2RX23vBSluRWfXsr29xVVZehan0DOVgLnyl kV198tXW7Ept7wpb+WRWV22lfDZQMbNS6wI3ugpL6Vurw1j4yrsb3JhdTesF q2z16tl09IGRmZWKq8is/FzlYKpu/0yz1qQMa5qv1GzltnfFTruWraZmVuyv 73FVdVaFp/ytNSXDUvPVtG5QNbtS2WnvttNWW0XtsHfvWU3tAnGVjqu6HaM8 qsba6CvXbnBadnXVVluzqwpbqeywH9lqYmaFq7RcpWaqbrM4jrux8NXu7Iqd dmyV5aqrtiKz6ukCcdVOU/37D033z1PpLMUMK9pXm3evtmdXG+9j2GQrxR32 SZlV1Y7V2X8n46p+U/2wl7Jmu7HwVc3uFdnVe1uRXdXZSmWHnczq2f765C5Q yVWOnqryk7K5un11Z/fP2VeO2dUnX6lmV/SC2Kozs6rcs3LsAnHVDFN1W8nB W07Gwlce3aBTdsVOe4+t3p2xnLjDrpRZKe+v4ypdU3VbyNFZ+Oq5ryq6wcnZ VfZ9DPSCfbaa1geyZ9WXWeGqWlN1m2eKtbqM1e0rl90rpzsZKrIr1532bkdN t5VaZnXHVmqu+mQrXDXHVN2uURs1Y+GrnG7wrq/IrsiuVGwVcafVhB12pczq iatUukBchacwVp2vHHevpmdXU+9jwFZemZXqDrvanlV2ZlW9YzXBVZhqhrPw ldbuFdlV3U77lruuNtrK8d6F6jsXpnWB3a5SMFW3SyaNm6+uGqvaV2RXHntX 3MfQa6stO+wKmZXrnpViFzjVVd0O+d78R/B0vx4FY03Kr8iu6rOrrvsYsJWH rdR22CvvXXDMrHDVXFNF+8nFXS4ZVqevKrrBzL12h+yq6y7RiJ32ab0gtuq/ d0Ets3riqghbVXeB01y1zVFK3uoylks/qOCrjm7QMbuiF9SylYqruvpAMitc 9dRWyq7q9pGLs9R9pZxfue5eqWdXUTvt2Gq3rbrOB0bfu6B0B7tTF+joKkVT dRvI3VnVxnLIrip2r5xsdTe76tppv2qral91mwpb7dxhd86sHFxVnVXhKQ9n qfrqirHoBnuyK8WddrKrflspuSrbVir3LjhmVqpdoHJeham8nKXqK9ducIut FHfasVWtrTZkVs477GRWWq5SMFW3XxxGwVj4SstX1WcG1Xba6QWxFZmVf2al 7qqqrApT9Y9bhtXlK5ducGN2xU67v62UXNVlq+mZldP+usqOVaerum0yYfBV ra+6bJXlq6077diKzMp1hz0js8q2Fa6qcVW3R47mP09O98+Z6SxXX03pBsmu 9HpBbIWtKu9dmJZZbesCt5nqrJuixtlY232laqusvauq7Ipe0NtWm10VnVkp ueqdrVxctdFUU+3kYq9qZ2UZy60fnOIrp+wq01fYaretFLrAu7ZS7QJxlaap um3k5KxtvpqeXyl1g+xdeZwXVLXV1HvYK88GTs6sOnrATFcpZ1XdDnJ2VpWv HPpBsquZ2ZWyrTp9lWErMiv9PrArs3LtAq9+d12xlaKpur0zyVn4iuzKbe8K W/Xbij5Q82zg5swKV+GprcZS7wYVzg1WZ1f0gjt7QWylYSulPvBuZjV1fx1X 7R0VXynkVxuyK6X7rugFvbOrblttcVVGH1h9nxWZVb+r8BTGwldkV9hqtq3I rMiscJWfq7qd4jz4SqcbVMyuKnfau3pB7mLAVu62Utphn5JZ4are+a+g6X4d Dr4iu/LfaVfsBatt5bpzpWarjrsXolxVaauMPlD5bKByZpXpKldTRRlK3Vxd viK78suupvSCjrbq8FWFrVQyq2xbqfeBiplVxP46ruo1VZejVKxFfkV2RXZF L5hpK/U+0MlWU/pAlcyqswuc6qpuN6k5a0p+5dYNYqv5tjry1URbKexaubtK 6U6rjh32DV3gNFd1+0jdWfhKL7vivOBcWynvXCnZisxKrw98YqvJmVVWF6ho qm4HOTpri6/IrvqzK2ylmV1l24o+0HuH/Z2tJmVWuGqfqbKNVekrsqsZ2dW7 f29v8hW2YtdKxVZqfSCZla+ruo3TPfjK01d3s6tP/7akF9TOribZil2rHTvs WZnVGVvhKkzVPfgqthucmF3RC/bbSnXnSsVWZFY9tprcB+IqTLXNV2RX8dmV Si/YeV5wiq0qfdVhK/pAdtgVXNV9LrDbVd1u+TL/fWK6f0YFYzn4aqqtyK50 fLXNVht2rVzvXiCz0sysNrnqjJ+ejJux8NUzX9ELYquJtlLetTqy1dbMqsNW 2TvsHZmVUhfoYKpsS3Vba5KvHG3lll259YLKtnLaZ1ewlXpmtdFWZFZ6XaCy q7o91eEsdV+5ZlfTdto3nhdU3rnCVr622toHumRWjl2goqu63aTgrA5fdXaD E7Ir97uuHGx11VcT99mrbaWwa+WWWVXbavoO+yZXbfdUhbEm+IrsClu59IJb bKWyx66SWan0gWp3Wk3NrLK7QBVXdXtourGcukGyq/m9oLKtXHauVG3l2gc6 2EqxDySz0nRVt3/cjFVpq2hfTcuuqu+62npeUMVWR75ysBW7Vjm7VtP7wIod duXMytFV3d5xNtYGX6lkV9W9oMN5QfVecMs+e6WtFHatjmw1KbOadj5QMbPC VXPHzVdkV3N7wYm2uuorbOVxZyh94Lw+kMwqxlXdplEafDXfVtt6QVdbue6z P7EVe+yzbKXYB5JZ4SpnY1X5yjm7cusFt58XVLCVwz67oq1cd63u2OrOrpVS H0hmFWerDld128VhHHx19neS7IpesNJWKjtXyrZij90js5pkK+fM6qqttrrq f05M98/Y5avO7CrSV9077dgq31aOd4hiK/bY6QPv22pyZuXkqjOGujNOxiK7 0suuMmxV5atPZ9Kv+ErFVpP22atspbDHjq20bKXUB7plVuquyrKUgrXwVX12 pWarzdlVh60c99mjbZW1xx7hKmwVayv1zMphh32aq7pMVW0sVVt17bWr77TT C87bZ59qK8c99ghbubpqmq0muOqOrRRN1e2oLmep+srVVk+zq7vnBbFVbi+4 9axgl606+sArtiKzog9Uy6zUXNVtJgVj4au67EqtF4y+5+rTmXFXW209K3jG VlP22F/Zij4wPrNSOB84zVV3bYWp8o1V5auuvSsVW2X1guxcae2zYys/W7Fr RR/oaisFV3WbaJqvNmZX9IK6tjryFWcFdW2lcB+7mq2i7wy966oOW6n0gbhq p6uyjKXmK0Vb0Qv62WryWUFspW2rbZlVpq3oA7Vs1W0ffKWRXanYSq0XrNy5 UrIVZwVrbTX9/gX6wP5dq8o+EFftmom+UsyuOnvBO7ZSz66UbMVZwWe2mn7/ ArtWvn2gcmaFq/Sny1dkV/SCldkVZwVn2oozgrG7VlNsNb0PzLYVrtLx1ebs Clvp20rlrOBmW3FGsHaPXSWzUrTVpj6wI7PqNo3STMqu6AWxldtZwSxbVe6z T7OV0hlB+kBNW5FZ4Sp81dsLbrHVO1852UrlrCC2yj8jqGIrdq3m7Vq5ZVa4 StdX02zl0gvesZVKdoWtsFXFGUGV+xfYY9+za7Ups+q2i8Ns8pVSL8jOVcxZ wep9drd7GLbaijOC2EqxD5yQWXWbxWmUfUUviK02nxVUvePqqq2y7l/AVvfO CG65M5TMii6we7BVbC+IrTR3rtxspXrHlYqtuH9hdmaFrcisJswGX03pBbHV 7rOC2Ir7FzbYSmHXalIfiKv8fOViK6VeMMtWd3z17vP0rq+wVf09DFNtNelu K3atNPpAVVspZlbdLpkwVdmVsq2qesFPZ4unZleKtppyVhBb6dy/wB67tq22 9YFkVv2jll1dyVKVbEUvWHNWEFvVnxV8ZyvVe0O5f6HeVp/ydWx131ZkVp6j lF1F2yqqF8RWGjtXWbbiHoYeW7ndbaV4RvCurVwyqypbKe9a4SrPcc2u2Lna ZyvuuMJW3L+gl1kp94FRtorOrLDVjpmcXWErbBW9z46tZttK8YwgtpplK1y1 Yzbbqmqf/Z2vztz9ctVX7z4f3/nK0VbVd1yp2irDVxG2Ur5/wcVWyrtWyraq 3LUis2KUfeW6c/XEVi7Z1bvPccWzgm73h2IrbIWtsFWlrbrdsWFUbHXFV0q2 ohfUs1X1HVfYys9WHfeGdu+xYyuPPXYyqznjZit2rvRt9c5X2Er/bvYrtlK4 f0HFVspnBCttdWbf4a6rqmw1ddeq2xubRiW7wlbYytFWE//uDbbaZatPe5pK mRW2wlZOo2CrK75y2mfHVjvvD8VW/bbKujfU0VZb+sBKW3XuWtEHesxEW6ns s2MrbOX2d2+wle6d7J/Olmy3lfMeO5nVd+d/T0z3z5hpqyu+wlbx9zBMs1XH 3eyOf/cGW2Er5V0rbEUfmGkqR2cpZFeKO1eq9zAcfea98xW26r+b3dlW/C1B bDXBVtVnBKNtNa0PvGsqF2NhK83sKtJW0+4PxVbYaurfu3E9IzjBVup77FNc FWUqdV9hK2yFrbAVtsJW2KreVtv6wAxXKRtr2s7V5LOC0ba66ytsVWurV77C VtgKW3mfEdxkq2xXKfpqmq1Udq6wFbbKvJsdW3naSuFuK2w131bdruhw1SZb RfeC2ErDVke+crbVka+w1TNbnf17N0e2irg3FFvl2urM2eese0MVzwhG24rM ytNXTrZyOiuIrXJsdeQrbIWtrtgq4t5QbJVvK+5f8LZVtavcfYWtsBW2wlbY ap6t3n3GuPaB2GqXq7AVtsJW2ApbYSts1btrha3m2UrFV9377NgKW2ErbIWt sNUWW00/I9jtKmyFrbAVtsJW82wVdSc7ttI4I+hkq25PYCtsha3q7g/FVtgK W2nY6s4eO7bCVm62UvBVt62u+ErFVp98ha1m2OrIV9gKW2ErbIWtsBW2wlbY ClthK2yFrbAVtsJWrrZ64itsdd1WR77CVtgKW2ErbLXPVdhK01adO1fYClth K2yFrbAVtsJW2ApbYStsha2wFbbCVirT/SywFbbCVtgKW2ErbIWtJvmq+zlg K/atsBW2wlbYClthK2yFrZRtxTlBzgliK2yFrbAVtsJW2ApbYStsha1m2+qd r7AVtppiq+5noGCrs7+z2ApbcS87tnKw1ZGvsJWerc76ysVWCr7qdhW28rVV 1q6Vs63efW9gK2yFrbAVtrruK0dbKfiq+/VjK2yFrbAVtsJWU20V1QtiKx9b db/2u7a6kmdiK2yFrbAVtvKw1TtfYSts5eKr7teNrbAVtsJWG2115CtsFW+r d7769Dn6yVeKtoreuXK2VYevul/vXVdhK2yFrbBVla2OfIWtdGz1JLt6aqvK s4JdtnI9K9hhq+7X6mqrs2dlsdVcW125NxRb9dvqla822+qdrzbaSmWffZqt tvqq+3VW2erM7xe28rPV1fsXsBW2wlbYyt1W0TtXm2xV4avu1zfdVmfO22Ir bPXk3tCrtnrVi2ErbIWtdtvqiq8m2CrLV92vqdpVqrY6u/u4wVZV94Ziq2e2 euUbbJVjqyNfVdjqyFfYijuu7nxXb/BV92tRtpXiHju2wlbY6thXCrY68hW2 wlYKO1fRtpqUXUUYq/tnx1Y9faCSrar22KNtdeWMILbCVltt9c5X2Ip99m5j RDqr+2fMdJX6rpWDrc7cBXPVVgpnBF1sdWWPHVthq0++qrDV3exqi604KzjD V1NGIbOaaquMzGqiraLutlKx1dkzgtgKW3Xvs2Mrv3326dnVlJloq8lnBLHV fFudPSOIra7vs2Or5756Yqt3vjrTA2ArbOUw2X2g864Vtoq3Vfad7Ee2enq3 FbbKsdWRrxxt9c5X02ylnF0pnhWkF9w3Cq7CVtjK1VZP7w11t9WRr5Rt9cpX 2bY68hW2wlZkV/NGJbO6YiulXSts1Xf/whRbPb03FFthK2w156wg2dWMUbFV dGalssc+wVafznyr2Srr791gq1pbHflqk62444p9dmzlNyquyrCVyh571v0L R7Z69/k47d7QaltF3L+wyVZHvlK1leLfvcFWs2yFr3bMZls57Fq9s5VyH+h+ J7ubraJdpW6r6r97o2ird76aYCt2rrCV61S4yn3XqttWCn3gRltl3huKrfLu YciyleLd7CrZ1bvPqO7sqnLnqrsXxFc6MzmzYo99lq0m/b2bCbZ65SsFW236 uzcqtlLuBd1tVZVd4SsvVyn3gdhKz1bT7g3N+ns32Er/jitspWEr1V4wy1Zk V56uysqsrtgqKrOq2mP/tE8w1VaK9y9MsVXFHnuHrbbcH8o9DHG2ct25uvLd SHblM9jKf9dKxVaKZwSn3MmOrXbdcfXOV5NtRS+ok13hK31XddoqKrNStpWC q7DV3L93o2Qr7mHQv4dBuRecYKvK7Apf4Sr1PhBbzbrbKuve0Cm2mnJ/qJOt lHylaivVXpDsasY8dewkW1VlVtjK8/4F7mT3sBX3MGArsiuyK1y1z1ZZd4ZO tNW77yHutqo/Ixhpq+r7Q6vvYeCs4Iw7RKfZCl/NcpV6ZjX57gUVWynuWk05 I4itfGz1zlfYanYviK9mz9NnSmZFH4itsFWWrabfcTX1HgbFXjDKVh3ZVfbe Fb7yd1V3ZoWt+jMrVVu5nRF0sNUrXznayuUehjtnBZ2yK5edq43ZFcbycVVH ZuXSB2Irzgh2323VZSuVO644K6hlK6WdK0dbRfmq2zburlLqAhX7QGzVb6sp ZwSn2Wr6PQycFZy/c+XQC3b6aqOxulw1KbOa2Aeq26pj1+qqrbLOCKrebRVt q+p99mpbcVaQXrA6u8JXPqZSc9XEPnDKrpX7HvuU+xewlbatovfZ7+xc3bXV xF5Q+bygW3Y13VdurnLPrOgD+/tA1zOCTndbVdmqep/dwVbu2dWWXhBfzTRW 9LO58/5My6zU+0Bs5XFGcML9C1NtNfWsoIut6AXndYOTjIWrPHfY1frAabaq 3mOvvn+hsg88a6tXvppiK84Kzty5muiru9/hGb5yNFbGM6hy1YTMalMfGH1n 6B1bqeyxbzwj2Gkr9XsYpp0VpBf0t5WirxyMlfW63V0VmVnRB3pnVpwR1LHV 1nsYnH01yVaRvSC+mmes7Neq6qqpmVVWH4itOCPoYiuVs4JHvsJWHr2gc3a1 2Vfdzqp4bXefvVtm5bTDzq4VZwS32kpl5wpb6dhKKbs68z2TlV1V+6rSWNnO qnwduCovs3KzVfSuVfSdoa577FPOCGIrdq7O+OqurTbvtFdkV06+emqu7p9V 3VXKtnrqKvpAnczK9Yygsq1e+cpxnz3CVsp3iGZkV122qu4FO/eutvrKYZ48 37uuIrPKz6ywFWcEt9kq8352NVvRC87Nrq7aqqMbxFj+roreX5+0w37XVup9 oJqtqnet1M8IPrVV9VnBiPvZsRXZ1URfRRir2zFKE+HVKldF22pLZpVhq0+d gqKtrrhKxVbqe+xZtqo+K8g+e28vSHalYSsyLFzlllnRB3plVh22cty1qrbV pH32I199OrsRtXNFL0h2ha/0TFXtqsmZlWIfiK38dq0cbPXKV+yza2ZX23rB juxquq+2GCvqWW1x1YTMij4wzlYqu1ZKe+zKtmKf3esuBrKrub6abCwFV921 1eQukD6w11YqfaDrHnuErdT32V/5ys1WE3pBsqv72YSKr6YYK/qZPHl/sl21 NbOiD9TsA7fssWfaip0r7exKsRd0za7UfZVhLEdnZTyDDleRWen1gdjKZ48d W/nail4wx1bKvsruBlV9pW6srNe80VVKtsrIrOgD2WOfZiv22X3uYiC7wlfq 1sp+fU/fgwpXKXeBjjvsDn0gu1Y6mdUdW73ylco+u8s9VyrZVUYvuDm7qugG I3xVZawqZ1W9lmmucs2snHbY6QN37lpF2WrSHaLTsquMXrDzrqtIW7l2g26+ inBX988a8bxxVb6r1HbYsRW2qrQVO1extlLLrrJ7wSnZlYKvFIylPrjq3H9L CraiD+ReK2z1zFcbbaWUXU3pBfEVxlI11VVXkVnRB07OrJz22O/a6pWvJu1c KftKxVZbs6vpvsJYsc/yyftKZrUvs8JWM/bYsdUcW6n1girZlUs3+NRXGEvL VLhqfmaFrbjXqsJW7FzF2YrsakY3eNVWir7aYKyMZ1bpKvUuUDmz2tgHXrWV cmaFrdi56u4FO+66mpxdbfPVNGNlPaOn752Tq1wyK/pAr8xqwq7VE1u98hW9 4Mxe8J2tNmdXyr7KNJarszKfR4Sr7vyeqLuKzGre+UAlW6lmVtG2cvy7zaq2 UuoFn9gqIrv65KvI7Epl98rBVw7Oqnj9HVnVFVtd/ffClswKW/nYyq0PrLLV 9p0rlfOC27Mrp3ODkb6qMpaCtSpfJ656Zquz/67KctU7W7HDruMqbOXRC776 XVHNrpTuulLPrhy6wbu+cjVWtrk6X0vU+5HpquldIJkVtlLdtcJW2rZyyq6e 2Eoxu8JXTKap1Fyl2AU+tZVSZuV4PlDFVo6Z1VNbXfHVdlu57LRvyK7wFcbq NNV0V03OrLb3gUe2OvoOPrLV9D6w0lb4SqcXdM6u8FX893y3W5RHxVTbXOW4 Z7WhD7xqK4U+EFvtttWGnfYt3WCFrzCWl6lwFZnVhD7Q0VYdroqw1StfYSv9 7OpuL6hwZhBf5flqu7NcTZXpqkldoMsO+4Q+UMFV02ylfhfD0e9Nd3altNPe tXcVlV0p+OrK9+KT71+MpecpdVe5doFumRV9ILZSs9XU7CqjF1TLrqbuXW31 1VRnZT+vKlfRBXpmVvSBc/tAbPXcVuy046tIXzkYy9VZFc/lqakcXUVmtTez UrKVUmYVZavtvnLeu8JXevtXUcaqcpaKvzpfa7WnXParqvKqLldN27OalFlh K39bqXSD1fddbfeVQ4alYKwoe3X/vBmmwlV0ga6Z1VVXbbgvNMNWr3ylZCu1 7Epp70o5u8JX843lOFHvh6urXHrAzZmVmq02ZVbZtlLzlZKtqs8MPsmu3n02 OWVXKvtX3b7CWJ6m2ugqx8zKdc8KW2GrTluRXcWfG8RXGEt5Ip93VVbV6SqX zMqpD3z3b3SlzApb5djqla+UbDUlu7prK+fsysFXrhkWztI1Fa7K2V93clVk ZkUfOMdWar7asNOumF25doMV+ZVKhoWxckyl7CrV3XUyK/pAbDXXVhOzK2Vb TfFVdUeYZaxNzsp6fk/e06mumtoFbt9hV7FVt6mm2+rIV0f3n2XbiuzKuxvc 7KuJzsp+VtWmynSVWxdIZkVmpTDRtlLyVaatnHfaO/euKrvBbl/d/Y5UN5ar taqeC67a1wVWZ1bcw46tXGzluNM+NbvCV899VWksRWtVv/YuU92x1WZXPbHV XVcpZFbZtsq8LxRb9dmqK7ty3mnf5Ksz3w+qvnI0VqW7ul/X0/fmqatc8iq6 QK/MKspWWzOrLFu5ZleOO+2u2ZXi7tVkX6kYa9J0mgpXxWZWWV1gZWZFH4it um1FdqXhq4jsyslXGMt/Ip6/cgd41lVqXSCZVf4Oe1RmtaEPzLTVK18594IK 2ZXbmUG1bnCKr6KMhbP8TLXRVapd4LbMij5Q11ZK2VXnTjvZVV83iK8wVrWn HDrADFc5dIFkVvSB2Er3rqvNe1eO3aCKrxSNtd1Z0c+yI6va5Coyq7k77I73 hSraiuxKN7t6aqtNvurKsDKMtcVaWc+tw1QurlLYsZqeWbHDPtdWStmV0057 R3aV7auIbhBf9RprirMyn0+Uqba7qqILnHCflVNmha28beW0056RXWV1g58+ o/CVTkdYYSwnb1U9h8j3LttUuKreVa6ZFTvsmrZ65aupvaD7mUGFbjBqt93Z V67G6jZXx2uMfJ/uZlXb8qqILvCurbJcVZVZKd3Djq38sqvsnfat2dXkbnC6 rzqN9dRf3T9jhalwVZyrFDOru67amFlhq1pbuWRXlXtXitkVvor1VYaxVJ3l MEqmcnKVSxdIZsUOu5OtlLKrqJ32ydmVSzfo5itFY+GsHk+pmmq6q8is6jMr bDXLVke+umor5+zqk6+y7hPFV36+wlk1nsJVfjtWZFb0gVNslZldHf2+dN8l Oi27ivLVmc/lbl9Vd4QVxtroLGVP3THVJldN6wKrMqsoW5FZ9dlqW3alcmZQ 3VdR2ZWjr1yMNdVaVc/t6Xuc7aqr/01schWZ1TNbbc2sHG2lll2p7F117LU7 doMTfVVtLFdrdTyjDlORV3l3gW6ZFTvs/baK8lXHTvvkvavu7Gqar7YZS81c 3a8/4n1U6wCjXaWyY9W1v66cWUX1ga++p7GVn602ZFeud15V+yqrH6zIsKKM peKsSIN1/7zKptroqoldoOrZwK7MClvl2GprdqW21/7p80nRV1n51RVf3f2O jPSVg7Hcp9tUuGr+/rrbntX2PrDDVld95ZJd3dlpd+oGI3wVZatoXynuYGUY C2fpeeqpqXBVvauU9tcn7Flhqx5bTciunPbaXbrB6H5Q2VcZxsJZvZ5SN9V0 VzllVndcRWbVPx22uuqrjvsYqvaunLIrV19l5lcYa/5kPHNc1bdjlZVZOeyv k1lhq6r7GFyzK+duEF9pGgtr5Vmqw1ROrjrzeTC1C1S4c4G7QufYKspX07Or rG5wo69UdtxdjLXFWtnPL+J9rsiq3POqaV2g6p0LZFY7bEV2lWcrfOWRYVUZ a4qzqp5VlKuUsqqtrlLqAqv217syK2yV4yu1nXb17Mp99wpfxRqr0lkO5up4 Fh05VUVWhavIrLgr1NdW2dnV0e+LQnaVtdc+oRvs9FVVRzjBWJX26n5NGZ66 Yypcdd9Vbl1gd2bFXaEzbTUlu3LrBp9kV/iq31hqzpo00e/T3d+Xra7q3LFS 2l+vyqyObMWelZ6trvpqc3aFrzx9pWQsnKXnqQmmcnSVW2ZVdecCmdVOW23I rhS7wXefT9t8VZ1hZRkLZ/V6qtpUuMrXVW6Z1eY9KyVbXfWVU3a1Za99gq/U M6xMY+GsOk89MdV0V1XtWH2y1RNXqXSBZFbY6qqttmdXqr4683k3zVcTjbXV WhXPVN1UuKpnx0r5ntCuPSts1eOrKdlVx147vtLxlYOxJlqr8rk9eX+fmEoh q3Jz1ZQuUDGz2tQHOttKMbuasteusnuFr3Sd5eatjmfjYqpJrurcsXLYX3fJ rLotMs1WV33VlV1t6AYn+wpjzbNX9+uM8tRTU+GqOa6q3F9nzwpbVWZXdIP4 6q6vFIyl5qzJM91UGbtVLq7a3AWyZzXbVop/Z3BKdoWvNPOraGPhLE1PTXOV Yl7VuWM1sQsks/K01ZGvtmdX+ErDVxOMhbNmeMq1A5zkKjIrMisnW1311ZXs 6shWlXvt1XdeZd/LMMFX6h1hprOwVo2lnEzVmVXhKjKrCTPBVp3Z1YZu8Iyt Ku9muOKriRlWprFwVt5z7TKViquibfXUVYpdYOVdVnf211/ZiszKy1ZXfZWd XW3vBquyqw2+cjHWBm9lP7fI91nNVM55lZurFLpAMqudtoryVXR2Vd0Ndvtq Sn7laKwqZzl6q/K5RL+nFf0frqILJLPaY6urviK7mrN7tclXGcaqdpaKubpe s4qpKlzV1QFGueqdrTJd5dAFkllhqw177YrdoKqvlDpCNWN1Omv6ZL1fiqbC VT5dIJlV/6jbKtJX2dnVXV+9++8KX2n4qjLDyjQWztK01F1P4Spc5bK/vimz 2marbd0gvur3lbKxcFa/p56a6o6rMk3l6CrVHat3tqrsAjMzq25bbLdVpK86 72RQ6wbxlY+xKpyFtWos1WUqlaxqk6uUMqtOV2Er3Yn6WzhXbIWvPtuq2ldZ O+53fFXdE1Yaa4u3qp9lxPtfYSpcNctV7K9jq6u+uppdvfpdmbDXrr571eWr 7I6wK8PqMNYEb3U9ry5TKXWAaq6adI9VVReIrfbYiuyqZvcqIrs64yvXjrDT WN3OUrJX9+t2NhWu6neV8v76O1vhKm9bHfmqM7vCVzPzq0pfRRpL0VnbJup9 VDZVl6vO2uqpq7Z3gWRW2Coyu3LZa3ffverMrzYZC2f5earaVCpZlVJehatw 1UZbHfkq+8wgvtL21aQMC2fpT/R788RUiv0frqpxVXcXyD2h821FNxjXDeKr 2cbCWTqeemoqXHXeVexYkVlhq3hfuXaD+CrXV1UZlqqx8Fa9pSI8pbpXpeqq p3nVE1e5d4FR++vYymfoBvFVl686jVXhrG3WqnieEe/7FlPhqhxXXb3Lii4Q W1VmV5t8deZzKcpX0WcINxirylnTvFX5zDpNtd1V2T1g1o6VSmZFF7jTVke+ isquMrpBxXtF3XylmGEpGKvaWcru6nwOkZ5SN5Wyq7Lzquk7VmRW2Coiu3Lo BjN99dRW03xVnWFFG6vbWU991v1zdHuq2lTZWZWiq7rOBE51FZnVLFtd9dVV W+GrOb5yyLAyjOXqLIdR8VSlqTKyquoeMNNVavctRHaBZFa7bHXkq4rsit2r 677q3HF3ybAynYW1dCwVYaotWZVDXjVhx+qOrXDVLlupd4NdvlLIrxwzrInG wlr1jorylHJWhav2uIoucLatjnwVZatN3SC+0usJK5211VoVzzXKVHdddef3 3cFV6nctZO1Y0QXqziRb4avZ/WCWr1yNVeWsieaqfm6dnlLLqrblVS47VmRW 2OqqrRS6QfKrWl9VZVgqxupwlrK9up9DpKccTKWcVeEqXIWt8nylnl1N91XH GcLKDEvJWCrOinZY989b7akOU21zVeddC1k7VnSBGrPFVg6++vRvGMXd9mhf qRir2lfbneU6Ge/XNFNNdVXX7jqZlcdMtFWFrzruZcBXPhmWqrOwlqalnnqq 2lQZWZWTq7ryKlzlM1NtdeQrhexKdbcdX2nsulcZC2v1eyrCVBOyqmpXqZ4J zNqxogvEVtm+endfv0o36Oyrzh33yRlWlbO2e6vq+Ub9PiiaKqMDVMmrMnvA aleRWWErFV859YPTjKXmLBVrVXrLzWLdzyTSUE8tpeap6Jxqclal0gPiKmyV 6SulfnCSr7pzrAnGUrJWlMu6fzZ3T2XvU7m4qvOeha79qsge8MhW3d/ryrPV VvjK11cTjZXlLEdruU3W+7bVVJV7VdtcFZlZdX+nq88WW32ZK7Zy2r/K9tWT +6+2+UrZWDhL31OdplJwVWUH2O2q6jus6AKxVea47l6p+yr6HGFWR+hkrGxn Ya1+R0V5yt1UHa7qvGcBV82f7baq7ga3+8oxw+rsCSudhblqn3HU74WqqXCV v6voAu8PtvLavXrqq0+fGZt85ZZhdRhrsrc6nmHk78ETV139t8UkVyn3gOo7 Vtjq/Gyz1Ze5ais3X336b5/8aoaxuq2l7q7uZ6LmKWdT4SoNV2Gr84Ot8nav JvuqY8ddKcPCWUylpyaZSrEDxFW4Kno22urLKHSD6nczVOVXzhnWU19lGQtn +VvqqafumGpiVuXuKoUdK2x1fbba6svgq5r8yjHD6jBWprOwloelppoKV+m4 isyqZjbb6sso7F6p++rTZ5ODryqN5eAsvKVlqQhPVZqqO6vCVbhKfbDV9exq 4t0M+ErTV1XGwlq1jor0lKqp1F31yVbKrmLHSn+22+rLbNhtd/MVxup31nR3 dT3HyN+HO666+7ufmVVFdoDT8yp2rDwGW3138FWtr7IyrC3GUrCWur26n4eS p6pM5Z5V4SpcFTXY6vvj0A1u9JVqhnXXWBucFe2x7p9TwVPTTLXRVR13LdAF 9gy2+v647F4p+MqhI9xqLGdrOU/me6lsKocOEFfhqurBVj84m3x1xlhVvlLJ sJ4aS9VZWMvLUnc9NcVUla468+9Mxx7wbhfY/R08ZbDV/x+V3St81ZdhTTYW 1tK01BNPPTWVo6vOfO445FV371pgx0p7sNXrwVfnbXXWV9EdoYOxnnxXVjoL b9U7KsJTG00V1QE6uIrddd/BVseDr3KMpZBhOeVYXc6abq7O5/n0d2GaqSa6 6tNnNq6aPdjqeDJ2r/BVjq+qMiwFY3U7y8ld3c8m2lMdplJxVVQHODmvYndd Z7DV+8FX/R2hYoalYixFa0X5rPtnmuQpZ1PhKlzlONjq81SeHazwVcQdDcq+ cjNWtLMmWMt1It/DiN+rSlNl7FVFdoCfXHXm352qPeBdV2GrvMFW52aar6ry q+iOsCLD6jRWhrOwloelNpjKNatyzqvIrHoGW52fyt32SfmVa4bVbawsZ2Et HUcpeErNVLgKV00YbHVtpuVXEb7q6gg3GSvTWZir1lGRluoylUNWVeUq1R4Q V/UOtro21bvtW32VlWFNMFaVszZ4q/I5ZvweVHd/LlnVGVep37PAXQveg62u D77S6wgdjJXlrGprOfmr+7koearSVBlZVVQH6OAq8ir/wVb3xtFXETvuZz+3 ujKs7cZSsdbWyXxPOzyVaSrXrApXMWcGW90fR19V5VebMqwnxqpwFtbytNRT U6nmVLjqfg/IXQs+g62ejaOvnDtCdWM5OAtv6Tqq21N3TOWQVVW56tNn85O8 iszKa7DV88FX2hmWo7GqnYW3egyl4iklU+Eq8qoJg61iBl/Ny7C6u8JuZ20w V/dzjfjd6HBVVv9X3QEquIodq5nzxVYMwzAMwzBM3Pwfwvde+g== "], "Byte", ColorSpace -> "RGB", Interleaving -> True] ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{ "SlideShowHeader"->{ Cell[580, 22, 78, 1, 5, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[110123, 2678, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[111276, 2708, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[114782, 2803, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[223566, 4633, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[342391, 7011, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[347449, 7159, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[359101, 7447, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[534960, 10376, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[542049, 10558, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"]} } *) (*CellTagsIndex CellTagsIndex->{ {"SlideShowHeader", 597919, 11721} } *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 78, 1, 5, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[661, 25, 353, 6, 274, "Title"], Cell[1017, 33, 663, 11, 70, "Subtitle"], Cell[1683, 46, 8740, 162, 394, "Text"], Cell[10426, 210, 99660, 2463, 20, "Input", CellOpen->False, InitializationCell->True] }, Open ]], Cell[CellGroupData[{ Cell[110123, 2678, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[110212, 2683, 144, 2, 70, "Section"], Cell[110359, 2687, 868, 15, 70, "Text"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[111276, 2708, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[111365, 2713, 177, 3, 70, "Section"], Cell[111545, 2718, 708, 9, 70, "Text"], Cell[CellGroupData[{ Cell[112278, 2731, 177, 3, 70, "Item"], Cell[112458, 2736, 194, 3, 70, "Item"], Cell[112655, 2741, 269, 4, 70, "Subitem"], Cell[112927, 2747, 453, 12, 70, "Item"], Cell[113383, 2761, 499, 14, 70, "Item"], Cell[113885, 2777, 460, 12, 70, "Item"], Cell[114348, 2791, 373, 5, 70, "Item"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[114782, 2803, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[114871, 2808, 103, 1, 70, "Section"], Cell[CellGroupData[{ Cell[114999, 2813, 299, 4, 70, "Subsection", CellGroupingRules->{GroupTogetherGrouping, 10000.}], Cell[115301, 2819, 104735, 1722, 70, "Text", CellGroupingRules->{GroupTogetherGrouping, 10000.}] }, Closed]], Cell[CellGroupData[{ Cell[220073, 4546, 118, 1, 70, "Subsection"], Cell[220194, 4549, 386, 8, 70, "Text"], Cell[CellGroupData[{ Cell[220605, 4561, 663, 19, 19, "Input", CellOpen->False, InitializationCell->True], Cell[221271, 4582, 2222, 43, 70, "Output"] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[223566, 4633, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[223655, 4638, 101, 1, 70, "Section"], Cell[CellGroupData[{ Cell[223781, 4643, 235, 3, 70, "Subsection"], Cell[CellGroupData[{ Cell[224041, 4650, 710, 15, 70, "Input"], Cell[224754, 4667, 2127, 41, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[226930, 4714, 162, 2, 70, "Subsection"], Cell[CellGroupData[{ Cell[227117, 4720, 1792, 49, 70, "Input"], Cell[228912, 4771, 113406, 2232, 70, "Output"] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[342391, 7011, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[342480, 7016, 106, 1, 70, "Section"], Cell[CellGroupData[{ Cell[342611, 7021, 207, 3, 70, "Subsection"], Cell[342821, 7026, 762, 23, 19, "Input", CellOpen->False, InitializationCell->True], Cell[343586, 7051, 1799, 43, 70, "Input"], Cell[345388, 7096, 297, 8, 70, "Input"] }, Closed]], Cell[CellGroupData[{ Cell[345722, 7109, 163, 2, 70, "Subsection"], Cell[345888, 7113, 882, 21, 70, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[346807, 7139, 104, 1, 70, "Subsection"], Cell[346914, 7142, 246, 4, 70, "Text"], Cell[347163, 7148, 225, 4, 70, "Input"] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[347449, 7159, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[347538, 7164, 229, 6, 70, "Section"], Cell[CellGroupData[{ Cell[347792, 7174, 178, 2, 70, "Subsection"], Cell[CellGroupData[{ Cell[347995, 7180, 1554, 42, 70, "Input"], Cell[349552, 7224, 3295, 62, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[352896, 7292, 183, 2, 70, "Subsection"], Cell[CellGroupData[{ Cell[353104, 7298, 3260, 83, 70, "Input", InitializationCell->True], Cell[356367, 7383, 2661, 56, 70, "Output"] }, Open ]] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[359101, 7447, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[359190, 7452, 113, 1, 70, "Section"], Cell[CellGroupData[{ Cell[359328, 7457, 107, 1, 70, "Subsection"], Cell[359438, 7460, 172091, 2825, 70, "Output"] }, Closed]], Cell[CellGroupData[{ Cell[531566, 10290, 151, 2, 70, "Subsection"], Cell[531720, 10294, 2874, 65, 70, "Input", InitializationCell->True], Cell[534597, 10361, 113, 2, 70, "Input"], Cell[534713, 10365, 186, 4, 70, "Input"] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[534960, 10376, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[535049, 10381, 146, 2, 70, "Section"], Cell[CellGroupData[{ Cell[535220, 10387, 328, 4, 70, "Subsection"], Cell[535551, 10393, 328, 8, 70, "Input"], Cell[535882, 10403, 332, 9, 70, "Input"] }, Closed]], Cell[CellGroupData[{ Cell[536251, 10417, 188, 2, 70, "Subsection"], Cell[CellGroupData[{ Cell[536464, 10423, 735, 23, 19, "Input", CellOpen->False, InitializationCell->True], Cell[537202, 10448, 3287, 59, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[540538, 10513, 151, 2, 70, "Subsection"], Cell[540692, 10517, 870, 22, 70, "Input"], Cell[541565, 10541, 423, 10, 70, "Input"] }, Closed]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[542049, 10558, 64, 1, 1, "SlideShowNavigationBar", CellTags->"SlideShowHeader"], Cell[CellGroupData[{ Cell[542138, 10563, 90, 1, 70, "Section"], Cell[542231, 10566, 176, 15, 70, "Subsubsection"] }, Open ]] }, Open ]] } ] *) (* End of internal cache information *)