From 3c834ce69fcf3fc603a6fb650fe25fa0d0e4e413 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 10:41:49 +0200 Subject: [PATCH 1/9] saving work --- FarDFT.nb | 5327 +++++++++++++++++++++++++++++------------ Manuscript/Cx_H2.pdf | Bin 15106 -> 15109 bytes Manuscript/Ew_H2.pdf | Bin 44177 -> 51520 bytes Manuscript/FarDFT.tex | 48 +- Manuscript/Om_H2.pdf | Bin 41878 -> 52694 bytes 5 files changed, 3812 insertions(+), 1563 deletions(-) diff --git a/FarDFT.nb b/FarDFT.nb index 1419b2f..d6c72e2 100644 --- a/FarDFT.nb +++ b/FarDFT.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 15997285, 377348] -NotebookOptionsPosition[ 15946145, 376584] -NotebookOutlinePosition[ 15946538, 376600] -CellTagsIndexPosition[ 15946495, 376597] +NotebookDataLength[ 16152033, 379597] +NotebookOptionsPosition[ 16100991, 378834] +NotebookOutlinePosition[ 16101384, 378850] +CellTagsIndexPosition[ 16101341, 378847] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -8966,54 +8966,6 @@ Cell["Functionals", "Section", 3.7931931947236633`*^9}},ExpressionUUID->"ee199b1d-a6a4-4eb3-9e41-\ ea5673045d1a"], -Cell[BoxData[{ - RowBox[{ - SubsuperscriptBox["E", "J", "GIE"], "=", - RowBox[{"Tr", "[", - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"1", "-", "w"}], ")"}], - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "0", ")"}]]}], "+", - RowBox[{"w", " ", - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "1", ")"}]]}]}], ")"}], "G", - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"1", "-", "w"}], ")"}], - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "0", ")"}]]}], "+", - RowBox[{"w", " ", - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "1", ")"}]]}]}], ")"}]}], "]"}]}], "\[IndentingNewLine]", - RowBox[{ - SubscriptBox["E", "J"], "=", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"1", "-", "w"}], ")"}], - RowBox[{"Tr", "[", - RowBox[{ - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "0", ")"}]], "G", " ", - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "0", ")"}]]}], "]"}]}], "+", - RowBox[{"w", " ", - RowBox[{"Tr", "[", " ", - RowBox[{ - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "1", ")"}]], "G", " ", - SuperscriptBox["\[CapitalGamma]", - RowBox[{"(", "1", ")"}]]}], "]"}]}]}]}]}], "Input", - CellChangeTimes->{{3.7948917757365713`*^9, - 3.794891897002204*^9}},ExpressionUUID->"7095246d-1bb6-4365-aab0-\ -c9dbac90ab2b"], - Cell["LDA exchange functionals", "Text", CellChangeTimes->{{3.790617745116544*^9, 3.7906177720649967`*^9}}, FontColor->RGBColor[ @@ -9848,7 +9800,7 @@ Cell[BoxData["True"], "Output", CellLabel-> "Out[152]=",ExpressionUUID->"765ed458-56ac-4e75-a8ca-0144cacbffa3"] }, Open ]] -}, Open ]], +}, Closed]], Cell[CellGroupData[{ @@ -363839,16 +363791,22 @@ Cell[BoxData[{ "\[IndentingNewLine]", RowBox[{"BaseStyle", "\[Rule]", "16"}], ",", "\[IndentingNewLine]", RowBox[{"ImageSize", "\[Rule]", "Medium"}], ",", "\[IndentingNewLine]", - RowBox[{"Joined", "\[Rule]", "True"}], ",", "\[IndentingNewLine]", - RowBox[{"PlotMarkers", "\[Rule]", "\"\\""}]}], + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"Thickness", "[", "0.01", "]"}]}], ",", "\[IndentingNewLine]", + RowBox[{"InterpolationOrder", "\[Rule]", "2"}], ",", + "\[IndentingNewLine]", + RowBox[{"Joined", "\[Rule]", "True"}]}], "\[IndentingNewLine]", + RowBox[{"(*", + RowBox[{"PlotMarkers", "\[Rule]", "\"\\""}], "*)"}], "\[IndentingNewLine]", "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.794540683050015*^9, 3.7945407337659616`*^9}, { 3.794540916706895*^9, 3.794540919301409*^9}, {3.7945409833608*^9, 3.794541016455935*^9}, {3.794541092492181*^9, 3.794541108916753*^9}, { 3.794541142013291*^9, 3.7945411530351143`*^9}, {3.795255322861587*^9, - 3.795255323794676*^9}, {3.795255359258039*^9, 3.795255381222674*^9}}, + 3.795255323794676*^9}, {3.795255359258039*^9, 3.795255381222674*^9}, { + 3.7953203692132607`*^9, 3.795320458538566*^9}}, CellLabel-> - "In[1129]:=",ExpressionUUID->"0527fb6c-d312-49f0-a800-b985047134b5"], + "In[193]:=",ExpressionUUID->"0527fb6c-d312-49f0-a800-b985047134b5"], Cell[BoxData[{ RowBox[{ @@ -364160,7 +364118,7 @@ U6d3RGHTyjVcK77xQvbFsA+eJ32EIMflZiC/93jMTVzoSzND+uqe+0BUHYhT 4D9fOuTH "], CellLabel-> - "In[1132]:=",ExpressionUUID->"f9315378-c650-4b01-adc0-3a8dfaf073d2"], + "In[151]:=",ExpressionUUID->"f9315378-c650-4b01-adc0-3a8dfaf073d2"], Cell[BoxData[ RowBox[{ @@ -364193,7 +364151,7 @@ Cell[BoxData[ CellChangeTimes->{{3.795254038206369*^9, 3.795254131704221*^9}, { 3.795254177404931*^9, 3.7952541779313993`*^9}}, CellLabel-> - "In[1157]:=",ExpressionUUID->"b56bceab-741c-4959-a22e-ad09614a0733"], + "In[176]:=",ExpressionUUID->"b56bceab-741c-4959-a22e-ad09614a0733"], Cell[CellGroupData[{ @@ -364276,7 +364234,7 @@ Cell[BoxData[{ 3.795256413140295*^9, 3.795256417747985*^9}, {3.795256523506897*^9, 3.7952565636654053`*^9}, {3.795256672114045*^9, 3.795256687957172*^9}}, CellLabel-> - "In[1178]:=",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], + "In[196]:=",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], Cell[BoxData[ TemplateBox[{ @@ -364285,357 +364243,1754 @@ Cell[BoxData[ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQjQ5mzQQDe4btrifMDar3Q/gr7Rk2POs80d613xgM -Nts3VMZOOuQ1GSq/057hjktd8c0Z+yGmHLB3aBD8Pe3dXKj6w/YPem9XHXNd -uD8NDI7ZL2Ba2jM1cjFU/0n7BxPyHjWbLN1/9gwY2B9gU2Jtu7EMat4F+4Sp -7lemu6+Aqr9oz2C+8eCK5pVQ8y/bO2yb8WRC3yqo/iv2Dp3GU3myVkPtu2Z/ -QKZg427xNVDzbtg3fEtbozRzDdS8m/YKfSbL175fAzXvtj1DgpPXZpm1UPPu -2Ds88tapUFwLNe+evYLKSS2j/zDzHtgrLGFYxr19DVT9A/sDVU/mq3nBzH9o -zxDJdmj+Tph7Htk/EDsbOpFtNdS+x/YH7kk6iBmtgpr3xP7A/y5BX9uVUPOe -2CcwswRFa8L8/9T+QKmlaOH3ZVDzntkrFNiKnl2xFGrec6D/vZsO2i2BmvfC -PmH2zCc7dy2CmvfCvuHknzonuYVQ817aNxhGfFa+Ng9q3it7hns9zLpus6Hm -vbZneO11QGDidKh5b+wbot1ncO+ZDDXvjT2DVDrn31n9UPPe2jPMXvtdeHY7 -1Lx39gxr+udzydZDzXtvz7DlTvmq2DyoeR/sYekPAMGTLJA= +1:eJxdm3lcTd/3/4vInErlXQghUypTiFYlIYQQSiFzaKKQpKI0z/M83LrdISqa +VFalWfM8d5vnwVRR+J1zPn3/+d1/PPbjnvZZe6/X67nW3vdhnZ6hxq05XFxc +/DxcXOS//98n49q5Pz2MrYdB8fJPv58vNmBdZanmTc452Keow6ekuAf3Pn24 +bUeHLqi1Ct4asFZE8zKDfY0nbkHPUqm/9bmqKLjWzWvK+j78k/2tMXz3FN5u +cPIyX2gMGbRMWUE5DVRXfP3szsvHsHFrg8jhwQtYXxA/nbP+KZxmlDTPK7uM +8wz5RV2+Pwfl9UEvtDt1MHFPTE3e15egXxzxN0LwOi5wTfFJXmYDQVw34q6q +38Afy/e6Kcm/hsBd/F9uR9zCd1Flda8s7eDpDfbFlCV38QEjomfHF3uI6lPb +5mitj7dsy3f/EHQCX5G5a1Z+fYAecpdyqy+5wKHvNdLXtQ3xO8p7lwa4wflD +1+J3cozwON+hKqMhdxis07sksNwEExkOv3kXeIKu6je304ce4d53cw+z13tB +vNOyi4N3HmOtOIulI+8NXTEpcZ1upug7/XL3Kg0fmPYb8dqXZIYPlG1a+277 +wpBu/MLh+id4+0dCTNYzP8iZ/rfsz+RTNODnc49x9AcDg5ao+0LmGBhAfeBf +8pFCOZnnyHE++zkgJhAMa+Utrh+zQNWhvUvpCUGQW/QJ+3Ve4OcPx59kfwyG +H15lnqVGlnhlwIF7IDsE5uy+/5PP+iUKOEyyVheEwtT54u8Xj1php5en2dXi +MGg3j/5QV2KFfa/jZOpvhUPy4qOHeM5a433TzXtte8LBgvedC6faGi3FPn7Z +fzMCdhq0Rt+/YIOrn+h9/dERAQ1QZRtda4Mn7NfRk3UjwcjCRcr1/Cucf3py +2LIpEn5I8IVsrHqF6l+6ck5diAL9vRdr7qu/xgyoUU0qj4IJ8M/7UfQaO0aT +fI+q0SC7hOfG+SO2mNtgn8iTR4OylmC2Y5Yt6v45GTgM0SBmdC3ST94O31+Z +o/7vYzTE2J1WeZ5sh7kTsaUH98aAyVp9zz2yb9D1i+J/0QkxYHEo3jmf9QYF +m4tk9knRIb913a4dm+xRY6PKiolYOpzlRtsH4faoxnz3uW1DLIjFvnltLeqA +f+4tgW/hsbCx6rn0Q28H1L+pZSezmgEGL4PspJc5zuaHAVzxvQ6FbxzRYmHx +UylhJhTf0Nm/j9sJ//swJDHsyYTqwH/eluZO+DDgb2AtHwtEL5QGB313wpdp +c9oGnFlA88w/4/bAGdVWTA1vXsSGB+eG4i/3OGMZo63A8w0bHvvJZ/7WccEl +5skGkvPi4KNuiqlJnQvOs33Z0WsTB4oM3aYsdVf8WLx/bSXXW1jwRHaoJ98V +N5/o2dpr+Rb4CqVjOxTc8Ox8G+5Nf96CZvBl/g/Jbrh7ho/m/vwdjD676LVD +xB1LtrsJbPr9Dk73iTwe1XDHvkmvkNsH4+G9XcM2J1d3fKTObZf8PB6eFb6S +nyhyx0WBbjlz0uMhkv1flPQ8D2Q1KZw78TseduwK1JNT9MCLy/n2ue9PgNVX +5pkvfe6By+S5jCufJoCxpPZAQpIHlmsJ/F2WmgCbfILiN4x7YIDhkfZjkwlw +MDq//NZWTzR6FrDi5d5ESLnYomp60xPPPl0WmmCaCL7sFqFzoZ546AHtOedD +ItRFFRz8V++JOy9oxy3+kQjPDoWkP+P3wl3U5z1YPdPxzFHzQoX525deNHkP +/RcXZDe+8sLzZUfknyS8h6SGkKOY4YWPnawyvcbfQ/f06k2Pfnph+KEWL7b0 +B3iSbX/lp5Q31nRf+pRt8AH0t7QNHrntjULWEwer4z5Azq41lTdDvfGaQBJf +x/AHsOAc49Oo88Zkf++9Q9uSIFBaN3rpMh9cscIn4at+Eoiu0/XyO+KDL18n +W/1gJMGfD8caxyx88OfAVNT3/iRQGVr9RPiDDz5WuSI2JpkMI59bHywe8sF/ +Xpze3tvJ8EvB/mPZOl9UkhGWao1OBu/F0mZ6l3yxx8hlRU13Mgw1dCUVuvri +2AXVkC8SKfA3JuYZd54vXmpXLPislwLFpk+yl0z7ouTSF54ZESlw/oimy6CM +H2q1//6bxEmBAKHDrYG3/Yi//7gkXjwVAnsPJawO9sNeo/R0pm4qnEtVXfio +0g9VZP4ujglJhRJHnZ7A+f44x9vmT0RLKvzTsTniI++Pm4KPuYeKpcGobNIW +PSN/ZB87kxuklQb+8yc8uKP9Z/2TBlwtKpaPGv2xz3XDcv+GNFifGDGasjQA +/TZ/lfQT+Qh/7Zd0lSkFIPv2P46v5kfwvWarnWoagOuPn5b38/kIA/uWXHrM +CMCZcs5e/5qP8Is/omFOawAemH5fHSCYDjlDh1tvLA/EluJC/mCNdFDL/3HL +73AgtimIfw31SAfHiPcmIWaBeORiinFkRTrYvbCaa8YIRP4VHl4xfBmgqKW9 +cl1LICqYsjVZ6hmQKKeSELosCCvMF6bHu2RAl5B82ahiEOZuiM1KLsmAsh9g +yP8oCA/uF1iYuTgT5sZ9eDY/OgjPWVbu+ayWCStEpqtK64KQ70ePapFDJnDv +Enx+Z0Ew3gs8fbC8MBMKuP4YV+8PxtvGy4RreT/BPavUFP77wcjzbH1Nk+on +6Ek4cnJ9cDAqJTiZcWw/gbwPTXpeaTBKiKr96cn9BIZba69//BOMUe917g7N +RTA3ru9U2hGCxS/yU8aVEW7rsxKDdEPQ9enroZ/WCJuFzlYWuIbgzyi/udNZ +CPnGhQr5n0Lwf21BFihZ8U/7jobgxXxdIxvxLPBX3D7/wJpQnN7QX8UDWZCX +uPLau1OhOC4WLPlGNwvK6uoWTFqEohzL3GChZRYksm9z8bNDsazqFd0pJAuM +dxeq/mkKxRTPlKqlmVmwxGC6OX1hGI4PCo27tWSB1WWurJP7wvBZc+g//pks +qJyo+/budhieu6nB7S2WDTNHXj7u8Q7DF7YyP4Xks4Hr6C+VkZww/KWwv9lP +Kxs4v1RuFoyHYb77g/f/mWeDurTswH6+cOw0L34RFJANAR9jj/7aGI6rXz5U +Xp2WDQ5VvasiD4ajsrjRwrCGbKjbejx197lwPKNdVbV2KhssP5f/l3AvHI/t +8g6NFMkBm2BzJRGrcNxGT3qwQS4HupKOS9/xDcdfyXsPxWjmQDjfoa5wdji+ +0xNZvtksB1IZ53Vyc8LxLPNiD8MnB3a8dg+pbAjHFpfJjG1JOfA3dDyqcDQc +NZZO+sbV5IDU78dGDJ4ITNys+Uj6Rw4k+6ye+1g0AqfbV2gkCH6GIONB7c0y +EbiT4ttn4Lg0m+cficBz6xOEkzQ+w8vB8avq2hGoFec6s9fkMzx7s3VxllEE +qtd86U71+AyVN+0txOwicLPf3fIDCZ/BxmbRh2tBETj+82ZGRsVn8OTEJ7jF +R2D4eBZLYfwzzFg+N43Ni8BDbyxCsvhyIU9H/x+zKQKz0vw8lKVzodfixWm/ +sQiUsRewz1XPhTstH2495IlE+2/DVqoGuaBssVxZ6r9ILJvaZFHokgvmV9y7 +66Qi8Xdg1jO1uFxY9mL3KX3lSFzRmPaspCQX/rXOPO/TjES5vLfm6sO50JJC +K1C/H4lexvLPKxbnwb7DfXbhLyNxVdvV5xrb8mC5VW5ai1ckNi9a9bxGLQ/u +Ghy8Njc2EosnDc019fPg0LLT5isyInGUpv2swSEPPK7O8C6viEQlgfYnWow8 +uKansnCii3gefpu2FOZBgrCkZf5kJFpLxT3S7c+DFxa029aLo9CoedKIw5sP +xV4ZOZvEo9D1eNNDPcl88Lxi6Jm8Mwrbn5zX71bNh8a6jFoZ1Si8TX3yIXxO +tLPP5ShcJbRcr982H7raJVO6H0ThnNdndfSj84FmcOTCGqsoXPt+66XhXOL7 +t39uK3tF4YPIIA2DbuLvw88Mn4mJwpGztJPjcwug5bBCz/G0KAzNVlE1kSgA +L//8s1IlUfj6qwX8UC6AktAB2em2KAzsOLnPTK8AXmrSbd9/jcJejw8yU9YF +8B7/ndTkoeG1OR82m0cUwI2mb2+6hGnIt+vE2pmsAvCMsdqrvYWGoxLmIpac +AlDYwLiUKU9DnlrFZVxchaB/7sHoQnUaRl5s4bERL4Tku0EXla7RcFumw/Rc +KIRif94fN0xo6Dfv+Ddb3UKgdcV/Nn5Nw68yogO8loVw9Lhfvr4vDbfDn3aH +kEJ4W/RxRj2Whhoy3+oWZxZC602x22s+0vAKz69Sl5ZCqBJNm9P4hYZn0/nz ++GYKwW3Iq8qylYaSFw5meIgVAX89q5ZvjIYDlU/fC8oXgVYr1xJnrmh0ky1g ++mgVwb2/nqbf+aNx7WPJSBHzIlA6oCegKhE9W3+KgONu0PlqdzRORaz2EEsr +giNzUnvYR6LxgMt7+5CGIjBwVViVrRmNd7S1rcSnikBvzxy7rDvR+HyJ0NMI +kWIQnZwjwXoajabhHEMJuWLwr1b8buUQjZoin+5EaxZDW3H6hFIg8X7juKuS +ZsUw1PJIapQZjRVxby8yfIoBF97zs00n5i/NPr0tqRi0zgbtXlASjT3lvUfj +aooh7f2ieWYt0aiWtFpR+kcxcGRSFpQPR6P/i9v7EgS/QFlhOAj+icbizdky +u3Z9gdfPCxjKS2OQdlBiS5LGF7BOyaTrrI7BdgWbdXImX+DYkFDgTakYtJRu ++y/N4ws0CFdYXTwUgxbL5ATkE76A7IFh7b2nYrCt2XlRZsUXOHdBfxu3TgxG ++7XPgfEvoHRXbSzlQQwWK0lPZ/GVwE8TZ7qWRQxeaHr+XVm6BExNZc4POMWg +8vW8oVz1Esg03PvzRlAMutYt7lY1KIHy66GOxcwYhAOnWwpdSoBx4u6K1R9j +8LyzW41aXAmckfL21C6KwdIS6gNZ89fPs2uIwZjp+XnqwyUwVc//ILgvBltX +KmRWLC6FqfAbBaETRPwbTJI0tpVC7nUREZd5dLRYExVXo1YKl0SltO+soGPr +/MpoTf1SSC6meUlJ0DG8dTqkwaEUmk0ss9pl6VgUKeGrxSiFMoGPHS8U6XhW +85hrS2EpvGFenOQ9TUeFqXt2uv2lsPjARW5LHTo62ttbcnjLQDM79V/7fToe +5KWZ6UmWgYGixTcpczqeepxh0K1aBidTIhrv2NMxp7yS4EEZTGzckuTiS8eS +nh7dftsysNfe2BVGo2O0zW9N/egy2CTJyA5NpOORGL7Tw7llUGL/4YxjFh3f +ntl41KC7DJ5bHXXXK6Njl7U8jM8thz3L9KwkW+jYs19DzkSiHH7J8qxrHCCe +f3pP+odyOeQPSZk8maSjkoK1pJleOYTItz+aMy8WQx0DxKesy+HFupWbzAVi +sUAnUcQ8ohzuhjTYt4nHYkrKF76ZrHLQerc2WFoqFp/49/Bacsrh0sXxqw8P +xM72BxVw1edojd/RWNzyZOlMFl8FGN3b9OvteeLvZcWmrMUrwKnauSzxeiyy +pLf8UJaugPhq8/NRBrE411hufC5UQOu9cUer57GY/fPIcK56BazwHTFWs4/F +7szz/ba6FaB5yWQht08s3i+6QeinAsLjLc/SImLx0spHHF7LCvgRKqC2+20s +Mpk2hJ4qQENix/f4j7GoZ+XZ4BBSAemHKk+KFsSiZUAkoa8K2D46rWlUTcQ/ +kVixOLMC6Lvf8r9vj8Ven8+E3Ijv+fstOodiMe1sTaFLCxHfzo3f/k7G4i/u +nlz14QpoOdZRvICHgYyYn1l8MxWw9dwqXq7lDKJ+zCf0WAl5Z+tiusUYqFUq +nOYhVgnvVPiYyZIM1D4tSeizEvq2FSw328XAL3lyCYLylfCQ92/TemAgW+YY +oddKOFz/fkGmGgN/u11i+GhVws2g/gAVTQZmdN0l9FsJ9eeCXdOuM3Bo27MI +EfNK8OUq7xV7yEDHuw6EnishKsIq8v5TBgZRfKsELrmE7NhXDBRFYjpGJbCy +rqlUuzJwQSMRXlol0BTctg4FMPBeXxGB20oYjj/4eJzGwD2DjcSElWAlcm9d +1zsGPu4YsNXtJ+IxWbHz80cGriv9ZS0+VQne2Qox7nkMVIpbSPihCoTn9b84 +UcHAUuv/zCNEqqDz4PK0703EetW2EP6oAq57KRcdehgot2C/iYRcFdx1aL28 +ZJyBwh+PEX6pAolQG7T4zUC9a5f0ozWrYCs9xr6Jh4lrp+8Q/qkCK9rxpI18 +TBTweKInaVYFlqc9AnT/YyL3ljeEn6rg5fUoB1sJJg7lEHb2qYJXTS9tA6WY +WKkbQ/irCuw/bnIJkWPi+xkiHUlV4MntH+6qxETPYAIvuVUQ9q4aH55g4n2F +WrW4mipg5zYOHrjAROVOQn7dVfBJkbluQpeJgvaEnH9UQZXEkZthd5nYIc1D ++LEaBh4yE/eaMJHZKCifIFgNc8SblmQ8Z6KJrQThz2pYJ1djIm3LxN1U/1YN +isn+3e6uTPzWSUynXA03giX1OH7E33sT4WlUg/2A1dDqCCZePUYsV68a3oXQ +rI4zmbj8rzExYTU0pXquu/GeiRlJRDqsq4FX/kSZfgYTbxkS6fWoBrkNZXbX +8pi4eBshl4hq0H8sdkKljIns/ngiwGoI37ZLTLieiUdjCTlnVUPDcaHJ2nYm +cu6R9qiGFeXZba/6mfhYirAbpxo00vdViX9l4rzvY3NhvBo8l5lXMn4x0e3j +P+JTDbWFti3r5rBwzIaYjq8GYoZXKNsvYuGEGhGeeA24WHDOtAqwMFqAWK50 +DTg97V+wToyFfxsVCB7UQAhnu/45CRZyRRDpUK+Bgg9xjx9vYyH7DpFe3RpY ++FN/8+tdxPNShFwMauBqxE1bG3kWTn9/QQRYA2VpgU6Gh1kYnkbI2aUGNBSW +yp84QcRjSdgjpAaGd2R4CZ1jYc9hwm5xNRDsRPcp02Kh7QLCvpk1cON8uaKZ +Hmu2/tSAssMunyX6LMxyJ6ZrqQG5rTWeHsYs1DpPhDdMfC+XsH/eMxaGihDL +nSH+Pr7Y4Y4VC+2biO1bXAuBPmtfpb5h4eoQIh1itdDfm7hxypWF2leJ9G6r +BXWatfEmXxYqryPkIl8LxaXOtw+HsLCik4hOrRa0btTwnKaxcBGNkLNWLfDc +unTyOIuFgzcJe+jXQlbVykM7E1n4aCNhN/Na8GUL1S9MY2FsD8mDWnj1TV20 +AlloE03yoBZe03Ln2+azUP4WyYNaWJ092rO5lIXcG0keEO9XPcKdUc3C+m5i +uYW14Lan8JJCEwvTacT2NdTCLZcnw+84LHx3k0hHfy2cUz+XsbyPhfEbiPRO +1cKFp9qF10ZYmNNNyIW3DgwWuy8P/87CLhohP5E6COb96l32i4UCtwg5S9ZB +2wPLC8P/WHhmI2EPuTqQk9+n8WseG4N7CLup1kG0yRqnn4vZ+ItYbbRmHWwW +lOXq4GfjLaq/roPsVUYJ6SJs5GwipjOrA0O35lDb1WzU7yPCs62DnfcfFSpI +sHFOLLFcnzpYEi+3o28zG2NJnEbXwZTO5grLHWzU3ULyoA5mHh95O283GyUG +ifTm1oHQT9fC5/vZOMkk5VIHKm084h0KbGy4T/KgDt7I0BP2qLDxy3aSB3XA +GTK1enacjWUjhD3m1sOZ5cZObHU2Nr8leVAPVSH+VWXn2DhlSPKgHvS9hy9w +LrFxkyzJg3pY+eOBUIcOG7W+kTyoB23TmQuVemx0ek/yoB4SK15cSbjDxvTH +JA/qYfX8r5utH7Cxbw+xfSb1ECykma5ozMblkyQP6kHqH1tw3JSNcqkkD+qh +JuenrJs5Gy+T5SOiHhyvyQiveclGywOE/BLq4XLDlazgV2wMmSZ5UA8Htj6X +WWzPxtQMkgfEfJpOt+85s7GStBunHvZccdFLcWfjIGnf8XrQOGi94ac3G7mp +/qABrCdus9cHsFEwm+RBA+Q7KvyGEDautyF50ACiv3iXnYpgo/RhkgcNYKf0 +ue94NBvlSZxCA8y7afRmL4ONKiSe1RvA7xrfiEAcG4/ZkTxogINy4Svb49mo +dpTkQQNM9K1fFPSBjScWEPKzbIAcE79s1VTiebK8uTRAZP0fhc50Nh5xJHnQ +AP7CmjYPkY0HT5A8aIBw6XCn/hw27l5C8qABMta3aJ3LJ/JDAaEBBscWjscV +sXGlK8mDBvje9dNpqoSNS06TPCDmO/HAcFcFG7mWkzxogKZNDwN1q9n4ndy+ +xY2Qajq1xLyOyBeZDrFG2L1vWYFtIxubyPRua4STBm8LrVuI/SXlIt8Ic1Y2 +8hu0s7GQlJ9aI1zY4xqp1snGDFLOWo2gnF9qLtLDxkTSHvqNUF7sF1jTx0YW +aTfzRvilPMxtM8jGSHK1Do3waceXePER9mx/0AhrXXfT48bY6EVOx2iEddc3 +92z7xkZnMrw04nl6jH7gDzbaksstbISp6+/kfk2w0YLavkYoc1M+eewXG5+R +6ehvBCXZa7FvptloTKZ3qhE0VBecTPnDxoekXHib4G/ZAbn6f2y8Q8pPpAmO +fZm818cdhzdJOUs2gYw8dPfNjUNd0h5yTZC4hj+mYV4c6pB2U22COtOH79J4 +4/ASxYMm8FQ8z+W0kBhTPGiCUcs8/5OL4/A8OZ1ZEzBG1if/XRKH58jwbJvA +6XiZT8SyODxNLtenCbw9C+T2LI/DU+T2RTdBVuGy4DT+OFQj05HUBILDUTk7 +BOPwKJne3CZwmbFjea+IQxWqfDTB9t8pmkNCcahEyq+7Cca79+buFIlDBVLO +P5qgOWPuD/2VcXiQtMfcZhiyXtPr9V8c7iPtJtgM63a/CYwTjcPdpH0lmuFl +9SH+VLG42fvrZuC6pqz2flUcypDTKTdDbKP3kbDVcShFhqfRDGaKe+ZarIlD +srsy02uGu94Sr46Lx+EmcvtMmuFV7dU83rVxuJ5Mh3UzZM8dLEomxuJkej2a +YZN4jrvmujhcRcolohkSJfv/6yPGwqT8EppBb/WVW3fXx6EgKeesZtjHteZR +EzEWIO1R0Qx7K6QOH5KIw6Wk3TjNcMnFqdadGPOS9h1vhjA5ua21xPh/vzm2 +wJJyGaVFG+KQi+JBC6QOLL8gQ4xnyPDEWyB9tVH4UWI8SS5XugWE7qtLnCHG +38ntgxbIq2S1HifGo2Q61Fug9Kx9+W5iPEimV7cFtg91TS0nxpRcDFqgI+TT +5Tbi/V2k/CxbYPTeym/BxLiNlLNLC5w5/TX7JDFuJu0RQsSnfrxohFgf2f2p +xbXAqttrF1gR4yrSvpktYONnZjmXGJdR/UELKHae2P6U2K8SaroW0FQN528j +9reQDG+4BXI+P9qxhxh/Jpc70wK2Wvk2L4j8fKJ40Aqhi/yXpRD5y6B40ArL +a/orO4j8JlM8aIX65NSSP0T+31M8aIWJRN5/i4jxW4oHraBfWHt3IaEXJsWD +VtgzuX7RL0JfNIoHrXAJxjobCf1FUTxoherwA99ZhD5DKR60Ak1snryhcBz+ +7+fGVih+p/5RgtAzNR2jFXbkvmIUEfr3pnjQCvG4XOm6QBxS+CtshdORP60G +Cf/8D6etsOTBznu3+OLwNcWDVuhfVfCrcmkcUrifaoWeD+93yhB+pMoHbxv8 +3TUlaLUoDqlyJNIG+wK9Q7IXxKEpxYM2cO+zL/8xPw4pe8i1wbxVtYz/CB48 +pBLcBkFyz7bLELy4T/GgDU4fML24j+DJHYoHbbB2Q9HWnQRvqOnM2oD/5+OY +1QSPdCgeEN/HPS3+/ZuNVygetIH6yRrfoik2XqR40AbBVW8WOxK8o9KR1AYL +FL02HyR4eIriQRt4eU+MtH8l6g3FgzY4VJGgbUrw9AjFgzbg+Z5rPDPMRqq8 +/WiDwRlpGVOCx1S5nNsOoyPffNsJXlPlV7AdBPOXxsgTPKfKuUQ7XLC10nEg +eP+/+952SN52IrOQqAdUu6HcDneFjsz8IuoF1b5otENE6JGzq5uIekXxoB10 +Ck5m7Kwn+hmKB+0Q7KZ16EANG1dTPGiHq5MGNbsq2ShK8aAdGH8drMXL2ChE +8aAdTKNZKn+K2biC4kE7FAxVry4tYCMl56x2CKmcs9Qtl42LKB60w4TmPoHD +2WycT/GgHWqfP5YayGQjVc7H22G/Yoqu9Uf27P0BB9bSuGIWp7DxJaUHDjjT +z8y1f89Gano+Dpir0c0m3rGRCkeEA2POPFwX2UT/RPGCAwMGd8MYsWyklivJ +gdvjVedHaWyktkeaA3f4VdZuJPqL/+mHA6OV6dzqRP9BbT9wYEr2wK+7RH9i +SOmJA3ayON/Mh41UetU5EFihttXUg+gnKX1xYCdf643bLkT9pnjDgVMjpu+P +O7Bn73s5MKIv9J+4LXuWPxxYvsG9uNfq//THgcQPH/+EW7Cxg+IRB2pX+SSe +esrGq5QeOfDkivjA8CM2UvZy4UDQo8sRloZs1Kb0yQElvcPNc+4T/SfFKw7c +2tzq++z2/+mVAwvyN9V0XmfP8osDO+TXeino/J9+OVDxpqjameg3KymecWCC +td63lOhHqfYll3gffVsT12n27PmHA5/Mu8M2qRF6p/RNvG/jqT6FI2yk2qkW +DjjQb8UfV2TjcUrvHJDh3jGtKs/GfIp/HNDcGVOwdy/Rv1H658D0gTKh/2TZ +mEMJiAPrxWJ6RraxUYlKSAcUVknJJW1iz/KxA8av31pkuI6Nhyh/dIBv4cmr +YquI/pfiZQdkzO/e81GYjfupBHfAzVXbXE8Q54MUasEd4Lxw/d1y4vzwv/N2 +B+wsK/x8ZD4bqenkO4D+2aruLRd7tr52wO7DrNpF06xZvnZA28lj2Zd/smbr +bQeEcy4GBI0R51EKkB1g+bdRp2KAhZspAXaASUzZsqkuFsZQ/O0Am4Y9bIE2 +Fm6g/NcBb7359q5tYGEkxWNifU3a7LVVLFxLCboDTrJE+VaUsDCMSnAH5M07 +qfs7j4WrKH92wIXBsYBq4jz3v/vrDuC+PD8njDjvraQM0gG5Z93qdN+z0J/i +dwfQahzrl8exZv3bAcEdU7lJMSz0pHjeAe+eNoaeCmchP2W4DmgJ2H6rIYA1 +y/cOWHfkm4imFwspuVQQ6zHfmpLvzEJKfg0dMLO/VnmrHQupdpvTAe6vvn20 +eslCqj3v74BDF23Ei5+ykLLbeAfwJL02mm/CQiuqHnRAb/CvuD33ifM8eX3w +rwM6l3XUX7zJmq0PnXDINE3ioQ5xvqd40AlyB7gLTDVZ+ITiQSfU6aRmG59m +4QTFg04Q4bQJXj/GQup4JNkJv7IeZx5WYuF3iged8ILL/NN/B1hoTPGgE2JC +R4W7drJwlAqwE4yCqvLDtrFm60snNE9sLDu9gYVDFA86YSi+f/v3VSykjo+a +nRBUJNrlIMSa5UEnjCpmjAsuY83yoBM4wqUXPOazZnnQCeYnTgnM+cfEmxQP +OuFD28FNtyeZszzoBNeKII/MMSZep3jQCcvW6Z9f0M+c7Vc6YUcF3UCVw5yt +V53wtfU850kDE1uohHTCZTVjRnAFE7UoHnSCrtCfog+FTGygeNAJC2BKKSuL +iZcoHnTChQI9fkxlYj2V4E5QeXtwX0I8EzUpHnRCzXfbZN9YJtZQPCD+3l/B +2TCciWcpHnTCqds+Y/L+TKygeNAJglvThGfcmHiG4gERTxeDO/4NE8soHnTC +Ws878RdfMvEkxYNOuL332/rvZkz8QvGgE3ZWHL9sY8DEYxQPuuDpVYNz824z +MY/iQReodF/lt9BhojJl4C5w1V3j1XueiZkUD7pAq4zRoHKSiQcoHnQBbdec +Tt/DzFkedMFjV8l3LQeYs/11F2S1/acovJOJ7ygeEPNtaPQ+vIWJ2ygedEHz +1VtxN9cykU7xoAuY7p8cnokwUYLiQRfMJHdvsVnGxBCKB11QVlXvYjmPiSsp +HnTBmm6/JIMZBnpTPOiCb4MbIjS+M3AJxQNiPX2WZ7YOMtCW4kEXrGyM/vyT +w0BuigddYJAV8PtDPQPNKR50gVKI1s87ZQz8Tp3nu8DfsP/9sjwGPqB40AWG +cof3MtIZ2Ec1VF2QNjjwXi6RgXoUD7rg4Uvtmx9jGdhONRxd8Oan31HZMAZq +UzzoggWnwnSCfRjYRBmuC8ZtjWOmnRh4heJBFyiGL1t/2oaBLdR9QBdMBJlV ++D5l4FWKB10g8oyRUGXAwG7KwF0QKkfPm3OLgXcpHnSBY73hEkltBo5SDVAX +cC7NtYOzDHxC8YB4Pv36zpNHGbP9QTdk/XPkP3WIgc4UD7rhxMaXEsq7GChM +nR+6QWG7wt1tWxgYRfGgG/xXFLYvEGegLNVwdoN22yrHphUMzKF40A2vHQ7e +CV/EQA2qIeuGFcKST7S4iHgpHnTD0tctaQsmYvEp1bB0g371FWnWUCwupe6j +ukGWJ7ZeqSMWo6j7iG64JvwpsaQuFg9QwO+GiYVhWSdKYrGKAmA3fG9T48bs +WHxANaTdoOmT/XhTSixyH6MMAh2LLc/bsGPRnSog3XBq3XRjVUQsipLX6Zbd +EFy7b95Kv1gMIK/fbbuhdLNc3VnnWBQoJg3XDZ2iEyetrGPxNXUA6IYmlum9 +KLNYHKEa8m5IbE7aln4/Fs9SDXI3PGQmexVci0U21bB2w5KVTyMKL8TiX4oH +3YT+f5//pBaLJ6j7j24YLz/4NhaI+CgedMMBUcW4N7tjZ/uDbrg+l0dDe0ss +8lA86IYHTvbBEmtiUYbiQTdoJZY6cwRi8RIF1G7Y8rR6vScvsb9UA90NbS0B +uvtm6OgmRRquG8w4axWrx+kYSv6cNNMNYzZ3C/R66BhL3af1gFqu0Y/eRmJc +SvKgB+xp+wuultExKo40cA/ESnyG0hw6eruQgu4BttJSXekUOlo9JBPcA95/ +Rdbbseiod4pccA9c0epyqgyjo4IUyYMemH/BMIjfm47blpI86IHM+ilnVXs6 +Hh0hedAD0V8ygo0s6OhUSvKgB3Jk0ovdjOg4E0fyoAeW8f4Qpt2ko78rabge +8FC/Yx13iY7XDEkB9oAqr9Ai9kk6njtD8qAHpGT/xIcp0vGRLMkD4vsScTP7 +3XTMECB5QMTbYHH59mY67vxB8qAH+DVXaO9fRcfqWpIHPZCr0mvOvZyOkSkk +D3qATvuW+mkuffZ+pweyTPcLGU/GYNZz0iA9sDj1o9vKoRhcrkvyoAds75tt +TmqLQUdFkgc9sNf9QbtqVQzKSpA86AGxTSEfSvNikGc+abgekJVaEHs8LQbn +DJA86IEn0XFpH9kxuL2E5EEP/HB1GVgbHoNW70ge9EDkAF3Owot43os0cA/Y +JM1EldjF4DszkgfE+r457RAwj0E7LZIHPdASfqH+5MMYtFcgedADF7Iuh1pc +i8HU9SQPemHOWf9XEedi0HI+2XH0QpTYZH66agweHSB5QHw/oB37ZT+xvi8k +D3pBLC1fsnJ7DLawSB70wrCT3JES8RhkO5E86IWn199yZQrEoIU+yYNeyN6/ +TStqXgyePEbyoBfyVrw9+3IqGtduJHnQCzbf9vadGYrGKS7ywrEXpqryRFe2 +RWNFM8mDXtiWrDVcUxGNzCSSB70gGvxT+83naLR3JXnQC1mvfe9JJ0fPnk97 +YZ3RIaHS2Gg8dojkQS8o6A7qXguKxq2CJA96YcXpENUBl2hc3k8CtRdilTVL +7lhF42Q6yYNe+L5PaLzZJBrbXUnD9cK0bFPCkVvRWHyN5EEvfJKK5o++GI0p +siQPekF+uxnf7+PRGMNN8qAXjKROsVQORqNfBZswcC/ckN3a83pHNDqGfiAE +3QvL9i3N/Lg2Gq3uk8DvBTOliZ29AtH4VI7kQS/4nupR5Z0XjUZzSB70gsmV +pqnVkzQsK68mDNIL5zmWLlsHaPg9spkQTC/YnrA4LtVMw+7nXQQPemFBaNX2 +TaU0DNIiO6xeaKy3lhNCGooC2bER+zvlcO93PA2vbSELUi/ocw/l1EbS0OA/ +kgd9sP0r7TDdm4ZH+Uge9AEUpgwZ2NGwZxHJgz4ItZNI3/6UhieXkDzog9Pb ++xM492j4XJDkATFOm1fhqE3DR2tJHvRBuJSF0LZTtNnzQh8oOpywyVagYdoJ +kgd9IFvySFhdhoZL9MkC0gfGEz8qK9bRcIMrCdQ+4FpQ/uG4IA3npJ4jJuyD +Tq45mMpDQ3YfeYLrA8EOl/HVE1EouprsAPvAM9bk+LO+KNS49IBISB/cuBhf +VNwQhecCHhMB9sHrEVVjgWLieY4FYeA++Km/V/FMehSyt9sSgu6DD+WWe1+z +o5DnpQuR4D7IEVt7/m1IFG6o9yEW3AfrT4sGlLlG4ZI9oQQP+qDm3sN5PS+j +kMs2hjBIHwRP9HV9NYpC5fdvCcH0gYLVpZc/r0dhBSYTG9gH2fOxfkwjCpnM +TwQP+mCto9gI53AUVj/KJwzXB1cWGWDh7ig8IVZGCLAPHr1JVqdvjEK+iFoi +IX1wn/tnoIVwFK6Z10rwgNjPp1tox3ij0PIo+QNRH3wfOqe/eCoSt90dIgTd +B9ZXHo/k9keixJ1vRIL7YLTIUcq0MRIfqJC/N/eB/G6/rauKI2f7g364HhTQ +nfYxErsCyBuHfrj1z0NbnRWJ/AJkAemHY9es3BqDItH1riDBg37g/XTTSts5 +Ei+G/EfwoB9iVsKOGotINIwXJwzXD+JGfAGHH0ZiTcRGggf98Dy3NouhE4lv +jLcRPOiHd0Ke0fPVI9FOXJbgQT9k3VA5qqUQiVWsvYSB+yH+7XA0bUckGggf +JHjQD5YTjtk9ayJR86oSwYN+2C4vHriaLxKd7VRJAMJ7C4b0yX8RuMz5BMGD +fliZvsXGeCwChzrPEDzohwsbr3W7tEegzF9Nggf9oDm4hBFRHoGtrToED/pB +YpFMBRsjcNz6FsGDfvj4uujyu3cR+GDwIcGDfhDVajzCCItAdZEnBA/64ajj +Ve9Atwj0W2BN8KAfDghdOfLqZQSqfXIieNAPk7/LLt0wjMDr+/wIHvSDtXxq +2YGrEcgxiyJ40A9VdSL0hacjsOhZPMGDfhguGekoV4jAlUqfCB4Q368+8NJl +R8Ts/Wg/WBXNWCqvicCRVS0ED4j5y/d0jC6NQCPZYYIHxPtle6I9/4TjlUV/ +CB4Q8Y0sKpUaCcd4+jKiw+qHNTx0zayWcHywcB1huH7IME1TVisJR2fp3URB +6octysoeX9LD8T/RYwQPBuDiPSVlFVY4Lii6QvBgADSHki98CAxHvYMmhIEH +YFVh5Bcxx3Bc/9ie4MEAvP3HQzN/Fo5qRmEEDwZgoWdrW8XdcKyTSSF4MAA7 +Xm63WHMpHMuSygkeDIBowdfnN46GY+C1XoIHA+B39KJ8+F4iXs8pggfE+9vs +RGo3Eu8/Of9tjdoAGDpZLZ8jFI50Z77tSRoDUKquskmSJxxdzq8gOrYBmDpD +S7DvDcOPUSuIDnAAxmXOn3mfG4bbzJcTHeUAWB/y31wWGYbd9bwb5EwGgG5m +dKDRKgw7Mn4TPBiARy0ttjW6YbhpywDBgwEoNGhdlHUwDBNXVRM8GIBcKZOi +INEwfO2XSvBgAC79F5R9ZyoUg6n+YACsZC99l6gLxen1ZgQPBuCIGUO34n0o +hu5SJ3gwAJF9rnMfeoSi3Zd1BA8GgGa7oPOXQSimDo67i6UNgNwZ4d9mJ0Nx +u0f6spmsAbhzNPVE95ZQHPpk7dxSOADS90frlHhDcfTR4UWZFQPglp4a5NYd +gnviuexDGgbAe59IYGl2COY+SptnyRmALZ0Lq6ZDQzDo08NXuv1EvKnuh0Ut +QjDZfTU3jA/A1nTW6ObLIbhysNBSfIqYb1CrWnJvCGKx4cy/fwPgrhr6VVgw +BOc9WWfO4R0Eo2MbxSfHgvHgrpHJLL5BML8XJltUEox3/1WZRogMQhpjyRYX +RjC+aa76bi0+CCsXPpx32C4YAwuGjfUkB4H+Jit/UC8Ywz6vHVeWHoRrG3kf +voZg9Cs3MJCQGwSlTsUpvlXB+HqobnguDMKJTw/vukwF4S2Ry/e7VQfBIs0l +c6YmCA+c+zmQqz4IzdXhkzoJQfg3lHU3WnMQHi6lCye4BGHq7+d9trqDsOZ2 +uOjEvaDZ+4NB4GpzniulGoS8nfrECWQQ5ps+qLywPgiDHzoQBWQQ9m+D10Z/ +A3HDwpwuXstB8Oaat+pFUyCGflhxo992EDb8zPR/nhyIy4ysOwtdBqF2gf7v ++56BaCC/QI/hMwgf5BcqqRsEYp4wo8MhZBDSXYIerFcLxCVzbl7Xjx6E73/X +vujfGIjH/uzrUIsbBHW3AJNw7kA0X7D5+rakQahWmHdKrTUAAyVkOxZnDoLd +0ptLelMDMF79/PXh3EG4NZ0U/8g7AD86eHSUlAyCwYLp/d8NA1C50e16XM0g +SF9+GH3rRACWKU1wXFqI/RQ4Ov5lUwBe+Zx71aB7EOJ22YtumhOA33WmW9WH +B+FGpsyGx63+6MEfqC39YxBuv1Ncmpzqjzvbwhv4ZgYhZ2Fq7ZCXPzZ85rsw +PncIHpb4vhAy9MfXOb0VFYuH4O5kC88uNX+Ua9p4MkFwCBIcHe+rbPRHAjv5 +HmJDcMwuLOE4lz/Gnm9RNJEYgoODYvXKzX74MOXcR41tQ/Ak+V+zdLLfbH8w +BFxDalnLPfyQu9CcJSg/BJ1v/rzque+HtaZbJX4oD8FyFxHJt6p+yD6oHFij +NgTOv/0Z+uv80HFVzvIkjSG4VmG9WGzGF+8LMe18tIbg1bKqk1jni+ckf0+b +6g3B1AeHhxcTfFFZI9FIU38IUj/HPuxy8sXdvlXde02GoOaA9Kkbt31x+3et +SyLmQ7BHdPWSekVflLp34suk9RAMXjdhKoj5osxU1KEGhyEY5pfeHPjTB/eF +33yX6jEEqlvP2Q6U+6DqdZe1AQFDMM5sy97O9MHS5g1ezyKG4JIV8N567YPK +8bILtRhD0O3bZeml64Ohbe9tDiQMQfho8ebUfT44eJv1TzRtCF68+clTLeCD +64+vtJrOGgKb6zcEu4e9UcX299yWwiGIt1hxfijfGzXENJwyKoZgSeOCgv5w +bzy1WFw4pGEIPMwUH7SYe6Psheu0F5whULiQfjj/vDfO/bVyr27/EPCZPjsV +s8MbsyaOfFEYHwKBOnMHiwXeeF+9/4b41BDsfYqTxzq9ZvuDYbDSPuq/OMML +Xy52CePwDsOvlwL3c328cNTITTmbbxh8etYaPTL0QhUZ3oEIkWG47WxCX3nc +Cx2P//C0ER+Gc495+T+s98KMDE3FG5LDoB/Szj4y44l1Dju+HpYehg+80+al +tZ7YFv88eoPcMKx6f/n5iXeeWCWroDMPhiEubDoO7T0xYYnZyl7VYbhfyhHY +queJlkoS9fnqw6B+cCHTUd4Td1ccCaBrDsPN4cePOlZ4Yn1qq6697jD4t0oY +7hj1wNvTg5L3bg/DDz7hEOMCD6RVhPYfNxiGhQyxBHa4B2oab/XZajYMR8p4 +rnY880DLVhepxZbDkPyyMobvnAcKCxUlDNkOw5VMa3u57R64YWXLuhKXYZB5 +I8RzeR4xX2/+C7bPMCi1Ov/3uM0d/a0c8pxDhuEZ9hXap7gjd6/ErwfRw9At +tUnAz90dm4R9V56KGwaXzcd+ht5zJ84rHAmpJGL+d6dMwpXdcaiJW2xpJrGe +nL0OQWLuuMFg+s9w7jDs+jz/8doBt9n7g2HgEr2z8E+gG45MmL5h1wzDbgfX +qpKTbvh8eELKuWUYapa/KHf764qWcaez7ncPQ2v8Ti7VeFec3G+lcGJ4GI7f +e3dz7LordnvYx279MQzLD3yfcRJ0xcNJd/8unBmGAxJ/C8XyXHAFba3iwNwR +6NxQURhq5oJXdOMfFi4egTqFezMrNrugcLfIG7rgCOwwLrph2eiMynsuOtuJ +jcBU+vjfJkdn7D5r8OKWxAhsEm8v3XrQmXi/jpbKthFIDfSueDjihFYjEhIS +u0Ygegc/Ly3UCU2eeK+aIz8Cygb00+WnnTCr08qpQ3kEvg8z7L9yOaGR9IBh +ttoIODFXJi5KdEQLndKiCI0R2Er//kX0hiMOPJAKsNEagY+dB+rWrXDE9zoL +227ojYCuzmiFeJ4Dtkhf9z+iPwJ9wssyVpg54J2u3YWSJiNgyBfoxyXpgCef +vn64yHwEvql63uiqt0f30dP2I9YjYJ85IZ5pb497VP1WVjqMAM+jghKX/fa4 +/6XWmiQPIp47PPoXBt/M/r4wAlxBcZOCQW/wis95R8uIEXi89LNp0Yk3aG7i +NH6DMQJdn1S6TWfscEJGoeR4wgjB452H/4uzw+qKB6tl0kagos3Z872OHS7T +EOkWzh4BpVPnqlSW2WHMh0Nr/xaOAO237ZzST7YYMdVe2VNBxNO3QeKkoS3+ +XP13qrRhBMwEZHbniNsic4O/TzJnBMot6HukK14jLnlLD+sfAZlNTpJeVq9x +Zx1IO4yPgOuy5oWjMq9xjvWp7Y+mRqB/j18LdLzCnUvrQ3W4RmE3UcrtPV7h +IS78qbpgFDz73h1tVnqFwe19YVLLR0Hk0+dCtW82qM46G8K/chTqxafX10fa +4LkbMyPfxEeBvkRT0+qcDb7j7feolBwF5usaPVUeG7zmv8IhTnoUqt+YHduS +ZI16QjbVdnKjsE74IO+W29aYYSljrAOj4Cy9MeyIiDXerRHXkz06CqtrZJe/ +LLRCfeEzMXNOj0LNXD2t2mdWmKmSfahScxQKPiW9OLbNCu9efbQ5RHcUfBdq +/YhPeznbH4wCF9stbNHql/jxcuDkdoNRoN1c8ifEyhKv7edrGTcdBbddFUvu +d79A7Xl5gokvRoGzsrnM+NgLZGWmhxrZjoLlCqnDiWwLVNf7brHdZRTubsq/ +t53fAlW/33/b4z0K9uoxyhzT5+hrtHFXcPAoTDqXlpY2mePuJvHFZ2ij0Noh +v/gnmONWGe293OxR6Dr59feF6GdoalL/4d37UZArGwkeX/QMBSK87bTTR2Hk +luzXXKOnyJPhyeL5PArjghmTVXVPUO1zpQSreBQUG1ziRQ89QX4nGf5LVaNg +URG2f1WUGb7oc/FZ0TQKxqJD8RcXmKFbw0A8p2MUjiUbCpc+MMVjuio3MgZG +gRUlpW9R8RiZT0PY9K+jkN+5gX1r12P8IPnTOfLXKCQ8utBi7/MI9e6f4Inj +HoOzmvi7Z8IEUw+HCxQsHAOmox7vi4smmBz/PWWcfwyil8Mc9RRjvJJ45McW +0TG42H9+6JKwMdKP+RaYrB+DUX5aTshjIwx61CP7ZesYrBW9vHw/zXC2PxgD +rg8tT5g6BvjkzcsvTPkx2PC1Kt1N6CFeNSr+LasyBkmV8i39X+7j+IhgduHJ +MUi+INKYZKWPklxX1hheGAPNF7cSJ3bdQx56pMBG3TG4dWzTXVbPHbTv7AsZ +vD0GXcmXf1f73MakxG1ZaDgGUYX/7hqp3EI7EYNntKdjIGO58oPV1xvIzf+u +yN96DMrqopp5QvRwfdhofLDjGLRURbTPqF7H0ezt0vFeY5DYvcGqsu0q6jy7 +p1IdTKxPf+iX+3YdNMmjjc+LGQPefX7b9z3RwkzJz78E3o1Bu/1FxfjSi1i0 +jrExL2UMfgRo63QqXEDv95qPV2UR+/Ug6lVZsQaub/3Ss7JwDCL+7nj/2PgM +GoUuMP9YPgZCUTP1jFsn8eXkElnuemL9xeuvtK0+hqf7GxaNtI7BlEnFN7vF +Kthu9IDXsnsMbEPmBUftUEQZj4JNHwbH4Ib763d3l+1HleODd93Gx0Cuf8lJ +k607UTigppRvgnje/phYoZ4kMq3sLuyZHgPPV1srJ52FZ/uDcZj9fwzp/w+S +/SaY "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQjQ5mzQQDewYGHo81KUz7IfyV9gwHWKfU56vuNwaD -zfYMH35FKe4xgsrvtGcIWCp09ZvFfogpB+wZHLbqepvZQtUftmcoCNxbttd+ -fxoYHLNnyIhkS65zgOo/ac9w47+Y6A6H/WfPgIE9g0Tou4ZjDlDzLgDlzwcq -3YGpv2jPIBCz/ZSCI9T8y0C+ofPWDY5Q/VfsGV7Mk541xwlq3zWgefPUk145 -Q827Yc/wY2eexTRXqHk37RkWHOX6N9kdat5te4YTf02yL3hCzbsDDI/as6eN -fKDm3QO6Z6ep5zw/qHkP7Bl8VJpXVQZA1QP5FvvnNnYEQs1/CPSvZ75cdhBU -/yN7hjVFz1sFg6H2PbZn6JkjdDMnGGreE3uGHSurHucHQ80D8rds+bOUPxhq -3lN7hoofz+47w8x7Zs8gU3JrHnsg1LznwPjpebp5M8x9L+wZFC6ze9R4Qc0D -8hlis9mqYf5/CZR/r6s4DxY/r+wZDHIUtPyNoea9Bqr/fvqigxTUvDdA/oE1 -Se3i9hDzgPwDsXx7/hnYQ8x7C4x/E4UWH0t7iHnvgPJC9R8n2thDzHsPSi9T -PwiZ20PM+2APS38AmRgQvw== +1:eJxVm3lYTd/3xytDIRpVRKkoSirN47q3edJwLyHEJ1MyVQghQghFKXMRDZoo +aaRWVJo1z9Ot7m2eKITod8759s/v/tOznnvuPmvv9X6/9jr7PMm4Hmfs5+Hi +4hKay8VF/v3/n0v6e5h/OXGKJrDq0e4TMbXhuQ3VFU77WEyQYM7NPjH6Olfr +zFGlDV0uEFPimzc+PzPX58sxnWab/bClJ0aONyQvV2TVnXtTfofB6W6GjtXB +wtwDTbfu+SzwhPzDns+MrpTm2tGunj148STcO1W3tY9TmdtYlPznk+wZmHAa +T44sqsmdd1xoeeDEOdi7sMwlDutz32rG1BV+vQh/N/ukLWxtyuULyghLX3IZ +2Fr/3hUua8udFNS6Q9e/CmNvnHa1nOvMffPyS8MV32sgxaJvjbrUlXskLpKz +oewGaLwYjS+60JO7379SY1LkFoTe3nVJrIOTG6y9raB2WyBsfBbUeDeyP3cC +9UMrHt2BpS1+yVrFQ7lWAoY1HkN3gW6ovYiPMZb7Ni7gNy9fCGzZ13ji8rOv +uVpv5pgkyt6DtUaTL+4XTeTWSyck7NIPhVXrv4XQZH7k3v9zUWMFIwxMN1Sb +XEqcyj1ifLm978B98DUNTtty6E/ugcmUmLyzD2D42Mb+vK3/co8JCdyNufkQ +Xju1jLDec+HjR9QHZmYWWSbu40HWbcf8RzGPYY/668vG8nPRfEhrcWzKE2gd +zwt/yTUf899Znf6Y/RR265g+qpzgxZ0DAdwDH8NhYoHOqc8zC1A44GfCyqII +eLz/qdqN1fzYfS/Ee3fpM7Cz8fwi6roE+64mqTbufw63drWu0dopiIdPrdXy +5zwHb+f0zUX3hNBXMrtMd18kHHlaMpHTKIwrT7t+neyKBDe5pXOWrxVFmxsy +sekuL+DY2MPLrVeX4nz7n8O+LS/gPNcWL55RMbQr6/m0actLuOtkVRO0VwI/ +QJ15WuVL4Jir/BHrWIZdo2n3LayjIEY+z0zNSRILmm68nVsYBV3f/6S0l61A +l7+2j4chGu6+64YVIIWpO3nsZrKj4Y3rybHhN9JY8ONVhYFWDMhe2sZSuLMK +g8poy6JTYiDavHy7rJkMirSWqOoox0LP1aVszi8ZZKwxFf3xKhaa9DQueiXJ +onX8m/yO1a/gpttapeLdcvj3ED98e/4KJhd/6+sVXI3u+5yvqa6MA3Gl4LQv +eatn6xMHXHnzQi8eX4PnF5SeURaLhwfl9ld+rZDHZe+G5IZD4mHQ4fgVgxJ5 +PPro3+N6gQSYsN0XanlSAS9m8XQM3E6A7LwN6Sul1qK16NTw2oWJoJX4pf/9 +57X4Ja6jKOR6IhwRMF0vd2wd8vukH1OYlwQ7B4MuMUUVcZ7/xa7ey0kw3/AN +xzZLEbNLdVdVc72GI7zROwR2KeFaG45ir+9ruGnl0f14Rgkd51/mlv/7GvbN +EfIZe74eNaYFou6eewPfNa7LLqYrY/n6O8Lyv9+AQUdN60SnMvb9vBd+wCAZ +tjCOK967sAFP2HFfSz+XDE7sxpCWZSq48PGdTzzvk8EolH9p6TsVTGgxYtr8 +TgbelGtNqgqquFVQQOeubgp0yx9NdTihikv0uTyrz6TA2wTdJwW5qljpLPxv +SWYKnILhO7cXqOGj42adlj9TQLH7avArphp6nH0kelHrLdTdm/NcIlwNHc8s +iUg59RZObHZ738ZRQ8MjUedY797CnNWpPZPKG3Hjlh1Jiybfwg0etsR/pzai +OvVJBe7x384yHzai0fz1i7d6pcLh4Z9xmjzquPmLmf7plFQo/9kyL8JCHU/e +upRzbzwVpISjjjnfVsfnhm33ElXewUF9Jtu9Sh3r2NtyPx57B5En+g9Uimjg +Ur8fBrVJ76Aye++P604auEc4TaBr+B18FSwMCX2ogekPQ7WGlNJgvje/wfdm +DRQVDUv56p4GgoO63+KWa+LFq+mXJuPSgP/oprS3zpr4fWDq5UR/Gvz9Z+4v +8FgTT5rulBxTSIeuZ/KueU2aOHOP1dt7IB2y7IdtCsW0kK4qptwenQ67bhpd +F9yshRyPQNE6djq8KMvfFnpXC8e2mIeXyWXAXZHzeQ7lWritk1aU75oBUq4H +c814tVFh8YWQD5EZwMjwZ5yga6Nz5+9/aawMUBRpPN/so038Pps/WToTYk7t +MDyTqo29Hu/fx7tkQn6HcKj9kDaaqv5bFBOeCTfs/l7aLauDPKGX/0a2ZcJY +wfK5r7bpoPxTy7sRklkwTT+8cl2QDiZaOhQ8cc6C+MLR8u5POrP+yQIuh2jh ++h862Be0WvBhUxZMsYJGZ9bp4oO1XxUeiGdD6JmEPXt36mLigRnWfadsqBX7 +4zYTqIuyVvb6D8KyIf39Bd66XF2crmRpPazLBsOD6gZdo7qo9ye19pHIe3Bb +toJXQUoP20qLhZ4y3oNOjbZbtK0edhhJf40Ifg/xwdd27/TRQ7OtGZ4vqt5D +3la+EZtYPRQSDb4XI/ABzq/OETxZq4dGpxKdEuw+QMvPqNK6f3pY5bPgfXLg +B+ioxuXH1uljwepXeenlH+Dq28XcNKY+GugKL8hZlAPteaL8zuf1kelbrZlv +nQO/5HaUlkXpo8Akx7wkIAfqW1n6YeX6eOixvUFlcQ6c6I/ekz6hjwc8l4jV +8+ZCjVW8jspyA5x7VrauxTwXJmZG8mfAAOkpt7xZ/sT3Cz151u43QLnl1n85 +Bblwxl19MjbAAF+m7nIbmoPQKqX56GKSAZZe+Jwxbowwb63319dVBhh05urQ +dz+EYf8f05oTBvj95YM5f/IQQnXS34suNcT/9QV5wENLU7bRMsStn108Lkvn +gdrTCUazkyH+Wd1fMxfyYMUmTyX0NsRxyacK113yoJSxIWM6zBC1E3yOLfDN +A4MkxR/B7wzxS82V2FvheXB054F+3xpDzAjJqFmckwd79nQF5o8Rvx9cOn6n +LQ/Esp707uY3wrOtETNC03kQdCDsG3OtETL3MbhDJT9CgduXlGcmRnjBX/X7 +Uv2P8AHNV5u4GOEvI93WB84f4fThf1ZGZ4zw890jqct8PsLk4e+ywcFG2O1T +euHJo4+g+lHpjX68Ea68eNR4ZdZHSBP79YH5yQiNpT0WPGv6CNwSacvHmo3Q +YUdNzaqpjyBauLt48VcjtFQPjXgh/gnGV/4qfMMLqBSbdmS19id4IOsnUr8S +8Fe6lmGM0yeYX/sz+YI64BtXccG13p/AQGVXRJwloGP8Vk5cGBFrp7Ru2wXY +Fvjzg1LaJ5g7NOF2yxOQsfjn/aQ6YjzrNeZ0f8C3a51OqEx+grEtZid8HgL+ +6RRlpIjkg8jizeNaCYAbKb7lA5eHY453DiBTNkUsjZEPGb6GLbqVgM5JQdNa +XvmwUVfC4hIL0K6ujJ0ZnA9nn3XNsf4KuPaBW6VeSj4UNNneKOOi4fj3fR8+ +VOXDG+3n6al8NHw+npdgNJ4PF4cHb+8SpKHh9fPheQIFoPlz/aIScRrmZT0I +NlYpgIqtB9R+SNFQ9YbwjQK7ArBe8mCGvYaGN74NXzI/VgCJy/FU2HoafpmS +P18cWADfznfc41Wn4e/HeWetkwpgheb37fq6NBRtzjpbXl4AiiZzilWBhtqF +r33shgvAicu5dsKUhvc89c9VLSqE+kJrz7vWNFzRsfscQ6kQXt2rj5zvQMPW +hSvO1VkXQtWh3/ucttCw9OdxHyf3QrC1zMq+6EzD0agdZ5sCCmGFivDLy7tp +SBfuPO0cVwggNU9q9z7ievh9qq24EDKXhigtPURDP+WkEy79hXB1aVZZ1FEa +erT+9GDxfobolT7/FnvRMMiq5airwmdYvqE+38Gbhp2nN7uzzT9Dt3mp5FEf +Gh6gPp+By237/L2+RL5LBV37/T+DV/DlKxsv05DnquMu9+jPoJ1vdq/Vn4ar +UhW3DRd8BsbfF5ouATQ88uIJ4xj7M+Gwx+7Zt2k44hhlOz6nCC7fVNo4foeG +ER9Nzb3kiuBhu9PtmRAaXv16HiaNi2CO7oqz/WE0fNxlq+PtWgQfn56bin9I +w97gd6pTfkVQz3dqocUTGu7hebfWJ7II9C/wvfkQTkMBdZtV03lF8OOXZu+i +58R6yfmI+7KKYP7Fv280XtBwbj1tCRdXMbjz7+bXjqLhi61tcy9LF0M4X766 +VAwNlXIC/syBYpBsCXb5HkvDB/Osvvm7FAPnUtntD3E0/Kq6fIDXtximp4/n +nkig4Xr42xkQXgy77C5OLE+iIUP1W8OinGJYeOqX0tvXNNw591dFYFsxcHt2 +HNRNpqHje6FCgeliMDPeEJucQkOFLQYfgiVLoLa/f0A8lYYD1WdSRfRLIGnf +EtXj72h4R60oPsyZ+D4t4mx6GrG+JxVeiPuUgGnbo88j6bTZ/acEuJpmxJZm +0nAqcmWwZFYJ8MVVua/PoqFeYOqN8KYS2GHP/0k9m4YHd+y4JD1VAr9L365Q +ek/Dc/xLz0SKlwJbssBH+AMNTz1nHZfTLoVlxrS2ASJ2Es89GO1UCo8NFegp +OcT9PZN2K3iXwsElZ+PccmlYlfR6a1xYKfi+01wqiMT4FR/tldJKoVtl19VY +IuZU9lok1ZXCnUtjPzbk0dA6bSVNZbIUAmKGj8QQ8cMLB3RSRMrgS+Tm3sUf +Cf2u/aiqrl4Gu70U9u4n4igDuXVpjDLQlR+6lE7EnUaXZbS9ysC5bE37wk80 +9FXpWJYVXAaf/ms87UrE55doC+unlIHHwIxDDhF3tN5emFNVBvtdn7lJ5tMw ++kEnD4yXQWR5Wu55Ii6lq/zJEygH2bUmzC4i3tJybsJYpRyGT1rIWxXQ0Pi/ +wqECu3KYfvtJ+x0RBzUsYpsfKwdG97vrsoU0BD37tuLAchjnkRILJeLNt+/U +WSeVQ73ov26+zzSsKKc+wCWxZfQSEcf8mV9oN1wOXvxyOtNE3C5hlFO1qALW +fzuY51NE5L/aK42hVAFKJXLXp8lY6mVSnXUF4Ten237FxPXzq6Od3Ctgxpqr +akEJwbf2P+FNARVQ+30VI4yIS17I3XeOq4DR4Ezh1aWE3pwsg9qKK8Beukgo +nYiNpg5dc+mvgKlwW3ubMhrevHHDl8X7BXoXW5X1ELEBb5S3q8IXWHH8g//F +chpuOvnhGNv8Czz8GOMrVUHDT5XVBA++wM55fOl5RFzO4bj0+3+B7JJ1749+ +Idb38m8n9+gvMCdiy0rlShqaxQjYDxd8AZ3Lt9r+EfFrhzUWx9hfYJt32VR3 +FQ17/PRhfE4lHPBZ6tVcTehFl6HtJVcJe4IOWXbXENefOaQyaVwJZm+Lzv2t +JXhn5Kfg7VoJYr0q/Er1BD9uPpKe8quE2nUvfrk30LBo11txn8hKOH9ByjSn +kYYZGWUC03mVINQVNSTTTMPTDzm8vqxKuLdZc/xhC222P6gC7qZKR9k2Gq47 +vXg6T6AKnA+fFMxtJ36vJjnlJ10Fz5bIrT/SScMElXWTxipVUP2xNWp9Fw3n +eGqPz4EqGLsa4TPTTcOP382GC+yqYGrr4SQ2m4bsnM39/i5VMKpnbNjWS8PD +JXsJ/VRBpbKcYm8/DbdJnGDx+lZBuOqSkzxDNIyPv0zoqQqcTOZIqo3Q0PVS +SFNAeBX83c8j7TVG6P3RC0JfVRD0cNGlwq9E/j/eVi3KqQL+VikjpUmCj2H5 +hNyqwFvZYPvLHzTMcqwrDmyrAsXz0uvUf9HwFzenwG64Cq6lXp3H+kPDuJjv +eQLTVXC79vBo3D9y/5hP6LEa9Nvqeu5y09G5QiwrWLIagiuQEzqXjjvsFQh9 +VkNI7PrJNF46lhVqp4joV4Ouu6TA5EI6JqpaEnqthltLb2vZL6Hj7zvb4sKc +q+FKnK97kRAdP/S4EfqtBnn5ifidS+k4pHQ2UtynGjxvDfxcsoyON90CCD1X +w77m/xw7VtDxCcW3auAS3JlRuoqOy5EYLq4azFWa1tWtpiNfM5FeVjWoaze8 ++r2Wjof6SgjcVkOpgpOGkTIdNQebiQGrgY97W3mEGh1Pdg34u/RXw/inVo8V +WnSUqfjlJz1VDRePdslk6NGRnrSA8EMNZHEd6jwGdKzwW+YTKV4Dj857xZmY +EvO1Xkf4owZWd/29qGlFR20+XS857Rpw2rBor6kdHcWyLQm/1MDGfY8ZHkw6 +uu7Z5h7tVAPplxPssrbRcdWfg4R/aoAdYLRV2oWOwsGnXRW8a+DJR3pI9F46 +cq+7TvipBgo8X66xP0SszyfCzmE14Px4r9CK43Ssdokh/FUDLvqXt/CfomPq +NFGOtBqo3jzzVfocHUOeEngpqIF3vS29Tn50PGxUb51UVwNzv4pqpFyno3E3 +IT82Mf6JpOYNQXQUuUHIebIGvh2LaqwMpWOXylzCj7Vwt/uXcugTOsY3i+in +iNTCky9Jbede0NHLX47wZy2Iq+f1XIujowbVv9US9VEzSUum47duYjjjWti+ +n+vP/Ezi96FEeoxakFbfsOg80nG3JTFd11rYfDb7hGgRHQX/eRID1sIv7WiN +qi+EPtKIcvjVAv/x0U1vGui4/zhR3uBaCJS6jykddFykRMglshZ8zZ8GNPYS +eutPJhKshfZersRVY3S0eEXIOa8W4mfy5QN/0pF1iLRHLfTf5fxawWWMJ5UJ +u7FqIfTx/jVVfMY4b2JsDozXwusVpnExQsZ4J3uG+NSClrif//Plxjh2mRhO +oA5caVtqcuWM8Yc1kZ50Hey3+xXLo2yM0cLEdFXqAOhH5x/RMsZ/zUYED+rg +q0TKyG8wRq5Iohx2dXCmvmDXGytjTDxIlNelDpq9XzkFMInrlQm5HKsDwb87 +mm7sMsY/ExeIBOtAyq2zO+mgMT7PIuQcWAdzMjd6T3kS+fgS9givg4/DW0Lc +zhsjx4SwW1IdMOdbaf+7Zoz+fIR9c+ogdy7//qxg49n9pw64+iMkHz81xry7 +xHBtdSCZzL3jeawxOm8m0huuA/5dGnLlb40xQpyY7nQd1I1qnVyZa4w3Wojl +W1QPnvsX2IWWGOPKcKIckvXQn5eQrFpvjDt2E+VVqgctbqmn31jGaCxDyEW/ +HnbI7xFsGTbGqm4iO+t6cFL1Wtw3ZYwLowg5O9fDOunN95bNM8HBfYQ93Ouh +5tu8F55CJnhiDWE3n3pgJlzXHVtpgq84JA/q4bVl8/YQRRO8HE3yoB7aSn/z +7NA2Qf39JA/qgef4fk9LUxPkXkPygMjHK6Rru6MJNrKJ6RbXg2+dH/OOiwm+ +jyKWr6ke6sPUi/oPm+CbfUQ5+uuBlh5rcOCsCSavJso7VQ9Zmh2pvNdN8BOb +kAtvA1iINq6vCDXBnihCfuINwHYMiU1/YYLC+wk5KzRA6KjA6oJkE3RYQ9hD +uwE2D9q/+J5rgk85hN3MG0DejCFrU2GCv4jZRjs1wMIZsaiCVhPcT/XXDTAj +HqHgOmiCLHliOO8G4L3blyj3ywTd+4j0/BtA+uCE+gI+U+R5RUw3rAEswz9+ +EBY3xVckTqMbwG8jw4Imb4ou60geNMAX+ejaYE1TlBskylvQAEo+2f/xmpni +z3hSLg3weH3I1+ebTbHpMMmDBpAwWn/FZZ8plq0nedAACa9viNFOmuKXEcIe +cxrBwTc2weyqKba+JnnQCDxJN4yPh5ri1HGSB43wWW9964coU5RXI3nQCBEK +Iac2pJmi8zeSB40Q8+5t3sdCU7yVSvKgEbjkrh0+2WCK70+SPGiEJC9+b/M+ +U+zTJJbPqxESX5qxtKdMUfAnyYNGmE5Ti7dcYIbamSQPGiE8rqr2zHIz3E5u +H5GNcNdXdlexkhn66hHyS2mEJg0Fc21DMwz/Q/KgETzKO4IK7cww8wPJg0bY +ZmalfWKPGVaTdmM1QsizA0DzMsNB0r7jjSDTqhW7/qoZclP9QRNwT2Ud07lv +hiIfSR40gcaPsbC9r8xQ9jLJgyZIq29a8TrbDFVMSB40QcD9k3MkKsxQn8Qp +NEGKTr5VZKcZmpJ4tmsCxQ8FY1bfzNDyGsmDJphcdfa70DxztLYgedAEAgdZ +zr/EzdGGj5CfbxP4Bv2W5lIyR0tyewtsAqMHRabyRuZodpPkQRM4+FmUHHY0 +RwMbkgdN8NbWJ6lqnzlq8JM8aIJDv3Z/3XzGHOUpIDSBx/Wp0Klb5igRRPKg +CRrsszgZz8yR357kQRMkJIir3Uk1Ry5BkgdNMPpY5LRvkTlOkMu3qBnCVyZl ++LeaYx9ZDslmyFRnf4saM8cWsrxKzWDcnrm2bY4FVpNy0W8G/eVK25UkLLCY +lJ91Mzwf1Lsast4CP5Bydm6G43b9cUJ0C3xL2sO9GV6bqZe+2mKBCaTdfJph +V5UkZ6u7Bb4gZxvQDN6jkb+lLlrM9gfNwPW8cOG/exZ4jxwurhm+s68t/f7K +Am+T6WU1w9YczvK5uRboT063uBnWruterlRrgeep5WsG17Xnl7r3W+BZshz9 +zSDwPnXhx78W6EmWd6qZ2O9v/FYRscSjpFx4WyD+8R92+lpLPEjKT7wFHvct +Kt1iZIn7SDkrtMB0UVYc/2ZLdCHtod0CRfrzrrYessRdpN3MW2COyei2Txct +cRvFA2K89pNrP4YRMcWDFvi46NG3xgRL3EwO590ClhGTPDyfLJFJpuffArYH +ZKL1mizRnpxuWAuU7pVu9hu1xE3k8kW3wKf7oxGNc63QmixHWgtozAT90Je0 +QguyvAUtIBvOxXqtZoWm1PbRAtc9THaoWlohnZQfuwUOn93qludihUaknCdb +oDDDgHf3KSs0IO0xpxXClSa0+W9boQ5pN5FWGK7z+V30wgo1SPvKtUJmaq1d +SJbV7Pl1K8wU/dU4XGWFquRwxq2QJ/QrkdFnhcpkeoxWmL5bmG75zwrJ7srb +tRWSzfYyNi21Rnly+bxaoVOl5uKe9dYoS5bDrxUC7IXhsok1SpPlDW6F11Fy +d986W+MKUi6RrWCrMv/EV09rFCPll9IK+8ay+owCrFGElHNeK/xgG40+fm6N +wqQ9qlqBTzDs2rxMa1xM2o3VCkEeH5J9K62Rl7TveCvcmZ92ZH6fNf7vnWMb +8Nf4Zj/9Z41cFA/a4LWrraSBmA1Ok+lJt4GEpYNgp7IN/iSnq9IGmy7ffORv +ZoMT5PJBG9gK/UlX2WWDo2Q57Npg2fdIt/aTNjhIltelDd4oX3wddNsGKbkc +a4Ml70NumETZYA8pP982MAxv+/HnvQ12kHIObAPNup2/MmptsJW0R3gbTO0W +uXt6yAbJ7s86qQ2u0Lje682xxRrSvjlt0H5Kzodb0ha/UP1BG3BxXago22iL +5dRwbTDRwZ/2yNoWi8n0htsgQbhW9bCrLeaT051uA9UnlTSajy3mUjxohwtn +eDgSIbb4geJBOzyJP7zye5wtplM8aIdLaosG6z7aYirFg3ZQW9xlndlsi68p +HrRDvOEIPPtqi/EUD9ph8pNKScCCTRhF8aAdeMJf9Z6W2YQvKR60Q3fZ1oeH +dDdhBMWDdrhub9jh4rgJ//e6sR1+KWzP3HpoE1LDxRHj+eautvPbhKEUD9pB +2/eSjMGjTUjhr7gdctY8ey2Tsgn/h9N2CDi1vPxf8Sa8SvGgHR4f/Xa2lrUJ +KdxPtcPEYoXMZ1ObkNo+eDsgxCnz2l5BO6S2I/EO8LaI4UittcNTFA86III1 +XlcNdkjZQ7sDlsg+3Hx+qx0epQrcAfmLnu6TOm6HhykedEBu+PTczGt2eJDi +QQdwNWVpWkXYITWcdwfcyK79UZ1mh7soHnSAo5m1JaPCDndSPOiAA2dWKpay +7XArxQNiPOamp7rTdkiVI60DnBubI56L2OMmigcdYDgnX21G0R6p7aOuA9wa ++bZsMbZHM4oHHVDPTOB7ud0eqe1tsgNun4m37fewR2q7nNMJ/mbzZdbcsEdq ++xXphKLsXP/tz+yR2s7lOsGmqdbHP91+9ry3EyQizLjiKuyRajeMOyHrMaM2 +h22PVPvC6ITPO3VTcv7YI9UOuXbCim/TtpsXOCC1fF6dcEui1BxFHXAlxYNO +iJeZ+1l6lQMup3jQCZcWJ5SeUnLApRQPOoGvLXfzRy0HFKV40AlmgbCPx9gB +KTnndYKmjPIvnU0OuJDiQSe0Prgusn+bA86neNAJG7/apV7b64DUdj7eCTTl +K03hxxxmzw9YwGW7+kr8WQe8SOmBBac2bUxNvOqA1PACLHiqluQWdccBqXTE +WXBmKvRl8GMHpNKXZgHvi4G9J6MdkJquAgtsNyTE2SY7ILU8KiwwDm8+ufy9 +w6x+WDA6erKwvdABqeUHFtjJXXhyv8oBj1N6YoGr3rcfpq0OSJXXjgXrNOoa ++zkOSMnBiQUvBeWMLo87INVeurCgprJjndAfh9nzXhake/I+CZvnOMsfFlTd +9z3ML+g4qz8WxHeuOeW13BG7KB6xwMT2b0bRakfcTemRBY/a5mrwqzgiZa9A +FiTdNRgAXUfcQemTBb5uUY2uJo5I2TecBYv3Gcyc3OQ4q1cW7Lgyd4/3VsdZ +frHg4OfpXwf+c5zVLwtUlNdUmB92xGqKZyzIzLjQvPSUI1LtSwEL/u6fL13n +6zj7/EPURwfD/W444iZK3ywoUH61RSrEEal2qo0FdIuP5vFPHNGK0jsLLl1d +6Lkm2hE/U/xjgQ/nSt2d145oSumfBRvdlT0HMhzxEyUgFsQJ81ps/OiIdKog +XcDqEHRyL3Wc5WMX1HyxjgiudURDyh9dcLX7nfSrNkd8T/GyC74ts29J4jii +LlXgLpA+tezLi1FHzKAm3AULJ0X+XPvpOPu83QVv7xv958zFQGo4/S5wuFn5 +Y9kCxuz+2gVS09Mpn4QYs3ztAsnhzyGblzNm99susHBWflQpy8BECpBd8Nxc +tVBdiYFrKQF2wbqUSjE/dQbGUPztgs5Hi4Iy9Bm4mvJfF3zmYis2mjDwBcXj +LmjhbBvptGHgKkrQxP2t3OurmQx8RhW4C+4qSvQk7mDgCsqfXaB201XMcy9j +9vy6C7jdrI5LHWagBGWQLpjJLx9558XAhxS/u0A5YjhYw4cx698uuPHj1Y5w +PwaGUDzvAuEKbpuxGwwUogzXBeUyP3cr3mXM8r0LUidvPLZ7wEBKLlVdUGKW +8XtHBAMp+TV1wZKlly8xohlItdusLrjiOqC0MZGBVHve3wXyG0amf79lIGW3 +8S74cTpwIjGLgZeo/YCIoVTAMo+B/8jjg5kuWHPtpWP5Z8bs/tANtO31bK0K +BlKPIwLdMLdY8vvVWgaepnjQDcdrvC+nNzPwB8WDbrh2pvd2WScDqccjhW4w +z3YXLeAwcILiQTckPpiz7PkQAz0pHnRDjmDK491fGThKJdgNp9eceMTzkzG7 +v3RDa73V0oBpBg5RPOiGPhnNJRPcTKQeH5264ckCzas0XuYsD7rh922r0578 +zFkedAN3olefvxBzlgfdkHIgue6CGBP3UTzoBv4cHtguyZzlARG/OSQvsYqJ +/1E86IZMA87N7NXM2X6F+P7AqSO0dczZ/aobFiotL4tTZmIbVRBi/Fu1MT/U +mOhM8aAbuG5EzshrMbGJ4kE3/JS+Wq+nx8RtFA+64THz3NqNRkxspArcDRzZ +61P8xkx0onjQDU2BsWZlZkyso3jQDadC2wSOWjHRkeJBN7w6WFI7ZsvEKooH +3eCiI7TE0YGJDhQPuuHh/He5d5lM/ELxoBs216RwXjsx0ZbiQTfce7LwSsJ2 +JpZRPOgGJ9fc+9d2MtGS4kEPPJWvWEXbzcRCigc9sL9fS6bpPyYaUwbugZTY +Pw/s9jExh+JBD1zcJ+n/8gAT9Sge9ECt1P3+BjfmLA96IK7h8Kd+d+Zsf90D +3LefCjcfYeIbigc90Ga0tjn2GBOVKB70gMHYErEtHkyMpXjQAyvDHUpYnkyU +o3jQA1csR75Zn2BiOMWDHjj8lR1y7yQTJSge9EDDA+247FNMDKV40AOf9Tma +ed5M5Kd40APa7SM6UaeZ6E/xoAeUzju+PXCGidwUD3ogSkLwBe9ZJvpQPOiB +Z2/X8V0n4gnqeb4HpKwj2GwiPkLxoAekO49qy/gQeqQaqh4QZTj16xKxK8WD +Hjh6ZWnneiLupBoO4n4nEiR/E7/fQfGgB2xkJCIiibiFMlwPVAXuOCBHxDsp +HvRAZuapkxeJ/Nqo84AemPviQHEakf9uigc9kG61wfUzMT82ZeAeKHlTTk8h +5u9G8aAH6HX0g97E+oxSDRCxnhmBNUuJ9TtN8aAHdm1LvnKHWN//9Qds4MqM +8+k5zsTbFA/YsKDhbIYQUR8x6vmBDSfertJbTtTvJcUDNhhviuD5e4iJalTD +yQbvmG+C2QeZ+IniARsW567c77ifiQyqIWMDX6j0zCdXIl+KB2w4uHaqY8ke +Jp6hGhY2rDsXO1dzFxMXU+dRbLC/reyh6UzcjzqPYEPLjpsyglsJvVHAZ0PJ +QI5EIaH3GgqAbJDUKt6ymfDDEaohZUMVLa4ph/ALtyVlEBDf/XUxF+Gnu9QG +Qlzfq+q6jPDbcvI43ZcN7fUH6xfQmfiIPH73Z4PzhvsHqw2YKFxKGo4NYWPv +JTx0mHiVegBgQ9Cy5n6OOhNHqIacDfTEkcaNKoRfqQaZDamxvzhOikxMpBpW +NvQs+ivMWMPEfxQP2PCl6afLaoI/NtT5BxtOLxksqVhO5EfxgA0dibVMu6XM +2f6AqM+7d9PRAkycS/GADSy5wIK6BUxUpXjAhgvTOxNa5hC8oYDKhkbD1SkZ +fxl4hmqg2TDa111/mODtHWXScGzI//1w2c9xBkaQr5Om2bDZ2/z89kEGvqLO +0zjw0nnob0gPEVeQPODA69jrES/bGPgyiTQwB7x3SbrcqmdgaCApaA5Mn4sx +sP5C7DdHyQJzAOas02MR+4vrJnLCHDCaeOG0CRlopEzygAO/bURDgjMYqLSY +5AEHJkqEfiW8YaDFCMkD4v7rVB8+iWXgrQqSBxwQOHz8+J5nDJxOInnAAdWg +St/f94n9N4g0HAeW3HP4fCiIgXuOkwLkQMzZb2av/RnIdCB5wIHv9LS/RecZ +eEKN5AGR79DDkfQTDPwgTPKAA3g6fOk5dwZunCR5wAEdzqdTov8xsLae5AEH +jmgsWHJlK9FPZJA84MC2/R4dnzcxZs93OMB1Zqq3k+g38s6RBuHAniORCl90 +GSjoQvKAWC/jw8+DVRh4k0bygAPWv7c4Kq5hoJocyQMONNz7T+8h0f/MnU8a +jgOSAkE7WgUYyDNA8oADEkda303MZeD6cpIHHKiKtzLv+uWIl96QPOAAvaxJ +IIrox3jukQbmwKGKG0IGPY74xpvkAQdsUrbbxDU64jVnkgcc6PO2yRkqc8Qb +RiQPOGAo5XJwTp4jZsqSPOgF29hgq/FUR/SdT3YcvcAjfkf5bawjWgyQPOgF +htdMmyXRjwqWkTzoBYOs7q3vgoh+OoHkQS9kD+lETPo5YuItkge9UL2AJ3kB +0f+edyd50AtXRIwCJw46oq0lyYNeqOAb0Xzr7Iir1pA86IU3A0vizYh+e4qL +PHDsBYX0lwNJ4IhVrSQPekH3WMLkoJojxqeRPOgFjpB82bQcMZ8gkge9IB8p +crRnqePs82kvcK042RLB64iWhiQPeuHkZQsRlV8OqChC8qAXLtQFiocOOqBg +PwnUXpAVtuirIJ5Pfr4nedALu/RPXG4rd8DOINJwvbDRQXgAcxywdA/Jg154 +5rBa8sxrB8xQI3nQC9EGcRLznjlgDDfJg16giUZ2HSCerx5UJRIG7oXTjYu8 +wy864M2Id4Sge8H42kD9q+MOeOkwCfxeiF+lxx2w2wHPaJM86IXYmL8/De0d +0IOH5EEvGEloZBcZOeCXylrCIL3gwBEcl9/ggBMvWgnB9ELOhSL6zpUOyD7X +Q/CgF652bX1zkN8BnziTHVYv2Mtc9Qz5YY/LgezYesFajP8Dd5097llHbkhE +vV9YGK1Mscdjy0ge9MHxAq0pdqA9WgiQPOiD+xeaB7a52yNnIcmDPjhaoSJy +1twebflJHvQB9zvdk2ay9nhOhORBH1iq/eTP/WuHJ1aRPOgDWzO39u4mu9nn +hT7gGr/NSU21wywbkgd94KW2f41akB3yu5MbCHG/BV+fOrvZ4eogEqhEPmdU +bVWN7ZAnk0kM2AfzfeXU30raYWIf+QTXB5uXlzqyJjfh8pVkB0jEm1a/yq4g +CLTtCFGQPhAW36hFj9mEzEcniQT74PrpiT8nfInrWecJA/dByjG3XwyCWInr +/QlB90HQ9N0NHcqbcO7FQKLAfbBK5uiTpfM24erGMGLCRL5t0/Cr1Rb5NSMI +HvTBuQ20FQFvbZHLP4YwSB80PeULKr5hi8aprwnB9MHKJIWJbBdbrMJ0YgH7 +YNvucJs9GrYYH59L8KAPLqceepC5wBZrT3wmDNcHD+JuN+R32KCN5BdCgH3w +iD5/weVUGxSIrCcK0gch5xo2TFy3Qal57QQP+sBn618L8Z026GtBviDqA0a9 +z+ZRFRtUchsiBN0Hot/tNp+ZY4NyB78RBe6D0vSzFmkN1njElHzfTMxn+R/l +6Djr2f6gH7hW1fJanrfGnkfkiUM/+BVx14fbWaOQMLmB9MMPwethMausMchN +hOBBPzhPu1q5frPCreHLCB70w+uAsPGqfCs8nixNGK4fhjKlbn0LtcK6yDUE +D/pB4eY/iaL9VnjdU4ngQT8Y/9V4bKdlhdek1Qge9IOt8KclAfOtsCZBizBw +P9iVRHt7N1jiMTEDggf9oCfLqhaLsUSn3XSCB/0gs9JzlfspS7x9zZwEIAxm +bXP1MLXEJbdtCB70w8up+w/WiVjiULcDwYN+OLs58d6TLgtU/edE8KAfjlsu +Uyx/Y4Ht7bsIHvRDaF278/sLFjjut5/gAZH/1K81h2ws8MjgUYIH/eCedvRW +vYQF2omfJnhAzGeh7i2uXnN8wOdH8KAfeH7uWDP41hytc28RPOiHRecbtodc +NMf/dB4QPOgHh0ev1v6yMUeW90uCB/2QblcTLCVhjiVnkwke9IPVU2YYD9sM +Jei5BA/6QfjyevXoN2az56P9wM216/D8c2Y4sqKN4EE/SIlxDOXNzdBDbZjg +ATGfgoL4uUJmuHPhX4IH/TC+cDolstUUk2OXEB1WP0QM3GT+jTbFIwtkCMP1 +w8k9nnfEPUzxtooGsSH1w7Xjb/aP65risuWWBA8GIFbMrOH6HFPkK9lJ8GAA +RJ02drWXm6CrgRdh4AF4rnz62rcwE5Q9eYPgwQDsDRf5XOhigtYezwgeDAAz +mvf5VgUTbFDNIHgwAJ5mTNFXY8b4Ja2S4MEApF34IZuRYYyP9/QSPBiAeUE2 +kYEXjTE5ZIrgwQD8SUvcp2FhjHy281/XWQ9Ay/dlRxOWGGPsbYH1aYwBOLbp +Xva3ejoGbhYlOrYBqP8gsWlhOB2zX4oSHeAAzDGNX/1tLx2VfASJjnIAfnZb +0OMV6chu5F2t7TUASY++vtj4lYZdH34TPBgAXbdYq1sZNJRfN0DwYABO2R3S +fHeBhm9X1BI8GICbttoHkkxoePVBJsGDATjgKtTmvYCGT6n+YIDwz5iyTATg +H1lvggcDUBxfq/x9LWCEuh3BgwFYsb8q41CqEV4rkyF4MAAy9pwyX0MjzBwc +vyuZNQD33YTdNYoMcX3w+yXTeQMQl7I15KaDIQ7l+t1uKx4AA8U0U79mAxw9 +YbIwp2oAdtco+km4GqBmMteN8KYBUIvPtHAY1MeCE1nzfFkDcCLF5eFaL318 +knv0ikv/ABj3rzgR+UsP0++u5IbxASiwm2jMvqSHEoPFvtJTA/CW3fX5JK8e +Yunx6ZmZAaDH90NloC7OOy3jw+IdhNbk9Ns9IrpooD7yM09gEKQW/vlR+kgH +3WZqTkWKD4Jyepqvv7QOXm+tmfCTHoS8d71yItHa+Lho2NNVYRAE5gf1nlDU +xmf5q8aNVQZhbnzC59g3Wvig8tgxOe1BiHoOBa81tPDqUMPwHCDuN2DVeSNL +E/eLbz/MNh+ELP9ScS0jTdRjfh8osBsE45Mfj6Z/0sB/EQlu0U6DEJa2oWuB +hQZm/j7X5+8yCEethL1Uy9Rnzw8GgUv1yCpFe3Xk7XYnnkAGQemQwfCPmo34 +9GgAsYEMwszk5fr7Thtx9YJPPby+g3C2FtoWtKhhxDvRvf3+xHzmnuBy2KWG +Szz8uosDByHoxgrjQyxVPKbP5xoXNgiiuw0it+xVxUKxuK6A8EHYJxitr1iu +gvw8+/5zjx4EHb7c4/bVG9Dyr06XddIgiEXndyxvUEYfvrX/KaUNgnlf2o3b +LevxsZxa16KcQej/Eno0qkMJk+02/zdcMAisHXsCXbsVMTsguKu8fBDkgyT6 +P3PWoXHznf+S6gbhC8e6WXxgLX6h/2AFthHz67n64cmwAu7ML9h9jD0IV659 +DmaMy+PErj/tdsODsKlSYLvB5BoMFnq8Q2VyEMpy9ghvn1qNGzueNwlMD4Is +Iyvn1bQcNuULbBmfMwSqt5ftUOKWw6ufequqFg3Bt8N+g6x5sqjdssY2RWQI +LL+OHy5ZKIMjCys+B0sOAXOFWydbYBW+2txG85IbgoyWioADilJ4NIOZzVAa +gpiiFp1Dmitm+4MhmJn5UVZNW47cxT4JIvpDwH9V1uS5rQTWn1KUmzQeAmDu +iqjbJoaJBsaP66yHoPVobPux/aJ4c8UnwTTGECjWcXEf9xLGw0vjr4U5DwHH +/xBf/UVBZCr8/nPKdQgk5uf30SUXozHjrYeT+xC8vV99LVp7AWrcr2FreQ2B +Fv4bqds8D9dPOG8T9xmCixesV1Z5caPyIZuyn35DoBd9aN0GuT+5qlMvDZsC +hmDthXOvmK4TuTrP973JDB6CTN6w4zLmfbnm/wWuevRoCFgf07IVlSpzK1pX +3zsbSYznmdEZ9PSLkXGy2gLnuCEY/Op+02NBn1FER+plvZQhaGfvYy/eMGE0 +eCBhZnnWEKho+WeFVP42krWSuPQnbwj2atq4vtTgBlP/33PaiofAgV7OE/Z3 +LjAkGbc+VA3Btlwzo4hPfLBpkbRYeNMQzE/KEMUr/KC25b+oC6whSJgvlH9u +lSDM+SWh5dI/BH3HjUvk/gpB3g+zMqPxIfAQGn/a2CgCh+3690pPDYHj8DKj +B8lL4X/9wTDxNy/R9bo4XFwU+IzFOww02+5+3Z3LYNTjjvFHgWEIrb70bYWK +JJiq8g5Eig+D1p0nJYu4VsJNq8mQy9LDsP7axmPzK6Xgwwcn2l6FYfjdIusx +324VNARs+GqiMgzz7wzeuaMuAx3J56JXaw/Dh90e96UkZKFGzWjXPBiGZtt3 +V1L/yEIKv7dErzlxf6f0rXYdcuBLl2v8bDcMque9hcdwNWhUmT2KdRoGq9zJ +1LDna6Axs93lhssw8K1UMzC+JA8H/gwqHDowDBsfKiVMuihAVFVEv9WxYTDP +W2u41mAtOHkqhil6D8NF+aMbtomvA9/2QOVFvsMQWTrle3V8HYgtLUkZ8h+G +m4llG5KKFGG1RJtMeeAw+JRzDGueKkFU7+cLiWHDIKFokThxfD08vBRQeDt8 +GBoLx84K0ZWBu1fu15FoYvxnnTFKghugRey+xKakYahLF1M3bt8AiiIsOeW0 +YbDmD5Pa8koFhlq4JRfnDMNn+ySNtzqqsPrYn7/DBcPgnpm6QOepKvzv/ICo +T96uJR/+qcLIj1PXE+uG4faBBGOjPWpwbviH8u22YZhOeBqTm6cGvkn2eYfZ +w/DfXTU9w1Ub4afuJSOb4WHIFnH/m+W7EdjBN14pTg6DqJb5uEbbRjBJc/u3 +YHoYXH8WCr/WUQfRqFW0gTkjcHPrwL41oeqw0yX5aPGiEUCn5N7Ho+ogxha/ +HisyAv2Tyx8usdQAY82tt69JjsBvtXVnLz3XALbjsQv75Ubg3+LWgPGfGsT9 +dzmbKo3AjxuqpS52mnBpRE5OTn0Exl+s0yt7qQlep0NX8OiPwOqHMkezfmpC +XvelW13GI5AfdeJHopUWeKgMHP9oPQLTxdIN0Y+04PyuipJIxggkzZXnj+rT +goEjyo8uO4/A4NZrD2PVtSF114KOva4jcP8T7VzyBW1oU/nvoZn7CDSZbnmX +W6gNB3s0ihW8RiCiI9+kZpEO2J65enShzwiw79xeN2SvA3dH7W+M+I3A021v +9i8I0QFN8wcS1QEj0Kezfmp9jQ7oXnSWSgsegTeqc7q2COrC/94vjMAMaKy6 +aqsLO8M23/SNHIHaA5iWcU0XfLxuje+NGwH56KjI8Vxd+KFqVG6VMgLffvf0 +bPiuC7VVR1aqZo2ArduF817r9GAJQ5wt9nEEZEc8Dr/foQcx7wxX/SseAb+A +3OQFt/UgcqqzmlM1AvsMD9juytaD7yv/TVU0jcB7Pjej9F49iF/9MCydNQIv +hvKviQrpA/K/jn3WPwLze8+uOaOrDxsbQCVgfASGfwYs79qtDzx+m9afmBqB +zTKT++2vEt8vbozYxTUKpq6ZvPkx+mDIhd/N+UZhOCz/xcIifXja2fdMWXAU +rjzgaZlk64NdgmO4kMQo/DtwKsmPywCYe6dHvkmPwpG5K1amLDOAN7z9wdUK +o1B0/MfaK6oGsOehaECSyigIxM2t/mlqAK5LL9de0ybul2y+VGCrAXzwVfXc +BaPg5v/he/EBA3Crk3ZVsxiFs2sPeK05aQDuYg4xPPZE/Mjk1uqLBpBj+tGw +2mkUXJs20z5fJ67ffWJtuMso6HMeBS8MMoD/9QejhH+EL34NNoDs7Y9/rj82 +CuluyHfuHpGPrkDb+KlR2NL5bENsiAHsmFco8vbCKPTIvRs/dccAEnLeR3j4 +j8JurWm7vgADsHOdOL8+cBRKxM5Y/fEzAPOJw685oaMgVajASjltAPc91qg/ +fToKe+iLRBYdNgCNFulFDlGjcO+WbPf8nQagqLpDiztxFJJfHt0UbW0Ap7wa +371JHYXsgOHNvVoGIBwZem3H+1F4Z/hsqmSVAcz9EJIwN38UnqK/jgOfAVjn +V8sllI6Cp8Bz0bMj+iB0S1VoW80oyOdz9dLK9eFCX2CYaMsovPXInhf1XB/u +NA0ks7qI7yUqTrxw1wdLF9O9HwZGYW+WjqqBoj7EnwlPjP06Cmc2/9Xz7NSD +dwrfb7/4NQonBpaH0m/qgethm7lJ3GNgcSZYP0lRDzJNngsXLRiD71z/qb3L +04X05ImMcaExOHYl4JQTqf+3ZpPrlo9B7sxCvtAKHYi1vF/kJTsGS7w5/UdM +deDJCY5ameIYCPZKSHQla8P/+oMx8v8bw8aFteH09Ytl8fpj8C715n9P3LVg +t0fpbzXTMTASKjnXlaEJ4yMiH4ttx+C52x72p98aoMC1U+r4ljH4meXwBNQ1 +YG7sC+E1LmOgMO/x863/qcON7r7wwQNjoG5tMLnQfyOkvVXKw+PE9Te072+P +UINr4sfORp0Zg+aPt66ZJKkCt9Cbkod+xPj9njeD96qA7LPR5Kc3ifvTfaNq +tirD6Mf1Ksn3xuBWoMEOa20l2HX2kGnt0zFoqkh8PcW9DrwKo8bnxRDjcVdG +tGfIQ45C/i/hN0R87PnZhmOroUQmbk1hxhgUbZcKzDOQhdBUp5Mr8sbgZr5l +8xOZVSDbXsaRKB6DwS3woUpvBXhE8PlkV44ByJhr2+6RgIs/+dW4G8fg8UC0 +XHyqKNj3Ny0caR+DsSQXv0ENIej0OMLryx6D/zpZz5cXLwLV4CL5d4PE+jqn +y6y5PA9MrQbd7oyPge2TcwsHVGaMxB7VVQj8GIMXp0fvC4lMGsVfurZF888Y +PPS/WX19R4/R//qD8dk+4dX7/wMasHI9 "]]}, { Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQjQ5mzQQDe4YPQSt6dMr3Q/gr7RlMXarXHmnbbwwG -m+0dfm5taFk4ASq/076hOlr4Xt3U/RBTDtgz/J8TVPV9JlT9YfuGMB/ZEu55 -+9PA4Ji9Ai+Dj8G9BVD9J+0VzDiD3NoW7T97BgzsD3BeVvT6vxhq3gV7Br+K -dVO8lkLVX7Q/8LNyR1XmMqj5l+0TMn4WusYuh+q/Yn/ANX+pvvoKqH3X7B2s -FiaknlgBNe+GfcMe/n8sTiuh5t20X/BI6LnC1JVQ827bK7yZuPzgoZVQ8+7Y -H7hXL/3i9EqoeffsHR5JbujfuBJq3gN7B/fuaRtKYOof2De472F0EoOZ/9De -IfZnnM10mHse2TckfF41+8dyqH2P7RtyJB4nWi+HmvfE/sAWvTUzE5ZBzXti -z+B+ySMyE+b/p/YJ3s/+Hg1bAjXvmb0CwwpxCa3FUPOe2x/4Vbt//pOFUPNe -2DMIBQuebl8ANe+F/QExzd3RWvOg5r20d5Dk+SAuOxtq3it7h0uXd5x7PR1q -3mv7BrvNuzRmT4Ga98a+gTtRZoPBRKh5QL5zr21KWjfUvLf2DDzlv66EtUDN -e2fPcIjLP3dqFdS89/YMZcdtW+ZmQs37YA9LfwCHSyyT +1:eJxdmXlcTd/3/5EpSVQyi0IoKlOIVpI0EIoQhSSpJKGRVBolaZ7nO6ooiVJZ +zZrn0txtngcKoXd+55xP339+958e69G5++y91+v1XGvvu1nvnsateXPmzFkx +f84c8u//98m4rvlfD3vncZhc+d+itrubsb6qTEufowkBoZ+2CAvswQNWd8V3 +d+gCTXqf3ivBI2hTbnqwUe0W0Bn7daN1jqPAJi/fKQdjUP71dk0olwoaNHj4 +2nDfB+YS95v7p9VRXd7J+vbTh6BrxtmQGquBX78k/s0RsYKaDPEq+vcLuODe +irWeE7bwyYhR0mV0Gd/tZ9Tmf3sK36zP8pov1cHFLz/6f1jmCBo/BNVYxtdx +cvkBr2OyTnBGd00y3tLDt7Hl9c/sXGCeVYrc04f6aMKO7tld4gbj70yf23oY +4C3nin2TAh7Aelq8RyXCEL1lLuXVXPIE4bZCmf54I5xAWb+yYC/QLr8TfOmj +CarwHa02G3oFumcTLoZkmuI7tvufRYt9YMU7lbT6a2Z44C3X8XgRX6idv+xH +oe59rBOOi9OR9QPbKNH22CvmGPD36b71Gv6wyPm55W2tB2ii4NjaZxAAZu8U +PguceYgGk0mMLOtAyN1+Kpl14hGaruB7xXgeBKN9DK1thy0wJJj6wJxxDdYL +CUvkvDiXG8wIgQn5s6zm9VaoNHSAl5kUCuVNEVoCPNaY+17FMvtTGLhkyiXv +/WWNVwfc5w5kh8OmAcnPRzpskN/9V9yGLxEQpmNuubvIFjt9fSyuFUfCn7UL +2xe/fYx9TglSX29FwZHNQ5MlPk/Q+NH2A849UUS+NqdZPrRDu3WfSg7pR4P+ +Yrb40vNPcYOl3rfJjmhgTMoz8lbbo5rbZuYH3Rjw4K73tHSxx4Vnfg3bNcVA +R45v6cYJe1Qv6co5fSEWmJts9D7pOmAG1CqlVMSCwaL+7KwiB+wYTQk4qUqD +mCtHdFj7HDGvwe3d/HwaXN9gue9+pCPq/ncqZBjoEHIq6OS6Jc8w+eo89X+f +6KA5EBnAePgM836yyo4cYIDnhOdmgfZn+LJEfg09iQGKxnr911WcUKC5SOrg +LibYnt0w5JXshBpbFQV/spiwO/bzjqgNzqj6+m1u2xYW6N9Uonm7OuN/d5bC +9ygWCHm/19b/5oxG+touUhvYoCzBfXr1FZfZ/LDh3z5F24Q8F3zMXWy1S+g1 +7I671SO62xXXvB8SHfZ5DW0v73rYBrri3eCZkDq+OODmXLn7fo4bPk2b1zbw +Ig4+REh5lN9xQ1XBqeHtS+KBUzzUXVTthuXsti8+rvHwXN/ThiHrjkttPpiK +LUiAROOVp/Rp7rjA+WlHr2MCXOQ8u8zF+xw/FR/aVDXnDdjlNMQ8e/Qct6v1 +7Oy1ewMi/ILbe1qf47mFjnO3/fcGTlbsHxBT8sB903y0V7ZvYfD30V61Nx5Y +KuHFv+3PW1jsIyF8TugF9v3yDTc4kghXlzCNNtq9wAfqc10+2CZCZJ1GZEjP +C1wS4pUzLz0RyickM/NPeWJck5ym2p9EGNSXy4tM9sSLy/kOvjqUBN+3273f +vvYlLpOdc7/KKgn6Yczzuv1LrNDmn1mWmgTFbO+zJ3tfYvC9E+3Kv5IgyODW +dIuaF5pZBws+PfAONC2MvDcneeE5q2URSY/egZ1JpesSnld41IRmy3n/DpRP +OqVfOfoK91y4ksAz+Q7cSipvOt17hXupTzLI/06xd4p+hXILJXgvmieDSeVe +/qs1r/B8+QlZy6RkWHFOdTXPAm986GGf6TueDDttf/t4H/DGqKMtvvGS7yFD +/Zjj2G1vrO2+9Dnb9D3klGzu3RLsjSsdfh6pSXgP8D3ks3SxN17nT+HrGH4P +e3LieYT+euOHIL8DQ+IpECZ7saxK3AcFBf2TvhmlwGPdEK5bV33wqdMH+0l2 +ClTvtHhT8cIHfwxMxU70p0BU1GDZikwffKh4dd2Y2AfoxF83xEd88J8vp7fX +4AOEuYUbrd/gi8ekhHa10j+AgSP32d5Tvthj5ilY2/0BGvbdsXn+2BfHLiiF +l4h+hB+RGQOL433xUrv8l1y9j5CeyxVxo9kXxXif+GREf4SdUXKBfkv8ULv9 +z0wK5yMo7r9bF33Ij/j+p6WJwqmw6JnXJXdDP+w1S09/rZsK993pm9QC/VBR +aoaHEZ4Kbspvd/Xl++E8P8f/oltSQSkr/qnOpB9uC1N+FbEuDRLHw4XeiPhj +vPLZvFDtNMhpdPzecNZ/1j9p8NT2ikCbnT/2vdyyPKghDXrrxKwz4/0xcPs3 +scBVn2Civ0/Uson4vsE/ToDWJ4h/HyrAszgARVTOyAb6f4Jlh44rW+8PwOkK +zoGg2k+w1qItO1svAA//Ta4JFkiHMuO79t1eAdhSXLgiTCMdJNaOP+vICMA2 +OeFvEd7psMfBoDR1IABPXPx4P6YyHTqjKi8bCQXiCkFvXwZfBshZ75b4qRCI +co/iteLUM0B+if3xq/cCsdKGOz3RMwPGNfMjw0IDMW8LK+tDaQYoac3If/wS +iEcO8XNn8mTCwf6lnXETgahpV7U/VzUT0jjVR22Eg5BvskepyD0TiuHseRG1 +ILwTcuZIRWEmGC5w3kqzCEKD+8uE6hZ9Bj/p+0n/ooNwvrVIbZPSZ1DPE5za +VxaEx5I8LDjOnyEg897v41NBKLpW9b+evM9wb4NjioRoMMYm6xgOcSHUdKlJ +jJ0OxuInBR/HFRCKl5fpeFgF40srp6EfDginaAtU58YG44/YQK6/WQi6ET/G +z5YF4//agiz4NxOmYfMrGC8W6Jo5CmfBnoK/pk82h+DfLf3V8yELhidWKGmr +heD4ujAxV90s2O/W/nX5oxCUibMx5bbLgmXP9LdER4RgefUzpkd4Flh0R4nz +FIbgR5+P1byZWWAS7zei/o34/uDKca+WLPjWBEYma0PRujni34rpLJhvFhN9 +83goauprzPVblw104wzffSah+MRZ6sdK2WyoLvOUb/cLxd9yh5oDtbPhVYAQ +62ZmKBa8MkleY5MNrflaxdk9odhpU/wkNDgbPl5RZ/7mDcMNT+8qbEjLBs/c +gxE8B8JQQdiMO7IhG4oMzy2b0gnDs1eqqzdNZYOBWtCvz85hqLzXLyJmVQ6Y +GPNqX08IQ3FmiskWmRxoKEzc31Ibhr8/HDjK0MoB9k3H53umw/Ct3qrl2y1y +oF3W8dJN0XA89/piD9s/Bx6fS4w0VQ3HFs9fGeIpRExbev38/XDU4P0VkFCb +A737AoMFg8Lx3XatB5KTOZA07+ypt5/D8W+7oEaSQC508cpYbekJxz0U33Lh +qdapDQ95IlBTJEkoRSMXHFu8ZCOkI1A74eX0AfNc6IycWxNzMQLVa0u6U71z +ISEqusvhSQRuDzSsOJyUC81t9+7Kxkbg+A/9jIzKXDDTNjGrKIzAqPGsOLnx +XDASCBw+OhqBR10fh2fx5UEp93iHi0AkZqUFeitI5oHXUcuzrw9GopQbv1ue +eh58eiNxkKUTiW7fh+2VTPNAVWd5sL1jJJZPbXtc6JkHiioiD/YyI/FPSJa1 +akIeRJjrFWSVRKJgY5p1aWke3Gis9Nk+Hoky+W9s1IfzwGjLaOz+JVHoe1/W +tpInH7YWWL9WXB+F69uu2WqI50PbOR6dY7ujsHnJetta1XwI/hKTLi4fhcW/ +7tloGeWDpph8AZdGFI7Srlg3uOcD7/2ux0U3o/AYf7ulNjsf8mkv2h8/Ip6H +P49aCvPBPkd2dINrFDrsSnig258Ph4rHWfFBUWjW/MuMs6gAJtLj+Ha8jsKX +Kk139cQKID7QRMQ3PQrbLc8bdSsVwC2dvR2DpVFoQH0KYBPvnFNSbcR8Vy7X +63cugEZGtd7NsSic53ROx4heAN4747Y6zYnGTck7Lw3nFYBakLufz4poNIkJ +1TDtLgCu8btvX4pE48g52qlxri+QIX3JwmpvNEZkKyqZi36BhzrKA2cUo9Hp +22OYVPgCux/ILV55IRpDOk4dtND7Ar3mh2u+3IrGXu/3UlMOXyDi6hFVQ4to +vD7v/Xab6C+gJaV496dLNPLtVds0nfUFlo2eO2IeGI2jojar7DhfIM//1sdm +ZjTOr5NfNmdOIdiJPW3bkxqNMRdb5jsKF8L54NRvloXRKJ7p/pcLCsGwQ1w6 +riEaAxeofHfWLYTUfw1hpf3R+E1q7cAiu0JQmcR9LVPRKAH/tbuHF8JK5Ew1 +Lo5BDanv9TyZhSB8XXYgf3UMXp3/u8yzpRBuf61YELU9Bs+lr8jnmy6E4S0R +6oYHY1DswpEM73VFkKDMyN2oHIMDVVbJArJF8EahXz/3Ygx6SX957a9dBIP8 ++nu0bsfgpodiMatsiuBW2hqJrxYxs/WnCDYd4NZQconBqegN3uvSimCl+x5a +rH8MHvZMdgtvKALld/4iY7QYvH3lir3wVBGkJe0p2/4+Bm2XrrSKXlUMhq7c +tLO5MfgoinNPVKYYNPeuZRpUx6DWqs+36VrF8DhFv96og3j//YRrYhbF0M07 +IK0zHoOVCW8usv2Lwe0IM+3oP2L8suwz4inFYHQs8u7SZbHYU9F7MqGW+P/6 +qtNF62NRNWWDvORkMfSUHdF+KB6LQU8MDiYJlMDTC50+vIdjsXh7ttTevSWg +lZz9y085FmlHRHekaJSA+n6b4iUXY7FdznGzjHkJqOyIO3XvVizaSbatSfMu +gZNe5+1yHsTi42Uy/LJJJaB02+LafMdYbGt+sSSzsgSUk5aP73sVi/TA9nkw +Tox3V1TqfATxvmOSf7P4SuFC6BthvfhYvNBkO6EgWQrXZd991v0Uiwo38ofy +1EvB9PRuXtXCWHxZz9OtZFoKdlUiPFvqYxEOn2kp9CwF7y9eqcNdsXj+hVet +akIpMCUfraR9i8WyUuoD2dw1m1X/xSLj78J89eFSaL7Abm1bSsPW1XKZlTxl +MCUwpay3loaPt5inaIiXwRpFvFkrRsQbYxNqVcvgSO/Mrv37iecXVtG1jMpA +788HppMCDaNa/4Y3uJfBc/u+ypwzNCyKEQ3QZpfBR6tX7LGrNDynpfyypbAM +ujuTpHmMaCg3dcdFt7+M0KvanZWWNHzu5mbHWVQOyry6Z5c50fDIIpqFnlg5 +2JX19/54RcPTDzNMu5XK4cO/IYnScBrmVFQRPCiHb7G3Rbxf07C0p0e337kc +Lg8uXXziIw3pjn+0jOjlsJbLc2N/Lg1PMPjODOeVw97Rvls2lTR8c3brSdPu +coiN29D2t4WGXQ6yMM5VAXdkd7uaDNCw55CGjLloBTwPX3Oj9AfxvNUdyUmF +Cphb3W68bh4dj8k5iFnoVUBlgz3z8jI6RjwPFp5yqICfSdMCrmvp+EXn3Sqb +6Aqw0NFMit1Gx48fS/imsypAtdnp6ds9dLQM6llkx6kAa3Fvu9dy9Nn+oBLm +qFu98VOl4w5L3uksvkpoUzjMZ6pFfF963ZSDcCXwL/kadUCPjnGSOyYVJCsh +Jlb95uhdOnLdlxnngkpw4YvW8remY/aPE8N56pWQc7rcRtyZjt2Z5/uddStB +S7e+IvEVHY2LbhL6qQSFY2kXtobR8dLqB5xFdsT3f1osdWfS8fVrR0JPlbDZ +jm+y+R0d9ex9GtzDK0GowXHpxs90tAuOIfRVCdfnV104U0TM/+e7Sp7MSuDi ++lNxr5aOvf65hNwqYabmP5un7XRMO1db6NlSCTX7j/nbDdLx99yePPXhSpjX +t13n7g86shk/svimK8Gr73212hwGUT8WEnqsAguZnh9reBioXSaU5r2uCtLq +0wq+rmTglTNihD6rQDt/zwnnTQwsyZdJEpCtgvNcZ++LiDMwXkqZ0GsVxL9a +ofZ2PwP/eF1i+2tXgc5dy2pxeQZmdBkS+q0C02CHRUGqDBwSt45eZVMFDYJS +gxPnGfjc0J3QcxVEtDvawDUGhlJ8q4Ks39apNncYuBaJ4dhVADdX0ugPGLi4 +kZheWhWsWX/haNYTBt7pKyJwWwVnthxyKnZl4P7BRmLAKuDYZlvleTPwYceA +s25/FZSJjK59E8rAzWW/HYSnqmDlGjRypTPwWAI34YdqSNfdZ3j2LQPLHNbY +RK+qhrSJ0wLcacR6VXcQ/qgm8sFjkpTDQJnFh8xFZaqhnMfUXKWUgUKflAm/ +VEPXy4fbquoYqHf9khFdqxo0bgi7KbczcNPf24R/qmHjM9PAt/0M5Pe21BOz +qIZPYjNeC78zcO4OV8JP1RDhaJRw+i+xPzmEnf2rId83ecxpPhOrdBmEv6ph +75VGrXheJiZPE+lIqYa+hubOXCEm+oQReMmrho6l6b4lwkw0lqtTTaiths2/ +LO7kbmeiQichv+5qYAXy6cdJM1HAjZDzZDU8HHV69uwwEzsk5xN+rAGXv/Vf +1I4z8XWjgGySQA20fl4gPf8UE82dRQl/1sDjgysw/jwT91H9Ww1cN/x9/4QO +E793EsMp1MBz9c8q5beI7/sR09OogT+D15ROmjLxmjKxXL0aSDzadjvRgonL +Z+4TA9bAa6VDb7ifMjEjhUiHQw0ML7i/RtOVibfuEen1roEHts7sF15M5BEn +5BJdAwpMC90PgUyM708kJlgDWu6KBysjmXiSRcg5qwbebB470MRkIucOaY8a +UDez0K59y8SHuwi7cWpg36OmmM8fmbhgYowLxmtAV2rd8mBkotenf8SnBsqj +D8bc/MLEMUdiOL5aqGZMe2+sYOJPVWJ6wrXwdr306uJ6JtL5ieVK1oIhV/0+ +gzYmzjTKETyohb/aQ33fe5g4J5pIh3otGIvelzYbIeZ7m0ivbi18uHp7Rdsk +8fwuQi6mtdCysNz1yDQT/048ISZYC22b6X4eXCyMSiPk7FkL6QnDMiVLWDhm +R9gjvBYevqbd/7uChT3HCbsl1MLi1WXH1q9hofNiwr6ZtWD58xZr1ybWbP2p +hewT9+iSYizMekUM11ILAwsGDorsZqH2eWJ6w7UweKBGb8F+FkasIpY7XQuF +DbtEG2VZ6NZEbB9PHTwdmrIOV2DhhnAiHevqgP/evtsaKiy8co1Ir3gdON7k +DP46w0KFzYRcZOugrHB6/kstFlZ2ErNTrYPJCPcUQR0WLqERctYm4h6XaY+b +LBzUJ+xhVAeV4ZONE3dY+GArYTebOnArqD59yoyFrB6SB3Ww8frmS/4WLHSk +kzyogxdGnKnyxyyUvUXyoA6eWR41+O3IwrlbSR7UwevVBvWC7iz82k0st7AO +Fqhrq2z2YmE6jdi+hjrwWrUWN/qz8K0+kY7+OlB/RJfhDWVh4hYivVN1cPT2 +9LvhKBbmdBNyWVQP10Y2SmcyWNhFI+S3qh6SFvG+s4tnIf8tQs5i9XDgQ8F+ +6XcsPLuVsIdMPYxNqWXUfmRhWA9hN6V6aKwIO3Enk4W/idXSteph4nBa1WgO +C29R/XU9HDscff1WIQs524jhLOohq+z899IyFhr1EdNzrof7P2pcttawcB6L +WK5/PZxP2rjxXgOxPyRO6fVwZ+7+VHYrC3V3kDyoh8QeoQt1nSwUHSTSm1cP +23XzJr/1sfDXa1Iu9VBrdDTw3zALG4xJHhDP8zgemfnGwhIJkgfE++V9ukd+ +srB8hLAH11eYt8TUq/wvC5vfkDz4Cua3Vx6NmsPGqXskD76C0GW3Eb0FbNwm +TfLgK4y2FUQJLWGj9neSB18hvyXtefoyNnokkzz4CqYHVNvPCbAx/SHJg68w +MGQZ0biKjX37ie0z/wp7/1Mo1FjPxuW/SB58hdNGcVczN7FRJpXkwVc4vDfp +ypqtbLxMlo/orzB58Xy+wQ422h0m5Jf0FZ41+AXTd7Ex/C/Jg6/Q+d68oU6a +jakZJA++At/IiMOv/WysIu3GIWKHhQFLDrNxkLTv+FdoN8sQ5JNj41yqP2gA ++wy+mfkKbBTIJnnQABM352gMn2CjiCPJgwbYd/vl8nwVNkoeJ3nQACcL0g55 +nWajLIlTaAAJB8cy1XNsVCTxrN4AnYH9Jb/Os1HZheRBAxgsGd4XcImNqidJ +HjRAZsOLxduuslFtMSE/uwbonleixLxGPE+WN88GaHZjjK25ycYTz0keNADD +SJjLzoCNR9RIHjSAHGu/Q80dNu5bSvKgAVjHBu6svUvkhwIC8f4DhzM1zNi4 ++iXJgwbwrN2T8PgBG5eeIXnQAIq3W42DLNg4ZznJgwbgHjv0m27Nxgly+3ga +odlY+QL9MZEvMh3rGuFT62L7gKdsbCLTK94ILEVba2tHYn9Jucg2Ai0q8pi6 +MxsLSfmpNkLCt0cNgm5szCDlrN0IOTIzR8ues/EdaQ+jRuK8d9Dc0pONcaTd +bBphdeyWRwKv2BhDrta9ES4U5ihF+7Bn+4NGiOnk79vkz0Zfcjh2I0x/E9Ty +CWTjC3J6aY2g/7PQ90cwG53J5RY2QuPY7ijVMDY+pravEbTblGy9I9hoTaaj +vxEGs5dvLY5i430yvVON4BLyInwyho13SbksaoI9hp+6l9PZeJuU36omGNgZ +8mcjk436pJzFmiCxU7x9I5uNuqQ9ZJrA0euez/I4NuqQdlNqAn3pW4KT8Wy8 +RPGgCTQKl94qekPEFA+aQP28gdOrRDaeJ4ezIMavWxir8o6NmuT0nJvgw+ln +3yaT2XiGXK5/E7xPb77nk8LG0+T20ZugQ3j5RpGPhJ7IdKQ0gbzNpunYVDae +JNOb1wRVxUuXrP5E6JEqH03gu6LupF06G4+R8utuAid165T6DDbKkXKebAKW +w2+NzZ8JfZH24GqG6dcXNukiGw+SdhNoBsdizw2eWYTeSPuKNsNhTrTqm2z2 +7P11M2wa9mZm57BRihxOgfj/qM6+L7ls3EVOT6MZnHoXfPucx0ayu7LQa4aZ +WvdWVj6hV3L7zJshPm3gt1MB4TcyHQ7N4Oq3VUnzCxuFyfR6N0PgraM5AoVs +XE/KJboZ6iWkTQuIWIiUX1IznBico2pcRPiXlHNWM/SGx1+YV8xGftIelc3w +6eQ+bw8i5iXtxmmGjL7A6YUlbFxE2ne8Gb49+Rr4kIj/95tjC1xYMqFXS8Rz +KB60AHenlee2UjZOk9MTboFt2r+UjIn4F7lcyRZ4Y27qFUPEE+T2QQtEircZ +lBLxKJkO9Rb47aRU1k/Eg2R6dVsgy46Z84uIKbmYtsD46rknfxNxFyk/uxZ4 +rqmpPULEbaScPVvAc3fEdA0RN5P2CG+BaXbHrgQiJrs/1YQWqM3fMGpFxNWk +fTNbQMhR46gMEZdT/UEL5LQ9XddPrKeUGq4FGpvpbh5EXEhOb7gFtK3znDYT +cS653OkWUPzYzPea2K/PFA9aIch/aMdWIs6geNAKlwQnq32I/f5A8aAV7Pf+ +WDJB5COZ4kErCE6MVp0g4jcUD1phhWaHmAeRz9cUD1rBSrN0aS6RbxrFg1ZQ +nnxrP0LoIZbiQSu47H/xbAkRR1A8aAWJVTdWriX087+fG1vhcPDuA+sJfVHD +sVvh4OcewRWE/vwoHrQC3c2SM0XolcJfYSs4TXUF1RB6/h9OW6GCV1wumtC7 +E8WDVvAsPFV5I5ONFO6nWiF9u8qZlYQ/qPKxqA0u796Unk74iSpHq9rAsLFK +4EIaGx9RPGiDnh26lzsIP1L2kGmDGuF8j+sfCJ5QCW6DPekL46rfs9GY4kEb +zJ0W+ShD+Ps2xYM2kOtck+iVxEZqOIs2GLs75N/0luAJxYM24I0MNFxN8OMq +xYM2CH+0cbsKwZeLFA/aIOzb01qT12yk0pHSBksFMu4+YxG8oHjQBsON1RMv +GES9oXjQBkeV8gzcaUR9oXjQBtMXXxVYEfyjyttkG+zikxG4QvCRKpdc7VBq +nHpKiuAnVX4F2qHtruCDqVA2UuVctB10V6q5JBP8/d99bzuo6111uUHwmWo3 +FNohNJA7Zh7Bb6p90WiHPVMCiwMJvlPtkF47rHCyTd1I8J/aPvN2OCArnxxM +1IcNFA/aIXaD3tQiDzaupXjQDlfEO1zvEPVlJcWDdrisn3njM1F/BCketEN0 +4U/nhc/YSMk5qx2kL3lOHrNn4xKKB+2wSMAhwewJGxdSPGgHsd9ViT42bKTK ++Xg7vFpiP8O0ZM/eH3BA/qRHQOJDNj6l9MCBg28nrOLvEzwgh+fjgLVCGj3U +lI3UdFZxgGtuy3o7Y6J/onjBgdrBK22ahmyklivGgdF/BwfX32IjtT2SHDgj +/0C+8cb/6YcDf+OWdLjpspHafuDAsMK/EvErbLxH6YkD2xecm5tzkY1UetU5 +8Pr7P3s1ot+g5KDFAQuepWqFZ4n6TfGGA+5nHl07SPQr/7vv5UD3Z9nPoSr/ +xx8OCJy4EvD9xP/pjwORZRVCR4l+qIPiEQdcLwWDLdEvXaP0yIHino/LE4h+ +irKXJwdMHok/rz7AxiuUPjlgvGgybmgPGyn7hnOgIHSFxdTu/9MrBx7vceqf +2vl//OKAT4ka18i2/9MvB+bdNiyoFSH6C4pnHKic3ySduJGoh9SCOfCHFnXi +6Vr27PmHA09PZsxVECL0TumbA/rDEgZTK9hItVMtHKD5fjeP4WWjCqV3Digc +5d0uz83GAop/HDgy8Ni5aj5RLyn9c8A78JiHFtH/5lAC4oCS8pVDFUR/fIxK +SAdo/S3ykv3FmuVjB+Qker4M/c7Co5Q/OuCFIWP/2AhxHqF42QHJIoLOBwZY +eIhKcAccaK9/fL+bhR+pBXfAyojR9VHtrNnzdgecvXblVk4TC6nhZDvgzKp8 +54Y61mx97YCHn2oSOitZs3ztgFxl11ZOCWu23naATE67YE0BC+MpQHZA7bZW +zbRsFm6nBNgBgRZPQ3wzWMig+NsBjkkF/TeI88wWyn8dEPD1ndwW4rwTQ/G4 +Ayr7j4c1EeehTZSgO0Cyx3quM5OFkVSCOyCt9LypaAwL11P+7ADDyNrOlDDW +7P11B8jr/NY9EsjC1ZRBiHhhbucHbxYGUfzuAIMQadOtL1iz/iX2a82JuW4u +LPSheN4BO5z+C22zZ+EKynAd8KVRW26HLWuW7x3wfK1O/+1HLKTkUtkBFkrz +Q0LusZCSX0MHuOuc1cwmzp9Uu83pgLxrxwRbiPMp1Z73d8C2019bBonzK2W3 +8Q54s5U/YeQiC+2petAB1we+OXWfY+EMeX3wrwMOB1noV6ixZutDJzQ03Xn8 +5gQLqeMIXyc0Xvb/zwFYaEnxoBOOrPzdp3KIhT8pHnTCfF5/2YV7WUgdj8Q6 +YfexO1MfJFg4QfGgEzKTHm28uo2F9ykedEKS7qeEH8IsHKUm2AkLlGUYz9aw +ZusL8fzd4UULBVg4RPGgE5oqGqsfL2UhdXzU6oTLpv8W9i9gzfKAmI+KDu3k +P+YsDzrB/vrE69Ap5iwPOkH8ffba7m9M1Kd40AkHFQsnNg0xZ3nQCazliw5o +dDPxBsWDTni8xq7DspU52690wjvdXT+965mz9aoTTnEEH0ZVMLGFSggRR+y7 +ElvIRG2KB50QF/QiLiSbiQ0UDzrhXsX6Wy6fmHiJ4kEnBCn0uBokM/ErleBO +EP3eIyAbz0QtigedsLxtI/d8OhNrKR50gt7CV7ezw5l4juJBJyxi0248CGBi +JcWDThjmKtyx1ouJZykedILAqj+Y4srEcooHnWDdeXiLkj0TT1E86ITNBs+1 +SqyYWELxoBN4Yvq1TtxnojLFgy6QDriw9f0dJuZTPOiCcIWq7FV6TFSgDNwF +KswrEmbaTMykeNAFB/Im9TM1mHiY4kEX6AWHGf9TZc7yoAuqtmnKHzjOnO2v +u8DeZHXXDVkmvqV40AX3jIY1HfcyUZziQRdEbarwCRRnIpPiQRcs98qKjBZl +oijFgy7IT8myiVrHxHCKB12Q6lch6ifAxNUUD7pgWHwk5DEPE/0oHnTBTds1 +nMtcTFxK8aAL1jw7PyH+l4HOFA+I8Y9H1H4n7zMpHhDrS//57M0gA20oHnRB +1pDO3GudDJygzvNdYFtbc2p+EwNNKB50gcWjSwYRVQzsoxqqLhCOcXXcVcRA +PYoHXdC367+6pCwGtlMNRxcUrU67Lp7KwCsUD4hYL10k5C0DmyjDdUE3z/z1 +MwwGXqV40AXrBX1PXYxgYAt1H0Dsl63he7o/A69RPOiCzmNOmgMvGNhNGZj4 +/+3eHSJODDSkeNAFq4dfypy1ZeAo1QB1QXvFk8cPzBloSfGgC3L5k6c87jBm ++4NuyH6/Oz74OgNfUDzohpaU8YCwiwwUos4P3SAo9DvVT52BsRQPusGw7iS/ +4wkGSlMNZzc0TbTE6B9hYA7Fg264fT/V6MheBmpQDVk3LFdvusO9k5gvxYNu +aHBXiCrZxEArqmHphk9bvvE+W8VAXuo+qhtSN/a+k1xGvI+6j+iGWsvNXlXz +GXiYAn43LJWKjTH8S8dqCoDdcOOk8cjkNzqaUA1pN1RlWt+z6KfjXGXKILCN +T+76SBsdX1EFpBu2fhT7dbmOjmvJ63S7bihPObAvo4SOweT1u3M3bOYxXiWY +Q0f+YtJw3bDpY17UjVQ6OlEHgG4oSjteSXtDxxGqIe+GtQL99FYaHc9RDXI3 +COUmbV4aSsd4qmHthsyiqONS3nScoXjQDXxiKTyqrnRUo+4/umFJ86j15SfE +/CgedENSz+mXug/os/1BN/xTqla+fIeO8ykedMOfGVu2yjU6SlE86IZIXrVE +yQt0vEQBtRtGzEGHR42OVlQD3Q39uy8ntsjT0WsXabhueHEsiB17gI4R5M9J +00T+Xk8rX5egI4u6T+uBGiOXl/wiRFxG8qAHLBz223xaRcfYBNLAPZAzyr30 +Ei8d/TxJQfdA+jsuxaF5dLS/Sya4B3TLREQeTtFQ7zS54B54LXeb8X2EhnK7 +SB70QNTCqkqDLhqK85I86IEM7VstlQ00PDlC8qAHbM12zJcup6FHGcmDHmg5 +uUHZNZeG0wkkD4iYI8+qSaVh0EvScD3gIOu3RegNDa/fIwXYA0UXV2Wqx9JQ +8yzJgx54u7/4/pMgGj6QJnnQAzJ18QoxnjTM4Cd50AM3D6BkpiMN90ySPOiB +3ZfnHiq3pGFNHcmDHog4+kC3zoSGMR9JHvRAfJdgVPUN2uz9Tg9cU+v9L1+L +hlm2pEF6IPlhn+VbNRou1yV50AOMa6uXecnT8Lk8yYMekFtqnaW/n4bSoiQP +esDKhttLaicN5y8kDdcD518XWX/fSMN5AyQPeqAiNM3+tQANJUpJHvTAmHpj +7KXFNLR/S/KAWF/u9q7p6Vic50sauAeW/2HKBX6LxbcWJA96gP+71gex3lh0 +0SZ50AOpcftV3zTFopscyYMemCOm+GdnRSymipA86IXBm44F4bmxaLeQ7Dh6 +YV+8+ejC1Fg8OUDyoBdiVQKTDOJjcXkJyYNe2HNknC8zKhZb4kge9ELnsyfc +S/xjMd6D5EEvpGyCiNPusfjYiORBL8Tz7y93fRKLp5RJHvRC/uVrwan3Y3HT +VpIHvfDvR+a/9luxODWHvHDsBe2+s3NnLsdiZTPJg15o3LU6gl89Fl+nkDzo +hcdFAvUbFIj1vCR50AtHPh1nCx+InT2f9sLmOaxVq3fGovJRkge9sCNUfvOi +jbG4U4DkQS+c9eAtGF5BrKefBGovhFcuW1i0IBZ/pZM86AVuY8WO0N8x2P6S +NFwvhGi/uXhrJAaLr5M86IVTkafubO2IwY/SJA+I9x0SFmqpjUHGXJIHvSC0 +fZuue2EMBlbGEwbuBUmTG8d2ZcTg84j3hKB7wXBBFX55G4P2xiTwif2YeNh4 +KTYGrWRIHvTCcZnTLzkBMWg2j+RBL3RXXG7TfR6D5RU1hEF64da3z8tqn8Tg +REwzIZhesK+I0pe/H4Pdtl0ED3pBxuhfe6x+DIZqkx1WLzzPbrKfuRiDa4Hs +2HrBom7PybNqMXh9B1mQiP2nL9obLBeDpmtIHvTB1r2XFRulY/AkH8mDPuh9 +LGa7fGsM9iwhedAH8s/Mv8qtjsFTS0ke9IGM0uHL+jwxaCtA8qAPivLt5jjM +ROODTSQP+uDXXPkyv2/Rs+eFPsj68wQju6MxTY3kAfG+xINfo79G41IjsoAQ +sYiZYGhxNG55SQK1D/DsFkuPzGicl6pJDNgHP2Uv/DNPjMb4PvIE1wfFXfMS +zsVG49oNZAfYBweUd9mLBUSjxiUTIiF9cOxOrdWkWzRqBj8kJtgHfUpTAam2 +xPOcx4SB+2B7R1DTA1NiPAlnQtB9wHXww/FtN6Jx/lNPIsF9YKV2trpCk5jP +V39iwX3gse62i5kSMd/9EQQP+uAw68+1xYeicY4zgzBIH5jkHY8LFI9GheQ3 +hGD6YO5x2/cbN0ZjJX4gNrAP/olG24Yvj8bXrz8TPOiDm7dT5ghyRWPNgwLC +cH2wmzf1uOOPKFRbV04IsA90V7IV+/uikC+6jkhIH0w9deNSaorCjQtaCR70 +we9TWvahpVFod5L8gagPrj/mT+//HIXihkOEoPtg17LM5F1JUSh6+zuR4D7Q +m6dlZBQbhSaK5O/NxHwutbZF+EfN9gf9MIdfc0WJaxR2BZM3Dv1wZ9fHuWPW +UbiCnywg/XA4jjtxiUkUvjQUIHjQD/c9VNdv1I3Ci+FrCB70w4pya6UdZ6Pw +XqIwYbh+WPkgcLeEQhTWRm8leNAPzjaxtdv2RaHrfXGCB/2g1R1+cM22KHQR +liZ40A9eiS7aXKujsDruAGHgfpBq1zncwx2FpkJHCB70wz2OUuKTX5Gode0Y +wYN+0Pzy5vam5kh84aJEAhD+mE+EvPscicteqBE86AfzLkHVfTGRONR5luBB +P6R4OQkznCNRakaL4EE/MEeT8xfficTWVh2CB8R4c2KPXD0VieMOtwge9EN6 +3jmnKMlINBm8S/CgH+pls8Lq+CNRfZUlwYN+eH9r1PnvjwgMXOxA8KAf5BVa +gL8xAlU/exA86AfXKvfiNRkReONgIMGDfvAU+LWVPzICORaxBA/6QXHxFo2/ +DhFYZJ1I8KAf3r1dfqZOPwJXH/tM8KAfOrgz10edjJi9H+2HLKEd6Vd2RuDI ++haCB/2gXX9+52LeCDSTHiZ40A8JyvJG9LFwvLrkP4IHxPzvDtnsrQ7HROYy +osPqh2cntK6+ex+OJtybCcP1w0yF/TKRwHB8IbmPKEhEfnmNvR2tw3HNWmWC +BwOw4T/Bnpor4bi46CrBgwEojLTjFpILR70j5oSBB2DbD+aM8qZwFHnoRvBg +AI799yrPZF44qppFEjwYAIHUQ1ccusOwXuojwYMBCNsak+NSEIblKRUEDwag ++UTxn8esMAy53kvwYABKBe7n6z8Pw0SfKYIHA6D4/EK3nEkYLj618E2t6gDc +Ylte5FEPQ+YLPokUjQFYef/rxmLJMPQ8L0h0bANws+PhYdsVYfgpVpDoAAfg +1J8zrzdOhKK4zXKioxyAknRD0/e1odj9ddEWGfMBaN+KLkc+hGJHxh+CBwPg +e1Bz4kNgKG7bMUDwYABqJ7a8F7UOxXfrawgeDEDqxX1Fjtqh6BSYSvBgAPbq +O+yplQ3FMKo/INa/Zun4qg2h+FfEguDBAAxa1M5VnwnBiL3qBA8GYPuTptsW +7SHoUrKZ4MEA8EhsFPHOCsHUwfFX69IG4PGzSKmI6BCU8E5fNp01AO7PdH3D +HUNw6LPDi5bCAdglcUXV62YIjj44viSzcgAMn/hfeKAYgvsT57iFNwzACUve +FJWtIZj3IG2BHWcA3q3JNeRfGIKhn+8+0+0fgA/6H8zKeoPxw6sNc2F8AHQv +9ZXafAnG1YOFdsJTA+A/eeHJWlYwYvG96X//iPEPzXOMdwvGBZabbTiLBiHq +9/Z06TvBeGTvyK8svkEQWLyIO04lGA3/VT+KXjUIJfphxqt3BqNrc/WEg/Ag +vOMb6LReEowhX4bv64kNQvPiEdOKwSCMzN00riA5CLJnWXxrSoIwsMLUVFRm +EL72rM3XigtCp6H6YS4YhLgiRS83jyC8teqycbfSIHz4u9X0jXEQHtb8MZCn +Pggztp9vFKoF4UxEnCFdaxDcVJcZ1YsHYeof2z5n3UE4fnulawNP0Oz9wSDI +V9eklg8F4qJOI+IEMghmHir/UksCMeyuO1FABqHFx0I7MC4Qt3DndC2yGwTH +fu3iOx6BGPFe8Ga/8yCYvPipLmUciMvMHDoLPQfB3U6lf1A1EE1lF+ux/Qeh +47NmQPDOQMwXYne4hw/Cg9MrLx9ZEohL5+nfMKIPgtLOl1I1AwGo/N/BDtWE +QVC78Hm9blEA2izefkM8ZRA8yukbWlkBGCIq3cGTOQiLAxT3nnULwET18zeG +8wYhNy5E5+PtAPzk7t1RWkrsBx8rjP9kACo0et1IqB2Eizta/+ptC8DyYz85 +ni2DsOH6axf2ggC8mpt3zbR7EJa/5zva2+2PEzp/W9WHB0FkK6/wmjx/9F4R +ckVychC0k2MkFGL9cU9bVAPf9CCk61beuuHojw25fBfGuYbguFhAscUNf3TK +6a2s5BmCb0sntR3l/VGmaeupJIEhIDQh5CTsjyNLygq81w1BiqTVjO2MH7LO +t8ibiw5Bo0nECqNWP7z7UfOThvgQrPty9ax6ht9sfzAEDnLJn7aH+uHcQps4 +Adkh4K+JPvvb2g/rHu0UnVQYggKn7fxZl/ww/ohCSK3qEERonvz3WMYPn6/P +WZ6iMQQxMLNKSsgPjVe+dvHXHoIS5dNXGyd9UVPsz99HekOw9t6+UqsaX1TQ +eGemZTQEL94l3172zhf3BVR3HzAfAgmBkt0hr3xRYkL70iqbIeh7ZbN5/T1f +3HVHreSXAzGeeA74nfZFqanYow3uQ1DTFe0+T8IXD0bpv031HoKFaWv+GSzx +RaUbnpuCg4fgetyOqOx+Hyxr3uJrHT0E+cvF4gW++KBCojS3NpuYD9zW06X7 +YERbsuPhpCEwOjCYE/3MBwcN4v6tTRsC2s+3Za03fFBEZbX936whqH6a6sgv +74OKzn+4WgqH4HsVVyds9EGNdRoeGZVDwD3iPXRr2htP8wgLhTcMwcoqvUin +Jm+UvnCD9oQzBAJ2Fv+Fpnoj1+/VB3T7h2BmonRBfIA3Zv08USI3Tqx3j0Hq ++4feaKzef1N4aggyDius/KDhPdsfDIM9z431iVLe+JTHM5KzaBiO0nPKYpZ5 +46iZl0I23zAMLLq94+XwK1SUWjQQvWoYfPaqS5oXv8LnKpM+jsLDILrdql2d +9QozMrTkb4oNA6un+9AWl1dY777723HJYdhp4if3/eYrbEu0pW+RGQa/dJeR +1GOvsFpaTmcBDMP3mnQlK+FXmLTUYnWv0jB4Gd32u/7HC+2OiX4tUB+G1dgy +lp3ihfsqTwQztYYhhP41UvC+F35NbdV10x2GkQ2XaJckvNDg76DYHYNh2L5d +9z/PvpdIq4zoVzEdht0tZ2RSY16i1v2d/jsthoF5zretSecl2rV67uKxG4YE +t+0TP1a/RKGVRUlDzsNw3IHvEXetJ25Z3bK51HMYLskq66/08kRab8GTeP9h +WPqxOmuNqicG2bvnvwgfhr2Tb54LLfDEub2iv03ow9D7vSWbJ+sFNgkFrD6d +QPw/+arBb5sXxHmFI7orZRh+7dtt1b7/BQ41zV3HmzkMp63O/coc98Atpn// +G84bBpEnBV1+cR6z9wdEfo57HtU38MCRn49c42uH4U4Jfb7EZg+0Hf6560XL +MHQKLj803Pwc7RLOZBl3E+8XLm2iBTzHX4fs5dSGh8F8uHHgwrnn2O3txto5 +OQx2NocM/vE8x+MphjPc08PAXzx4JrrAHQVpm+QHuEZAsXmEIevgjld1E+8W +8ozAYIKCcbmsOwp1r3JlCozAWoWBsMs/3VBh/8UXLutGoDWwQ7Y10Q27z5k+ +uSU6AjveiitfNnYj3q+jrSg+AjOuX7LLtrqh/YioqOjeETgnksI6zHFFc0u/ +9fNkR8CadoQdE+KKWZ32Hh0KI1Czj3Fv8QVXNJMcuJetOgKHar79NeZzxcc6 +ZUXRGiNQ8FRYvazIBQdMdgU7ao/AncOSBhJOLpisw912U28E5Lg2K7rLuWCL +5I2gE0YjsLFpsq9ryhlvd+0rFDMfgQ34+tyRZGc8ZeV0d4nNCBx+p+Dgc9cZ +X42ecRtxGAH35AyLXjFn3K8UuLrKfQS6c1bvOdjphIeeam9M8R4BQ45WsmuY +0+zvCyPwj8fyT62WE171P//cLnoEPp6wXrRphRPamHuM32SPgIenTpNhyTP8 +KSVXqpI0Ar5dog/eOj/DmkqTDVJpI8A8WVo1Ac9wmcaqbqHsEehI0/q5/48j +Mt4f3TRTOALSh3M5j947YvRUe1VP5QhEFa7wTjZ1xB8bZqbKGkZA/pbCorHt +jvh6S5D/B84IjPBdOL69ywFx6RtmZP8IZBeqnLgW7oB76kHSfXwE3ntt4vW7 +6IDzHE5LPJgi9lO/MaRgBfF/3q8ROnNGYeTkw9GfJfZ4dA7+UFo8CuEWm2v2 +u9hjWHtf5K7lowC7Vwj6ydujety58BWrR6Gs1UVP9OdT1Lw5PfJdeBQazMwu +6Bg/xbeL+r2rxEahbWX7nHqOHV4PEnRPkByF4tJqfU8tO9Rb6VjjIjMKQf5q +Ds9Kn2CGndR9HRiFQ2YqWqkKT9CwVlhP+uQo4NXSLvG0x2gkdJYx78wo7LxS +u6NN8jFmKmYfrdIahQjjG9srGLZoeO3B9nDdUajxfNA+s8F2tj8Yhbk5S87c +9bfBT5dDfkmYjsLMIjHLtbw2eP0QX8v4o1HgXCu8uNDZGq8syBd492QU0otG +x6X+s8K4zPQIM+dRsD0RohDyyArV9SYeS3iOwuaa4lMKo5aoNGH8psdvFALM +7fl23LbEALOte8PCRuG7aPpzdY4F7msS5jlLG4WLfTaf3122wJ1SVw7MjR+F +xxn4+kLNI3xk/vX92+RRcIl1PyNz+hHyR/u5XEkfBdewhviLXx7i/AyfuPm5 +o3CXGZ/z4dhDVM2tEo0rJvYnb4H3+YwHuMJDasWl6lG4YqV0pebAA3zS5+kv +2DQKxipV+nWJ5ujVMJDI6RiFlzKMBO2d5qisq3gzY2AUrBTy99+MvY+vrcLj +md9GQcNo93+j6+7je7EfL2J+j8Kutx1cM75mqGesNj9h7hhMLm9XecVjhqnH +o/i/cI+BpvDpCLUF9/BD4sTH8RVj8FDLTOzJ97t49d2JyR1rx+D+FzHJlDYT +ZCoHfDEXGYMg8wcpE0XGGPqgR7pk5xioXtT8dPC90Wx/MAZzLL4cdQq/g5au +T0tey47B3fIKqHc2xGtmxX+kFccg+bpJ1u67t3F8RCC78NQY1EqEo6emAYrN +ubrx3oUx+LtH7+jEwVs4nxnDv1WXiM3TD13boI9unX3hgwZj0DTMel815yam +vBPPwntjYBS1841q1w10WWVqTbMaA7GX8tuK867j3BVvi4IcxqDNqO5QlOo1 +FIkcTQx7PgZbdmlsSePWwdFsCclE3zEQvfmLp71AG3Ws7yjWhI2BOG/++ArH +S2ieTxtfwBiDoZ3p1edktTBTLPc3/1ti/JEnw1Uzmli0mb01/+MYaDklWeU3 +nEO/ZK2H67PG4H1n3OglnzMo0lrSs7pwDNYY1FfyRqmhWcRim08VYzDXrzOQ +3XQSn/5aKj336xiMm1Qel1BQxDP9DUtGWsegcyyy1r9eHtvNTBbZdY+B3ZEY +v1JJWZTy/rLt/eAYGA9/UZFduh8VVQYNvcaJ/eu84T3mtBuFgmvL+H6OQWvw +J5H5dFF8be9yYf/fMcgY2+tl+I1/tj8Yh9m/6f8PzkIpwg== "]]}, { Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQjQ5mzQQDe4Ylj85uFg60h/BX2jPc4fH7uCjO3hgM -NgPlu06YpKRC5XfaM/Qctk5mzbaHmHLAnoGxKkVbpQCq/rA9w5qeddzTi+zT -wOCYPcOV4L8WN0qg+k/aM8yZ1dj+uMz+7BkwsGcw2/Tw35YKqHkX7Bm29CnW -eVZB1V+0Z5CwPsM2vxpq/mV7htcPr1/ZUgPVf8WeoWMCZ2R3LdS+a/YMGnUL -FVXqoObdsGcQelmxs7EOat5Ne4aw/BONy+ug5t22Z1jhfLdzZh3UvDv2DFO3 -SafF1EHNu2fPUHH8GvvXWqh5D4D+/6E6LaMWqh7ID6xS8NhTAzX/oT2DOct1 -h6/VUP2P7BkaVkzIkYC5/7E9g9UR53itKqh5T+wZmOSWGetXQs0D8oPlc7O0 -KqDmPbVn4GHbeUKuHGreM3uGr5ZaJnxlUPOe2zMs3/at62cJ1LwX9gy9tgql -D4qh5gH5jvrZWgeLoOa9tGfQYT6nNqMQat4re4aLLFKH4mHx99qe4Vr9a0P5 -PKh5b+wZdv1i9zLPhpoH5LfpfGp8mg417609g1eICvOPZKh57+wZEhrnubvC -0s97e4Ybq0P5jwdCzftgD0t/ANqTBEE= +1:eJxVmndczt///xtIgyIqQkgy30IKpYeiJJRSIUp77921VMgqsjKL0tBUUYmQ +Bu2951Vd7WlH5Pd6vT59//hd/7idW6/rvJ7nPB+P+/N5zmWVuYueFQ8XF9eC +WVxc5L///4etZHrsb2/8hn1IHbH4JeLwW6WhutzQkn0M+rQXbcFWglDwddr4 +X5cJGtR5QudoLgatwnln8yEraN7Re3reaDlEV16/NRnggEIDGf2V31fDuunq +LRq/G/bs99IJp8tCe+95P5uznhAQu78ve+8mNH5Kncpb7YtIK02J3VFymO2y +YGnIVzp+bf1P0GbfdqTviK0r/HwWn8eZtB5eBcy9lnUnc34gEh8rWj/v2Ylv +IgrXVZXOg1v1VEVJtxKeP61oOMcKgnDdQPoObsAxPrL3v9JL6N8ffe7OIlVY +XaiU/yZ6FbEH3Trdo9RwQ/FEQe2JECj5to5s27AfX98r3S6/fx3xVd2J9Ynq +OCi8p8Z1OBQ/9S4uOyV7AOnxl3/zzb2Jpf+KVPIfaULhOe++pNW3IF4ft3C+ +kBbqpRITjZVuY6JO+p6S1yGETZ2VX6Z3BwnTypWHmg7DUS2wvd86DAp6X7NU +dmjD+ltabK7fXcRWaugtCtaB8wLh0Ngr9+D6RlLH2vkoHtynPuCK7i5/IaoL +drBu/v3YB6Ct8o35kqELjWGFeXFpDzGwva1+tYEe8l8e9Pnw+hH2tM4/s/+z +Hk4PXuYe/BCOAHER1eNXjmHh5Z+Jyz9FIH2gk35qpT66b930PlPyGJXaLGHd +F/roP58s12j1BK0Hh6cU9xnAwWudwoXeJ6hpXqsqUmUAluTr0l2Wkcieluts +PmmI5T7mn791RSL4FX/DbbYhDl1aFZdpEoXDfGkyqpbHMUfn5wirJQq/htZW +dHCOQ7u0J++IwVPcsnCodDI/gRzUaWRUPkVe65OzFh0n0DWWEXZAKxrr3w3K +7zA6iYKmS+mzCqNRKaAx3l1/EiZ/Dz8YQQyef8hIcdQ1wovTPNr/XsegpHun +R02ZEQp+PCtXVojFaudK5UWap3CtdO+SmLRYpFn4CW7LPwXR1mK5nZvjwMpX +6Nyochp6MvsX/XgWh6AQvlfc2aehlfA8v2PNM5R8GL7zYrsx/toJ4cuTZ9A0 +7fFVTTGGvaVRkNzyePDYjZkmrjOZyU88pluFtD9HmYDBX+K7WSwBW7JV9oou +P4MlL4elR24m4BHXecUFd8/A6f70g3rhRKw6OXbfa64pzmbzdAwGJ2KhTfSD +o+qm0Fo0ObJOIAkrN3DClwSaoiK+49PNi0k4HJX8tOqdKYRomc6ys5MRVsmV +5DVlitkXznb1BSbjT1p75tydZnhdsmtlNVcKAg/uL7jsaYZ1h3o39LFSIBMm +XzeZagbdOYHca/+moO9uSp/BqBnk/whHh9Kfo0A7ferJenOUbbq+cO3v53j7 +GqItVubo/3kr3Fo5Fe0CuuWfI83hoc0dlElPxXpndnFTuzkEHlzP43mTiijO +6NzrSyyQ2KJy7NDvVBx09ruyyMACx0WEd4buSsMywXPadqEWmK/E5Vbtm4bl +bwQMQkotUGm0cHr+qzRoskQi/OdY4r6LeqfmzzRE6d9ev0/VEq5+9xedVUjH +OpWwn3V0S+j6zo9I80pH226xuQqZltjjGE1nv0zHa61Fp6wnLLHN4FSy4Ld0 +fHQKnbDaYIXt1OcFuKOvFMlbWkFlzqZ5x91fwHqUp6cm3Ar6FepKPmkv8Ovg +L+xttILnVf+3tyZeIDPbqZMhYo0ne9puJW15iWhl0w+XDlqjjnPi3Qfnl8ip +qeq1CLTG4oAfyrXJL8HLeH94/htrmC7MEO4aeQmvnZt+XPxqjcx7txWGN2Zg +0Vzx7qqNNli06E7aZ/sMsIfOigxa2ODs+Uz/b/EZaGJbB1Q9tMH3wcmnXwcy +MD1YKn+x1gae+09Ljstm4uic5xvmCdri3y12X591Jqp2iFiYq9lCVU5sc3tM +Jo4HW7ld87NFr2vIojpOJnKXywzeS7XFuIFGeKl0FkSGtEsC+m1xonPvp3zz +LOz93L3o4Ao7yM5j3syJzILB9q6iMX07GHX+ns5gZ0En9WCf+1U74vuvhVKl +XmGT7TKn+g926HN98ybB5BUGjU4ai03aYb/ctGBs+Ctcu8SVteM/e/DcDvwb +2fYKiz8voG23tMfaR5qhEZLZ8L8dEiv8wB5JmkcLHhplo8zdQ7mk0n7GP9ng +Cs5XspjtgP5ra0TuNWVDjM2MbtntgLvrPsveFX+NeS5R3nKuDkiy/scOM3yN +oZ1b0y1jHLD6oI7S3TuvEb9nw3GfFgf8qWQr3Kt7jcPMECtbYUfsnnpRe1/0 +Dap/GrUr7ndEW0nRgkd6b6CcfPNdr68jOlSkPkfceIOgcHl+92RHqB/Pcouq +eoPMor1v27ocsWDRjVuxwjko+y+rRUbMCSpeSYaJ2jnIq7xrdkTLCVU0/jep +ITkIT+zWPcZyQsGaZ7mZZTk4nXc3UTHdCcq7FvK/FXyLoG16j3/1OuEYq3pH +vtZbJCxNNr63xBnC33o1ii+/RSHtWZ/oEWfYPdBRrix6iwa9/bsd/Z1h7TZf +rJ7vHbqi/E9EvnDGLL/VdS0a79Btb6z6os8ZqmlXvdkX3qEpoeVb5BIXSC/V ++ttb8A6l5pPuTodd8PSFse0w73uk3sx8s/isC0qYH7Mm1N7j1u7FlQ/SXHDN +9/zw94D3sDNalPynxwXfn97lncp9j2W/mhOWC7rif31BLri4aZYb17ji+EcT +10CpXHTttz8nu8cVU2sGamYhF28KEvgWGrpiQvKR7EWTXIT6K30ecnaFYiLN +mZ+VC3PfZXvTL7qiouZc3NXwXMglHflm88QVWTezaua9zcVvycp5QtnE94cW +T1xvy8X7T0+CI6pd4dca8W/Bn1z4P89zlRpyxTFLPe7bkh+wp1b+9TUeNzAv +yH1frPQB37b9tB1Z6oZfKrta7xp9QEIFP3Pndjd8DHV8sYT2AUaxjj/cD7mh +m1bCfHj/A2a/lqp/aOGG5Wed1JZnf0CdFONCOt0NalKu/I+bPmBstMUj85Yb +jp6qqVk5+QE6a5SfxCW6QXP77Ygo8TxM5T0WCMp3w8a4DMc1inn4XDz7hW4r +8f5MhT2xhnmQ2+V8X+CrG56bi4us887Da5Hmt6kC7tBNON4bfycPIUc1Vu5f +7Y62kJ85GzPyED+ZkVuwyx16836GJdflQYR/3eNtuu5IX2foseVbHnIDHr0J +sXXHVOcivTTRfLw2FxVrOOuObRTf8sGVFJwieNcdx1aniWXo5SPUeO6F/1Lc +YZR87Y+Cez6sfYLuqxS6Q7uulPPqRj4u/ZozotTmjnV3bSt3p+XjS89lxtqv +7pj4bpmTU5WPOAXhQ9P8HngykZuoMpGPmM9hx/NXemDPRUZ4rnABxhetivJS +9EBu9t0balsKcPZJ8obF2h6Qu7TwUoF2AU7dVv4caemBS19G/DWcC+A/Uf5d +ku6Bism1jKKQAnx+abbz3A0P/H6Q66eVXID4rp+vGuM8sKg526+srADJ3qE+ +S955QLEwhaY9UoBF+8oeH6jzwC03JXqVYCF4xQ4bmw15YFnHGbrexkK4jQun +WnN5olVgGb1OqxDWleL3jot5ouSnC83QvhBtGRaL5Td5Yiz6lF/T5ULUR32V +/aPqCdWFnT5G8YU4Gvap8vlx4nn89morKoRuaKeQjpMnAjYne5gMFKImVKmz +OdATrq0/Xdl8H9Fyt1Xj6D1PXDvY4mQu+xHmMe/3pSd7otNH356j8REu2f31 +//I8YU19PoKr7tjfnU2eWLZYxHzgwkeIfud9bTzqCZ7zusb2MR/xbNmkoDOP +F1a+2HBipOAj8rTkvtqJe8Ex6qGeM+cjTM4muehu8sKobvThCd5PYL12DFij +6oWID/s13KU/YcUf13U9Bl44/5mBb2qfoLE/2zLE3gsPug7v9Db/hLGb6grS +Z73Qd+Ol3GTAJ0gOLA6PvuUFU56X62iRn1C0b8P9Bc+8ILz90Mo/uZ8wFRO4 +wT7HC2PSNHEW+xNS50vpplR5YVb93vlcXEUYYv4T6uB4Iep426xAqSKIOJ17 +MDnphY1vL0/xogg3DAQU/gp54+7sg18umBTBWvF25/BKb3yWWzrIxyrCo4Wr +7hbIe2MT/nZeDi+CTH/q6Yua3tCT+9Ig+LYIAhn75ORPe+P0rF/lIW1F0GA0 +Lyh18YbumwWFwn+K0Kbszn34nDdkDZRzbkgWo/jHvH+ZYd4YrPZ9IapUjIUJ +SQJCCd64vvVTwh2jYqQbaq859NYbKz1lo8RpxUj68+WQZ5X3TP0pBtejBwEX +e7wxGbn8hmR2MRLl1QvP//DG7pAXl8KbipH68YuYI78PbE6d8peaLMY8vafe +e5b5gC602DdSvASFDYacyf984PWE7SKtWIJ6/XmmEao+MBR/ZxNjWII9ZR8H +N+v7YKVb8hlZ7xL8Uz4XEGftg6rklOPxd0qwJE5NVtCPmL/8g87GjBJcE5jd +euKqD3or+w4k15XgpE3Jo9BwH2hlLN+75VsJzr696Zj+3Af3mNY700RLMS1k +ovXugw9K1n2Q2769FPUGmxRe1voQfYv0+gy9Ujw9Fxp2q9cHnSqBqxTdS8Eb +uLzm1E8fsLZ0LMm+UYqfR2sHhPh9wZivuFAprRSMibSW2KW+6GgNFnhbVYrb +ptlx6zf5IuZuJw8mSqEaOahzZ48vSlS3TOUKl4GVrlY7qO0Lgxb6V7UtZdC5 +XbBV1tQXamaFwwXaZXip4eJwxM0X1xoEORrOZXhWrOZ/OtAX2K3TVhRShm3L +4ap/yxf6wdfrtJKJ76taKu2I9kV5GfUBl0J61/RLX8ROzSnUHimD2tQ6i7RC +X7RLqLytEizHohtF7w83EPGvcc/Q21gO5s/Qn1V9xHjF0+Q6rXL4/hcooPKT +eH5OdYyhfTlmKzyavMXnhyftU+FNl8uxZn7nhxpxPxRHSYcZxZejMVPL+res +H3QNNa+1FZVDUq6zV2CnH1Qm7YJMBsrxze/R3lmafrhy6RKLzVcBk9uB3n3H +/aDMF+1tLluB02dvXEyz8cMRzxxnjkYFRnYXe1j5+BF9QzXBgwrM/7Reieei +H8p6e00GLlRAN+8a42KYH2ICfxvax1RAtbS24VuMH9RjhXVGCirQ3jV5UCvD +DylHZQ44cyogM2e6/mKBH3oClDDBW4klO3toybV+6N2lp+guXYk3Ps92vukm +nve12/JNrRIChUeE0z77QVUlQNbbvBI8K2unr3HREHHlvtRkQCWeXdrJZyBM +wyfjdHFaZCX+TDPX8a6gISurVPhPbiV+Bz41v7+JBp97vXwsNvH8ovgMcSXa +TH9QBa6X11axDtKw3mfen1zhKswx048tO058f6vkZIBUFbIkf+/jtaYhccv6 +b2pbqiDGOft7lScNvG6KE7yowsrXvcXrAmn48F19pEC7Co3hG9PFQ2ngvNUf +uGBShd3XdV+MhdPgUGxB6KcKWteOlycn0nBCwoPNxyLe93APl0E2DQkJgYSe +quCUwXuY85EGc/+bTZfDq3C+PT71VB0NrPtRhL6qoC4q99+bLiL+H+lVgm+r +8MIwrIBnnIa+O/mE3KpQHtfmse0PDdm6dUUhbVXoaJsnrsVPxy/u3gLtkSqs +K5O/fFCMjvjY77nCf6qQ5qVbIidNJ+rHHEKP1fBstmj5t4UOo3Kx7BuS1fD6 +6ZCdqUzHKR1ZQp/VeFFpZ2NwkI7SQsU0UaVqbDY35rQa0JEkp0notRqcFA05 +LXM6fl8/EX/HqBoNGTKHnjjTkdNjS+i3GnN9fst30OgY3ugXKU6rhseXglHe +i3Rcsb1M6LkakusueC24RcdDim/V4JZQKpvzmI6l74np4qshndf3uSeBjrnN +RHjZ1QhYe6nvWSYddv3FBG6rsUJdKsEgj44dQ83EhNX4sjxJeaicDs+uwQsm +A9WYk/ZfhHUzHavKfwVITVbDYDq2ooRDh2oyP+GHGnBmL64Qm6CjPGAJLVK8 +BgmffB9pTRHr1VpP+KMGaftqdlnPYUBx7i53acUafPFbFWu3gAGx15qEX2rg +bm/dpb+MAXPTE/YxhjXYtDhyWFaWgZVTNoR/arCGVl3QvZWBhTd8zGW9ayBY +1Rt4QZkB7vUXCT/V4P6RMiWRAwwM5xF2vlOD4i/nxwN1Gag2iSX8VYOI98IR +7acYePGHSEdGDSReOh5Yac3AzUcEXgpqoFD1cFjLlQEHlXqt5Loa/BQNv2JM +Y0Ctm5Afp4aox65rTpxnQPQSIedvNbBbKJa9+xoDXVtmEX6shUR5iObsewwk +NIsqpYnWwuF5Y01WJAPuF6QJf9bCOvvrcb1EBuSp/q0WPMNdjXUvGfjSTUyn +Vov9+6P08I74/m0iPL1arCuUL7rxiYEzmsRyzWuR5nR/Z1kVAyLTbsSEtWDv +qXo61sxATgaRjgDi7zua+X91M2DlQqT3BvF9g5f2w8MMCG4k5BJZC/VHZh8L +vzGQNJBKBFiLWYJdyy79ZeDAM0LOubWwidzmvG0OE2w70h61cD1j+LpgPhOe +mwm7sWsJfRzmhjgTs7+O82KiFs56i/ZFSjFx/fU/4lML84spZ4dlmRgPJKYT +rsMy2yO8K+SY+KFFhCdVh2xf6aW7djIRs5BY7pY67MyWK1Dey8R0swrBgzo8 +XO/FvV6TCa5IIh3adWAXT1T/1WEiyYZIr0kdBB483fHmOPH8ZkIuznUQexCy +yewME1NfmUSAdZhTkpI5bs3Ek2xCziF1aFrPV2ftTMTDIuwRXodr2WHnP3ox +0buPsFtyHWT9jIvmM5m4MJew79s6PLU99RjnmTP1pw7cl0L5T15lIjeUmK6t +DuqNf+acusmEkT4R3kgdHA2f3FW/z0SEOLHcP3XwmE1/I/GEiUstxPYJ1sOE +E+xeF8vE8nAiHZL1+O9rfY5vMhOnzhDp3VgP9lbDB7NfMqG2ipCLUj28n8wT +pL9moqqbiE6rHqMqf+Y35zIhEE3I2ageWvNWx0p9YmLIkrCHfT0uCZ6t0i5n +wkOGsButHgm7RK9Z1zLxrJfkQT1S73Z0WDczERhD8qAe92S68nQ6mVCyInlQ +j9kL1TJX9TLBLUPyoB63r67b0T7ERCOHWG4R8b6btxE4wcSbaGL7muqxcm1Q +vcgPJp5bEukYqMfSA39/XJpiInUNkd7Jeuz6/uvpEBcLeRxCLnwNYMkx2nbM +YaEnmpCfeAN6J889sRdkYaEVIWfZBjhrL5i4JMLCURnCHooNWLF1TWnoYhYe +9RJ202jA+JOcrYFLWfhFrDbGsAH94S3SxlIsWFH9dQO41rEiV61hgb2WmM67 +AUBcQuU6Fuz7ifAuNOBJjwFsNrPA84xY7p0GrF185czAVhaekTiNaUBV7T7B +YwosmKwnedCAcKlzanG7WZAeItJb0IBrkwdm96qw8DOBlEsDok1uHhPax0KT +A8mDBrTpmm9efoCF0k0kDxqwqybrpvghFipGCXvwNuJN581zU9ostKaQPGiE +Ce3rvyI9FiZdSB40Yk1UM5+/IQtrt5I8aMTC4+oPVxqxYPSF5EEjFB7+M0k0 +ZuHqC5IHjYh1rf650oyFN54kDxph0fjaKsCShf4dxPa5N8Kh8s2zMhsWRH6S +PGjEuxN1uTwOLCi+InnQCGOPWSnSziycJMtHZCMOSB123eLGAms3Ib+0RrBO +J/Kt9WQhfIrkQSO4N6725PNh4VUOyYNGVFxJzaj1Y6GatBu7EQN0w7IrDBaG +SPtONEJnWvTVprMscFP9QRO4Fg76ZgewIPqB5AExzqqfv/U8C6sDSR404cBo +s9+tIBa27CN50ISOl9+z2ZdYUCJxiia8n7e+UuIqC/tJPGs3YfinR7ZSCAua +QSQPmmDh0eB78DoLWgdIHjRhnf/ReWo3WDg0l5AfqwmKK7q9ZW4Rz5PlLaQJ +N49czfh6mwX1KyQPmqAy/3BxUhgLyodIHjRBznRN+tF7LMgLkTxogsu+Ra6d +94n8UEBowu8sSd6TD1mQuEbyoAm3ef/JvXvEgpAOyYMm/HEIJCoMC1wiJA+a +IP85JuXIYxa+ktsn2AzlW3bTPk+IfJHpkGyGqF55yrVIFlrI9G5sxpvN1e9v +RBH7S8pFqRlya722BjxloYiUn1YzfJWyeY2jWcgh5WzUjGCncAWZGBZxziF5 +0AzPnFUlzcQ4kbQbrRnr12m8o8WyEEWu9nIzUlIFROfGsWb6g2ZwG7oUBRDj +W+R08c2QlfDs6CfGwWR42c2Q/ClhsPsZCxfI5RY1o+OL8SY/Ysygtq8ZroL7 +LKOJsR+ZjoFm1O4t+vOGGLuR6Z1sxpxbo9/fE2MnUi58LZjL80InlRjbkPIT +b0FziIRACDG2JOUs2wI/hRUyhsTYhLSHYguGpvKfCBJjY9JuGi3Y2MHPTCbi +O0HxoAXK7ePZSuSY4kELJH95Hc8k1qtPTufdArUNIfIriPExMrwLLZC1Wyvn +SeyPDrncOy0oyVDVekXs5xFy+2JasF6kM3CI2G8tMh0ZLTjkO90sQIwPkOkt +IL4/9lhnCZGf/VT5aEGeW37PYiJ/qqT8OC1YxmsXxkXkV4WU87cW7IgKtWkm +9KBM2oO3FQI6u48/CWdhJ2k30VZE8FtbGRD6kSftK92KL9WiNycfsGbur1vB +/Wxf+2VCf3LkdGqtqL76XYOf0OdmMjy9Vpxmrq/0JvRLdlfe5q14xuj0qiH0 +vZbcPvdWpF8WV1pG6H81mY6AVvhEV6/QJ/whRab3Riumy+atohH+WUbKJbIV +arxlqtcIf4mR8ktrxb4DQgGhhP9ESTnntoL3fkWH/2WC36Q9qloROLnw1JmL +LMwj7cZuxXur5u8bL7DAR9p3ohWv2Kue9wUS/KV40AZXu5Gg6/6EPygetGFs ++1snWRYLf8jwpNqw3VNC/zmd4C253C1tUN0wvUuW4M1XcvvQBglDZ6nr3iyM +kenQbkPWT9tZ/R4Ef8j0mrRBWnhs4D+CZ5RcnNtg8OhvmTXBux5Sfqw2HH18 +N/UawcMOUs4hbVgskXMr1pbgM2mP8DY8nePgnWLFAtn9aSW34bd99IlYcxZq +SPu+Jd6vbrv72hmC71R/0AauO5mS1qdZKKOma0O60fU/m08SfiXDG2nDf2Ff +2noNWMgnl/unDe4H2DkhBP/fUTxoB8P5xCMZHcLPFA/aoS94ip5M1I9Migft +RP89cFJGk4UXFA/aYRT7TzFkPwspFA/acTU6cnHvXhYSKB60I0ii4sumPSxE +UzxoxwGeC5WWu1h4SvGgHfVmHxODd7AQQfGgHRsUb16MJurh/35ubIdG4IB5 +ElEvqeni27FP32NnzHoWblM8aMf2d208oTIsUPgrasei3DV5jqtY+B9O29F/ +8pC30nIWzlM8aEfK1aNSfyRYoHA/2Q4bA/m3KYtYoMoHXwcWZv3QOUbUf6oc +iXcgLfVu4yDRH3hRPOjAPjVxfXc+Fih7KHag0MGrcISH4AmV4A4ob07feHKa +CQeKBx2ICSoPyvrFhA3Fgw5w+35q4PvOBDWddwd0uJ9IahH9jDHFgw6Erj5u +wBpm4jTFgw7kt46ci+5j4jjFgw4MbTKLy+ligkpHRgd4xV6+/9jGxBGKBx2Y +f7e3LK+RCap81HVgXur3itQaJtQpHnRg2pRTGEr0Z1R5+9aB7vi0NPMiJqhy +yduJzCvGN9fmM0GVX9FO+PMO2LS9ZYIq59KdUFqku+38K+bMfW8nBnLufV7+ +ggmq3VDrxK85Vk8TiH6Sal/0OtExdUp94zMmqHbIvBNhD5mNj6OYoLbPvRMr ++opPzg0n+lGKB52gte4ts7zLxFKKB52Ip3f/l3GDicUUDzqR+DEl4BfR/y6i +eEDElxNTsDWICUrOuZ2QNf7009if6E8pHnQi8pmoJIvGxByKB50Yj7jy301P +JqhyPtEJ4b2btj0g+vGZ/3cA7uBJmTBbJs5SemDjY+A4f5A5E9T0wmycXrOg +w+40E1Q44myUuBpHqRoyQYUvxQafbZ3hvKNMUMuVZUNCwHuq7CAT1PZsYWPK +UC3Ufx9zRj9spGvvWrxuD5OKhhdsKH02upKvwIQLpSc2wlTixvWI8wqVXm0i +HoUV6g3rmaDkYMhGUfP7K0ekmaDaSxM2HskG575axpy572Vj38pzfeJizBn+ +sBG3y++Hg/D/6Y94/6DaUMZcJrooHrFhLsf+8J2biTOUHtl4NU+XuXGKAcpe +IWxkBNxZdpw4r52i9MmGUXDyY99RBij7hrPxdPP9OaF9jBm9snHL6oRueCdj +hl9sbJAfPvukiTGjXzas7+vevF9NnIcpnrFx8M7VS5dKGKDalwI2amXvmzvl +M2bOP2xw6dJWauYwcITSNxsNIlvyJDIYoNqpNjb0bLIOdCYzcJDSOxte+qJp +D2MZ+Ejxj409TWrTRx4zsJ/SPxtJX9S3/LjLQB4lIDbyni7bfzuUAVUqIV1g +Dn9UXneZMcPHLnQU71+SHsDAHsofXehTCWveSpzH31C87MIdrTfMOHcGdlEJ +7sLgyIvZog4MZFEL7gJHxt/N0+L/zttdOP9d6kMpcf6nplPqglD+v54l+oyZ ++tqFV9+vFp85zJjhaxdCQgrcwvczZuptF4KuxLfVKBPnZwqQXYgb2S3AtYOB +dZQAuzD6wvf3ms0MxFL87cIJtnmyqgwDayj/dWHY7ddqw+UMRFE87iLOm8qn +zBczsJISdBfOFmw0tJ7HwGMqwcT7LnwSNZ/NwDLKn114nih82+Avfeb+ugtc +irMa936nQ4IySBe8ZGPapEfpuEfxuwsLmV+ipzn0Gf92oV5xZEt1Gx03KZ53 +4d3xm8yHdXQsoAzXhYo2TohxGX2G713g/dRjKl5AByWXqi6YiF3/UfSGDkp+ +TV1gl/Rpu7+gg2q32V24xBmyE02kg2rPB7pgaPHwQFIUHZTdJrqgeWCyX/kB +Hf5UPeiCRSj3ocIbdEyT1wf/uhCtkuWqfpk+Ux+6IZterPjOnw7qOCLcDaFD +gyw5Xzp8KB50Q49fTOORCx0/KB50Y2pEJ4Tbhg7qeCTbDd4fYfqmJnR8pXjQ +Ddc1ww9fGdDhRvGgG0q+hy0EjtAxRgXYDfvPrxMM9tNn6ks3Jq8ruD9QomOY +4kE3Bo+9z27aRgd1fDTshvIegwCRDfQZHnRj7NBkkeoq+gwPusHt/yzUUYI+ +w4Nu+DVbNYUK02FJ8aAbR0/IPUmZQ5/hQTcu/eEbKPxLgxnFg25Ifxx53vCN +NtOvdGNFRsdP9jBtpl51g1Hc/p7TTUMblRAiHt4hvu5mGowoHnTDyJy3qqmK +hiaKB91o61svUfyJhhMUD7rxLtSYnf6OhkYqwd2YZRqxLiyDBkOKB914pj8y +4Z5EQx3Fg26kOh/YdfApDboUD7qxpNC2eMkDGqooHnSjz5nfrjeUhqMUD7qx +yHG9RNJFGiooHnQjOqeowYlFw2GKB90IM+2P3uBFQynFg26MHL8Q2O1AgybF +gx5ERUW53DGnoZDiQQ/e7oXjvpM0qFEG7sGubad8R3RoeEvxoAdLfH7cCtWg +YTfFgx6cEF7wfsse2gwPevD3d8Kv4u20mf66B9y7C/ad2UDDc4oHPbAvOx0+ +vpKGjRQPerA93XMOXZyGOIoHPTAdFjzLPZ8GaYoHPZjwWc13bhYN4RQPetB9 +/FXEv99+kKB40AP5q+XqPp/9cJviQQ+GF5j/Gez3gxDFgx7MGvHKO97hhwsU +D3rgv4T/Xm6dH7gpHvTA5IEkc02pH2gUD3rwyDnZ7dwHP3ylzvM9UAl759We +5QdHigc92L9A5/K2FD/0Uw1VDxKjvxqei/aDOcWDHvguVr1c9cAPnVTD0YM4 +C8WVS2/44RTFgx4oX2+QNL3ohxbKcD3Ydm8FI4rph9MUD3pwjSWs2uXhhzbq +PqAHR9Ti7ZfZ++EMxYMeuPcMTx4z9QOHMnAPpswahy8a+sGW4kEPet867Ht1 +2A9jVAPUgx0/n/3jqPnBh+JBD4bmXV85f5ffTH/AARfPitjtW/wQTPGAA3qt +QaiBjB/EqPMDB0aBCp0ekn54SvGAg4j5uTevLfDDVqrh5EDD90tCDJ8f8ige +cKD7vlw2+68v9KiGjIPcHl3+4q++4FA84CCsl6VTP+gLX6ph4aC0QP93e6cv +5lH3URxYB9Ty99T74il1H8GBleQUk1Pqi90U8Dkovllq2P3BFzUUADkI7d9/ +uy3LF45UQ8rB6yU2CrXJvuDWpAwCA8ujBR+f+iKUKiAcOPJIFWbd98VS8jqd +xcHU15qdsdd9cZ+8fr/AAd8uR6mbF3yxsIQ0HAch1UO+dLovzlMHAA6uv9VW +N3fzxSjVkHPA//fueQ0bX+hSDTIH09c/Kqwz9kUS1bBy4OrdcorvmC+mKR5w +cDq19muPpi8OUfcfHOTtSZ9+q0LER/GAg5gV3ow78v/3+xyRn2NSTvYbfDGL +4gEHTS3JVcorfSFH8YCD9Zmr4oTEfHGCAioH3zm0iWZBYn+pBpoDFZvspGhu +X1zfTBqOA+497a2OP30QQf6c9IcDWPcxt4364Bl1n9aLn911N793E+Nykge9 +2Pji2dLMJh88TSYN3IumBrPFnhU+uB1CCroX3Npc57YU+MDfiUxwL2IlzlsM +ZPvA/Ai54F4UKIxmRjz3gcpmkge9OP1MiakX44ON80ge9OLs4mOisx764MAo +yYNeqKwVb3gR6oOr5SQPehHWcrHQLMgHf5JJHvTi/LaYrnkMH9y7RhquF8L/ +uWx45eYDUxdSgL3YUd772NTGB8eOkjzoxRdhfjU+Yx94bCV50AutH00iSXo+ +yFlI8qAXSv4GQjqaPtj2jeRBLwqTWfITe3xQW0/yoBdDLP3L17f7ICqL5EEv +4r42CGxe7zNzv9MLLqE52UUrfJBLJw1CvO9T1y3zRT4QMSF50Au6rP3D3/w+ +uLKX5EEvojY8rgz9542t0iQPemFe7S8n890bs+aQhutFjqTwu6whb/AMkjzo +RSK/lq8m2xubykge9GLXw61nGuu94f+c5EEvTKoK3S1LiedvkQbuxYr4OS/G +c73x3JvkQS+8ZL5J+WV6I8iI5EEvbNWvZXMleeOSCsmDXvyYW382KNIbr1aT +POjDMtcid4G73mDNITuOPmj9vvU2ONgbBwZJHvThy1qLq/MCvSFSSvKgDwt/ +7GgL9vFGWyLJgz7E2gilCjh5I+kqyYM+vKT3zblo7g2GPcmDPihtK2Bzn/DG +YU2SB33YdTVmD/2IN1bKkDzoQ2rQleVf1bwxyUVeOPbh0RoPf7ud3qhqJXnQ +Bx6rM9Ydm72RkEHyoA/sAzqVutLEeq6RPOiDfLnam3wJ75nzaR+4v+/aID/f +G5p7SB70QeO9/LKnvN7YIErygPj7pu03RH55QWSABGofFJR2XGaMeeHnG5IH +fege2T2rv8cLnddIw/Vhjup+nqPNXigxJXnQhyhF3XNZFV7I2kryoA+ZVWYX +lxd4IZab5EEfVIW85wdme+FuVRJh4D6oD4VI9KZ44UrES0LQfXhnHx+jEe0F +fwcS+H1IDynKiL3vBV9FkgdEPo4Na86+7gVXHpIHffj3esEZ8/NeqKisJQxC +5OfR6MBbPy98jWolBNOH8XK5RnEXL3DoPQQP+jCi07re1dILD43IDqsP+1aP +sj+e9MJSqmMj8rnf+o+kjhdM15MFqQ9/sjQYLvu94LyE5EE/TOnXTD/s8sIB +YZIH/Vh+fU/8gi1e6BUgedCPLV+PGZqu8cJhIZIH/XgcV22TvMQLdFGSB/2w +Sspsn5zvBY+VJA/6cZGb95XaLK+Z80I/uOIyf1z55YnsQyQP+lH3qPp+9Zgn +hOzJAkL8vedYpBjHE2uukUDtx3m/PfOMmj3B8+oYMWE/LEyvtT+s8ERSP3mC +60fEXY2FbfmeWLqc7AD7sVnKOnFptif0TjgSCenHkp8jz46neOLYfU8iwH6Y +SLUK3HpKPM9mEAbux++7ctVl94j5Nl0gBN2Pz6ajU7OueWLW2RAiwf1QoS24 +qnSOiKfxDrHgfgz0PGK5+hLx7oggeNCPkfDrDU+dPMF1IZYwSD+agzRV6s09 +ofYihRBMP5SZa81mnfBE1ftMYgP7sSJgPbYe8URCwjuCB/3wuanbdErNE7Ue +HwnD9UMzLWLTeUVPHJKsIATYj9vtIsoJmzwhHFlPJKQfp8SfzalY5YkVs9sJ +HvTjoYll8LiYJ1gHyB+I+mH4Qr18vpAnNtoOE4Lux+XFh4s3cntC2uYLkeB+ +KF7w8df44QHH/eTvzf0w4yn6YjLsMdMfDIArZM9KL7YHeu6TNw4DkJRpmnu5 +3gMLFpIFZACpJXeTHpR44JqtKMGDAbxjMgQT3nvgePgSggcD0FQJksl66QGX +VCnCcAM4KJTx+0O8B+oiZQgeDKCof+7VkggPXHTbSPBgADlVAQ1VtzwQJLWV +4MEANnySaq+75IGaRAXCwAMQLe2OaGB6wFlMmeDBAHzaSiQb3D1geEaV4MEA +DKcaj9XaeCA4SIMEIBJlBQ5UnPbA/OBDBA8GQDMz+/5R1wPD3UcJHgzAzrE5 +M0fDA3LThgQPBiAi5NyTouSB9nZjggcD8NorRQ+X88BEgBXBgwHc5x9lXpIh +9mvIieAB8X6bxmGXpR7QFvcheDCAxUYdBceEPXB3bgDBgwE4dXHzy8/ygNa7 +qwQPBhD4V/WVyC93mO28S/BgAMdTImoGR93B9n5K8GAAvV/FT7zvdkexXyrB +gwHIVSRr3mh0h4TqO4IHA8R5yDT6TJn7zP0okR/VLQ4bPrhjdFkbwQNi/ual +4Z8z3OG6dYTgwQDy5kjvzkhwx2mBvwQPBpBbdEDN67E7UuPmEx0WsR9SlzO2 +3naHI/8qwnADmBDovzV0yR3BW+SJgjQAmatm7Y+Z7liyVJPgwSAWPJm8oevu +jrnFpwkeDCL3YFLaP2t3mCu7EwYexLpLDOWEU+5Y7XmJ4MEgjp6y26Z71B1a +ro8JHgxCPt/91rf97miQyyJ4MIj69/fO3N5FrCejkuDBILbqtobJ/eeOB6Z9 +BA8GoXYwbEPRaiLem5MEDwYx7icjZCROvP/wnJQ6rUEc7Lmk1Cfojrhg4U0Z +eoPYdyH3lSOXO0L0FxEd2yB6zpSdG/3mhtdPFxEd4CDWeyQ9sh10w0aaCNFR +DmLhe1PejnY3cBr51ii6DyJ832DWkRo3dOX8JngwiGoujddZH92wdv0gwYNB +PP3hLbDsjRvSl9USPBgk6hbjGe25G87ffUXwYBAINrhd+9QNj6j+YBBcm3gr +1t5zw9Rqb4IHg7CddcHAM9gNEdu1CR4Mwn1x64YcfzcEla4ieDAImTOztac9 +3fBqaCJUMnsQfl2873fbuWHTjTfz/+QOwuNRA9PN2A3D7wKC24oGIRLKvBKl +64Yxj30Cb6sGoZczySlXd8OOVK5L4U2D2L1KM+TrLjcUeGTPZrEHUfjO4Zzo +f254+M7pnMnAIL7etvi0ebUbMkOXc2NiECVPt5xUE3ODxFARS2pyEKrDlTt1 +BdzwvsTlz79/gzBx2G9tNO2K2T6raGy+IRxe90rn9BdXKG8f/ZkrPATFtYYW +Bn2usP1X4xUpPgQZqxWR6i2uuNha8zVAagjze0X4N1e44sGnETdz2SH8jNn8 +UDDPFY/zV06obRlCR5zn8a4MV9ytdHaWVhxCwVDvnpR4V5wfbhjhxRBinQO0 +3cNdYSV+0oGjMYSL2w9c3nzDFbuPfR8s0B6CzS7Fsc7zrpiOSLSNMRyCpr8u +87KvK179pvdfMBmC9NwwhQ2OrjP3B0Pgqp61NO+MK/i67YkTyBCaW8JldY+5 +4pHTZaKADCFNxuxMo4Yr1vDn9fCxhhCUpv1Bf7crIl4ushi4MIQzLOsjxZtd +Md81oLsoZAjbgp/x7ljlCmeluebxd4Ywq3UR5+4iVxSKxXddDh9CnX3i2Gc+ +VwjxWJrZxxD759OkEfTDBZp/d3ZpJQ+h90HKLPF2F9DmrjPbmDEExt5msbB8 +FzyQ3tol+HYIIrYnmLwJLkjV1jcbKSD2Y8GmnWdCXfD68o2usrIhKOzRPxDv +7QK15utmyXVDkC30l28/7YIK1R/skLYhdJ0zu/xDzQWn8wvOOHOG4OD3Q/37 +Ohd8NZ5q1x4ZQnYM7Jvnu+DGggentnwbQvXcPT+ivjljW8eTJuE/Q8iMGhvU +bXFGU76wwQTvMKw89NX73jvjfF5fVZXgMDpoznNNY5yh2CJzOE10GMuylbe/ +v+KMUYHyjzckh7Hmv/eFvK7OeKbfttddehj/mr+/32zgDKesY6/1Ng7jUQ57 +1Z7dzjP9wTC4Gs4Ob5VyBncRLVFUaRjya2uXCc1yRr3XBulvasP4L7klo3TA +CUnKag/qtIbx2T4s07XcCVeW5Ylk6A0j8Mwcqak0JzgsTgi6YzSM9isbxu3D +nHBM9veUl/kweEZ5ZHNpTlDTS3c1tB/G6IXrH3+bOEE+rIaj4D6MeIOq8qX7 +nLDpq9EJcdow1p4uVF4p64TNdodKfwYMw/W+s6igoBPkJp/uabo8jIB5Zbqt +Y47Y+cTy+asbwzB91f4ztMYRGmYhK+/fHyb/f83sTZmOKG9dc8svchhvaMwf +MfcdoZa6ld8ofhgpq0vVJxmOiOh4Ebg7bRhjN4K/rjZ1xJB14r+l2cNwKPrw +T2afI1YflPCfyh3Gho/29txrHbH/wm/etqJhbLt6cXvGXEfoSepdzakahr+4 +xCnVYQccEZQSC28ahpjDsq6YcgdsNTCLZrKHMXHhdmH3cwfw/pJQMBkYBr+t +/9zJGw7I/aFeqjIxDPcF7PheDwc4aA9YSE0OQyLwRXyigcNMfzACrte/+bQU +HXBWMOQxm28E27IzCnIlHDDmel3tg/AI4s5yOoV/22O/HN9gpPgIbOddPKnY +ao8rB7/dDJQagbV5+FbFHHvk5BjutZAdQTxL1lY43B4Nl//7vG/LCHaby/x9 +z7RHRyo9Zo3iCPjm3Z3QNLFHzVYV49kYgcRZhlqCij3ShLwl+jRG4Pmq/kvP +CnuwVKUbP2qPQCQ7ivvHtB3kq9TvxxmOYMq/x5ndYYfGV+0ml0xGsFLk3u6n +7+xgPTUka2c9gmDrXEuVCDtEV0UMHHQegUdMSkg80w6GbhvubPAewcjoS4O2 +03ZgtYdsFmSNYM7e2pwGJTuILS5OG74wgtyH/Pn3ltphjUTbqrKQESziPmG7 ++pctovs+MpPuEPG4vkvyaLTFPf/LhcHhI3gyoBwanGEL7j7pX44xI6iwr13o +dMsWLWJhEkeSR4h6EyC/2M2WOK+wpTdnjEAoWPP7eW1bDLdwS857S6x/o6xB +zkZbrHGe+jtSMIL3tcv138y1nbk/GAFP0KYvAb02GP3hdTGpbgQ9qse2iOTZ +gD7yY3Nw2wis+G4KWkfYgJWsk+vAGcHFhoGgczQb/Nzlr3JoZAQHnh+PtDW0 +AefGpWcbvhHx3ugwWrzNBvsybKf5/4wgjMl8cXmeDRZFr9w7yDuKHR7yiYUD +1jhtkupUJDgKG3deteJ8a4hxxC/GiY5CgT7kczvCGmo7jgcHSY4iIWTwsKyf +NTi6zkwr6VG8ief6EHDMmni/sdH+jaOwq9xS93SzNfxHpaWlt48iddo7KITP +Gu4+t5fxKI3i1utZyzZ1WSG32/9ql9oolgbxNTu+toLrlkGXD1qj2GJ29q3O +LSswjMuLI/VG0X3IsbjOwQqDjpvvBxqNYp1GxZ+pfVZ4YczfYWE+ikVHY44X +SlqhbYvZPXX7UYTYfW6W+2oJmx75Iln3UTy+mX5OpcQSh33POwnQRnGwdEB/ +7IklQsd0Lo0GjOKe6O0je30ssUPjrkT15VF4Obx0kj9iiV1njVZk3BjFl5qD +GSWrLWd+XxgFl5b+Gt5JC5y+o3+FFTmKuKra1+1lFqC5X52wiB9Fv3WRr1Gk +BX7IqZQdTBtFudA2Ez8vC9RWOS6Xyx7F3jwRh90HLTBfT5wj9mEUehctH4cv +s0Dsyz0rp4tG8ePU5qmocXNETnZW91aNQn6vA0srzxzfl09PljeNQlx+xfrb +t82RsObenUz2KIIUNabOWpvjvVBK3OOBUdzR6vk2b6c5tjVgy+WJUag4fV+s +wm8OnoAjmzwmR8F6zDARaTHDtnmNEcZcY9Dt8q04n2CGPVzvv2vMHQO30eny +JzQzPOrsf7xZZAxVcvfz7LTMoJ2oG75AYgxlVltSOpeY4ZjFn9EvUmNonlwR +yjNoiud8AzeqZccwb8jGtibLFKb3Fl1O3jIGs10CijpBpjBfHFgbpDiG2r7Z +f3z1TZHDknMzxhhMvhhl6aw2hW2dlPnWA2MQfrWwJrbzDOzFjsby6Izh6YHV +q+fSzuDt/g97qg3HcOMWxyRf9Axsz3isCzcZQ9TDk5eakkxm+oMxcJkGRBxQ +N8Hrkw9+bnIeQyj7VKRIuzFMdwm3TXiNwWj5YOh2T2Ocml0oms4cg6fYeqdU +AWMkvn0T4XphDBWlkgoXn5yGtvlXxqaQMVju+TCcteM0NL46pPTeHsMmhyXX +1EpOIcxVZvujR2PYbrBmuazJKci3SAkejR7Dnamue1afjbBB7pQCd9IYJEz0 +uKfPGcHLvfHl8xdjaGF4GU4sNsLCyNtBp96MYej4oXvKcScxK+dm4qz8Mewc +r/3YrXgSWvnV0oklY/ioJtzd/ekEFlyVW3CiZgyxUp2S9wxOgNkfcmdRC7Ff +x2RijTuP43rTYCq7awwr27v8t1sdh6bJfoucwTGEvV2UtKTfEAm+4Ulxn8dw +69tbWRErQ7yU/R4c9WsMGwPbv4p1GsDc4dCsZO5xaFl7iPxnYIBX+54s/MQ/ +js9PzjINPukjM/Vr1sSCcQht41EK2aGP0+nq39YvHUfKkinN+sfHEKcZ9sl9 +9Th4TtjHbZ5zDA89ereWbhhH+oiOYZit3kx/MI5/jYkGwp904XPxbGmC0jhy +l7Bi7q3SxRnXkt9b949jVvpH9W2+RzExKvqh6PA4nqgKOr26owNZrtMrXAzG +QS/zGt+0XRuz4qIWypiMw2JW+cK8osO41N0fPmQ9DuNBkUYfw0PISN+Y+95l +HHJ0VWXttoMIEnf2i/YdB+u1iZq6kSa4FzwvvhcwDtdY28HTVRpY/Xgs9dGV +cTjhzNY7KuoY+7BpS+qtcdAuqC0di94HYz+7/bWPxlHpuzDahlcN7oXRE7Nj +x7FjSWUFt9FevJXN/7Xw+TiW8gp1tNrtQfGqeJnCrHFM3ruc/nrvbtx+Yei5 +LHccut/FJJ/sVMTq9tJeiaJxeIi9FA/WlYdrxFza68pxKP01fca6uhVnfwpt +5W4cB5++0oPxss3QGWgSGG0fh8zOOsHxgnXodHXkY3HG0fYsOGZqWhpyNz6t +fTlE7N+B4ooNP1Zg/8Eh2+sT4xjQexXl6y4Gsft15cI/xrF8vCzkQ68QEvyD +DHZMjaP/g/ZocPuUyv/6g4mZPqFI6f8BzypGWQ== "]]}, { Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQjQ5mzQQDe4YXC7dMt/O1h/BX2jP8Wci652mkvTEY -bLZn2Mah6P01ESq/054houz1sRlp9hBTDtgzZBydFP8+C6r+sD1DwOpSrp95 -9mlgcMyeQe5PdXh4IVT/SXuGEu+bs5mL7c+eAQN7Bo6bD3hqS6DmXQDal5vp -c6AUqv6iPYPI+hc6p8ug5l+2Z4henHZiTjlU/xV7ht+7JlSaVkDtu2bPkKN1 -8PC0Cqh5N+wZbGNjDA9XQM27ac/ApMCgu68Cat5te4YypiM3uiug5t2xZ9B9 -e/aJAcy8e/YM3Uu60zaVQ817YM/wyU1/oyjMfiD/zIN5+gllUPMf2jM0zdxt -P70Uqv+RPUO9oSv/gRKofY/tGerk71XeL4aa98Se4ZH4hec/i6DmAflZ33br -CBdBzXtqz3BE7HiqXiHUvGf2DHvz2q/6FkDNe27PkPDBsOJpHtS8F8DwZ7wY -YJULNQ/IXxD2sXZ6NtS8l/YMl5IN733LhJr3yp7BxctL0i8Dat5re4Ypu3wq -emHx+8aeocdVSWFeCtQ8IH/HC32d+CSoeW+B8bnuHYtjPNS8d8D42rN2tUEE -1Lz39gwGHwwtlXyh5n2wh6U/AEHNCL4= +1:eJxdmXlYTd/bxhtQxlBk/IqijJWhjN1EpBIqlWie59OZlUqIKJkKIZSKKGke +FGnWQPM8j6c5RFF4996//nrPP13rOru1n7We+/48z1pntZmzlqUAHx/fgml8 +fOTf//8x0f7TFbnhIPTn+oXaJ/xUqi4r0bVo1UbCne4/sb5CUOA6btzSZoS+ +shHl3WoL4frZaWeduiVWBD9KUNq9FKISN++Oe9nDverX+u9qErCq9b3rOtMF +Ce7nbz3YIgXN/ZfPWXsyIZtfdUNEVQY1+W8nstZwIRA3fY3+/U2Y7rxg2Y3v +blix6sq6Xf5yiNsRUZn71RNliUyhmP6tEPZPDkyadxFKwZ/j51rswOh8hZsH +9lzG/qq7G0+NKSLm+efqSx5XMGyY4+QdvhsOkSFdW4p8cOkx372AM/tg6f1l ++6ioLyTcRs/uFdyP24r6ORX6N+CXqDS4RPsAvn/YE1ASdBO+f5onjIOVcVRk +Xzmt/xZWalf5LGg/iLjIa7+FhO9gb9LqgM2rVaAQI3gwas1d9K/LWZlgcBhV +q16/NtwTgC3h6WvD/Y/g3oTn9hVagZghPzuKL0MVDsoXm3qs7sG2MOZtXtdR +WI3GRmSeuw8rl1fbxoTV4bRA5FbE9QfoXjux/c46DTwMoj7g44Uk3Fc6hla/ +k9lBEQ/xMvlJnNBJTRzuV5j7IvYReAFft7QbHkd2wlHOx7THqEdJwN2tJ3C2 +9xp/78dgCKdrnLSPP4GF18Zer8x/Aj6MaXDlT6L97h22ceFTvC8ovpoWdRI9 +l6Plaiyf4cjpEv6ta7Vgz5JR8O56hgcj42nND7XgsTytaJdFCOL8j8dnztXG +So7Z19G2ENzdVtZX464NdZ/VL5KMQqHU4m4q1a+NGcfHBjzqQxF7+5R4xCkd +aBZ1ZB079RwDavpzDDN0kI7Kw4lfnqOAebfiqeQptA0l3juiFoYV58T4cq+d +Qk6tT9y03DAM6DXcLh4+BaM/Gg8HEI6tC3g+Sad0EX9WQPNfWji+he3uuvhO +Fzk/X5bsVYjAZtGKCPnVevAv2r80PDYCLWdiS7Ku6EG04ZPczs0vMMuz6rTC +gB601h4S+/nyBaLPQ93vpD7UXsVkN0u9RJHOcEhOkj7+2M7Bt2cvYSbUZdiy +/DTsLAyuyK2MhEuAhGfjhdNT+YkE32TI9PSu0zg/s5C7efErCCjZfnVXM8DS +hH7JgTuv4GHAVl4TYwDHoL8Pq0Reg3by0/hL0TPwTBVo7vV7jZY1ZmILuWeg +JjY+IDMrCjmf9wcaNp7B58jm/DtXo7DmlKWb7/6zmOOa5CQ9PRq/E7/kPQo7 +i+nenm3dF6Oh9tWT4y9siLTCXRJlfG+wSIh9w9zBEDLqXRu6Pd5AfyxWeHmp +IU7OuMi/7g/xfda23oRtRtg+KRJ2yy0GGtYTW+TvG6F4082F637H4Ge3cP3N +30boGbsbbLX3Ld4vCsxNMjQGQ5P/SpLbW2gU1Bb7Zhpj1sObWQLv3kL9Xy/n +6gITvK5X0lb//RYnzx4Uf6ZsAr35Ijtv7YrFTjduzk2GCebt4XMp48aC/+w1 +T90wE3wxWPh3XkosXvxlqY5WmiDIWaVFdSwWcuZKq2ynm4J2LkjMUyEOD661 +CybuMMVJ7rwnsaw4tLuY/ayxNMU+hzC31oQ4zF7x/mdZoCm2njoTPXs0Dot8 +fkx7nmuKbdQnHnxJwqvVf5hCacamuXr0eBSGj6kVSplB57PKHk5sPDh6WRcl +dMzA9L2QcXckHgJFNgXHLpnh2b7Gu1GyCaDx9S/XijNDZaf++49OCXg3puq+ +uc0Mi7x+7q2ITkDv24sDLSLmMFmYKNI2kICfGx/Y2iqZI+lBgEL/xkR02lwb +/eRgDjGxwNivdomIs9a9wf/IHJ6Xky6MRibCVObftvmfzPGjd/z5d14ivr26 +xPvx0xzMQ2eXD0snwWy441WclAX+3W3t7rZKQtyPVW6HtSxwQG7x5qbwJHwM +atiX4mmBLtoNscrOJNgnp9XMi7bA8KnDwUWSyUjQzFBVq7eAfsv+/GyzZAQY +d9yyE7KE9Fz3O+khyRDr2/TWebslDFp+/01sTYbsUFDEaVNL4v/T5rxdlYIe ++w1MGX9LdNPevXtllIKd5s1LGtMscUju7+yI4BTIVCYGMHssIRBw8U9IYwoS +3r/t+SpqhXWPVW89WZ6KhjVfFujst0KU6omcRwapeMK3QPSRg9WUf1LBp8/u +z3tghR5/qfkPalMxIfPvYU2OFe7LfJW+L56GO4zXq0tGiP+3+td6TzcNuYpu +ni9WWGPN0eN77gemIYDllGClao3JL60KDyrTwL/ZO3MW0xq7J+IrgkTfQcjo +w/O7T63RWFiw4LHWO0QJrzTiL7JGs9Kqr09uv0PvpifD2j+toaKX7BJa+g45 +hcr6vqttsEDs9t0IkXTsbZ/14IWGDZRYUbqvNdOhyfj55iXHBqWuM9+9vZGO +f+7Tg/1DbZAj9TIzqTgdagI7zU6X2GDvroUzM2ZnoPpe9jzhcRtoe5TtyFbL +gHp5U1zQGluIjHYd/nQtAy8TrmjOO2YL24fH934pyED/vvdtlhxboi7MW1wl +9B7iTpcdnoXYYtq5NZX1h99DRqVuKKPIFgdifdmt3u+xOjvd5v0PW0guU/vT +lfMegrwt9SGr7PA83tCmX/ADiuNlD9octUOhe17yiPIHXFj34fkChh38uZf7 +f3h9gPj+pongx3b48fy+4ETmB9znu64+N88O/+sKMsFvk3vHeNgOenlGtIur +MqHFvlkWsMQeE1K88mnIxNWNPKHoA/YYWf5Y+qpRJsKuftnx0s4eiq9dnWZ6 +ZOLVdZUzV+7a43P5pRe+wZkI3K7GPZJuj+Q7yeVzMzJh593k199J/H/fopGb +jZlY5/7vAX2uA841PPm3YDIThcvfPm7c4QBtCy3+gOUfccp0+P56Iwe4e8v9 +WLTnI/KOZVw/fcUBv5R2Ndw3+AiJtqUshzcOyLvlEL/U9SNMl0/XM6t2QLtr +ofujoI+4Pukht+evA1Z6OiqvTP0Ij+Grr3+sdYTyKtrMp7UfscZYgn7rmCNO +nCkvlxj/CJq66uXZLEeobgt4EiqeBaeEf21Wjx2x8UWig5RiFpY/POwbmu2I +X0kK+yJ0s8CeXHHhfZ8jYszE58uws+DRcDEzbYETTr7S64oMzMIORa7G/Z1O +aLwxlr4xMQtBIn8kdYydoDV37F50ZRbeWCw48tXbCXEyugzZ0Sw4KyQmOkU5 +YaJFTCtWNBvNl3nOxeVO2ErxLRt8J16zZv1ygvaa2MWJWtkovf8nT2aVMwyi +/ScV6Nk4crbFXFrFGZqVRZ0pt7PhEnxCY4a9M2Tu23zZHUt8f+bkhdxbzhj5 +YZGeXpqN4sC2fxZJzng2kvlaaSQbfzX4izobnLHv6vngTJEcuOyvpYXy0ZCZ +ev+2smwOkh+MhSiL0iDns9AnRzMHujHN4+VrafD5NnDhsFMONC7fYGnvpOHz ++LrzBTdyECQ+bUmOGg2/H2aeU4vOwV5b5VYpQxrE6lLPFRfnYOc51c8sZxoU +c9+4ag7kwP3MoslELxruuuxxK52dC0Gpl5c679KwotnYTWtjLvLL+Sz5I2ho +mLXCrVItF0XWq57NSaGhcMzZVdcuF/M6BHfMKKRhKOzMudprubh56I3kUAMN +Bxa2cAwic3Hc7z+HnEHiefxmNRbk4kSazrxr/2jw2hzNMOLl4sbnE7P2LnAB +rWGM1iqUhzmfFpo0rXGB/9F6RzPpPBREPhRx3O6CFo6OXefhPOTQeEv6VVxg +RX3ywP/fpJuengtWLJpvxvPOg2ts1c44GxcIXD5paBeeh20bWccnzrlAIn6D +/kBOHjb51n/Y6usCh9BHWk6deTArm35d/7ELBk+GaYwI5qPuz89oh2gXPPl4 +6DBdMh835r/Z6PzeBZe/nseocj4uztwoaPLFBQ/bNHayzfKRyHPcjlYXdN9O +kBv3yofMG/aHOV9dYCKQIOMaQsx3WiWsgJ8OkW3qEpOZ+Sjsr2unL6RjSNJV +3KM1H+Pm291mS9IxrWr/PD6+Athk6Tje2UZHqF7jtIurCtDM+9c94xAdGzOu +TQiiAOtSfy+y0aHj/vSj37yNCrB3m8rvRAs6vsot6xXyIL7Xa7k7wqRjE/60 +XAsuQIvUp3Zxbzq05L5Vz84ogO1jgZ6NgXScnfar5EZjAbIyfJ9tCqfj5LsF +uSKTBRj2sRBZlkiH9Km96beXfwLvj9+20Rw6esu48aJ7PiFpxfS57yrpuCmf +/yrQ4BO0uoofOXXSIcGUDhV3/YRMvc6WeaP0qfrzCfxM9bpHggyMh6y8vTz1 +E0R2C/gsEmVg9414n+DaTxiOFB5wW8OA9ZkzF1aNf8KzbKPpX+QZcJuziBsi +XgiJq9Mq5x1ggPWs1VlSsRD00V96e04woCv+3jpctxCBs3Fbx5gBCZdoY2l2 +IXyKKzwNnBgojX6jFxlYCA3FFMlj7sT8JR+Pb0wsRJv6wPlNfgx0fek+El1Z +CJVZNN/xhwyoJa7cLztaCDf6weOxkQw8cLfaGStahIuXrQp0UxgolPkot21b +EU7vr/vJy2MgbK/k+kStIizwe7HDuoqBFqWLqxXpRUg91tRS2sGAh2zz0tTb +RdDydv2x9hsD5+cpLtwTW4TGrZ5sKz4mmhv8ZmWUFkFXt9/szjwmwu+3CGCk +CFnD79MiVzBReEB2IlOkGCv+/XKP2sDEqXq378qyxbC9/Djq4U4mlE1z+3M0 +ixHhGXGYeZgJ/+rZnYedilExIq6xS4cJ7D7eWHCjGCM1I+m9pkzo+N2sVIsu +Bt8O+SBvZyZKiqkP+ITrWue4MxExMSNXc6AYX0/w7npeZ6JpiVJG6ewSlIoY +xzXdZ+K8FD1Ra2MJQg/t2ysdToz/ex5dqVYC8+GL8mfjiOdnlIXr2pVg8Xy5 +O+c/MPGMKHu110qQGnHIyKeYiU+hkvcMIktwLD4z0LOOiZO6qv6NBcT8O8J2 +mnUzoTRue8WIV4LDW4YPy31n4rqPj0er0Ge8ehyS2fuPib1CYWwz6c8Q8HoX +7j+HhWPMdKfOw59xpGHvz/+WspD1pYzgwWd4vF4b93AtC8VdXUY878/IbLBz +5t/KQvjF37p24Z8hrcufo6XEgkqEyPGBnM+IX9Yb46/GwpsTa484dX6G2fo1 +2xJ1Wejw2oMRwS9QuBh1LM+Mha5dWop0yS+QX+vz76MT8TzXVnZU+QuOLUxU +fenKwgElL2m22RfcOrpt/bkrLDy5HrRq3OsLfhYKhGy/w0K+YZy4a8gXXLwn ++bY+mIXk5CKRyUxivqhAXftIFjgPuoQ8Wr9gxpzTAd0JrKn+oJTorx1tNTJZ +WM+ZO5kpUor/XlVUPS4i/l9++bjXqlKY8K7X1VSz8Fp2/aiybCkKaHeZf9pY +EHRRHBFEKbQPDkbMHWTh4w+VgRzNUgiaPKAJj7PQmaHD8zYqRW1eQNmgABv2 +n8wJ/ZSijNP+KWMuG/pLGK1CHqUYonud5i5h49Wri4SeSiGX4nJhpSQbZhfu +1F4LLsWDI/FK0ZvZ8AgKJfRVCqnVhwOkd7LB9zOudHZGKSoPbfDyU2ajOzCb +kFspXsYZT2/UYCP1ZGXBjcZSCC33/7FIj41f/F05mgNEvFsM1+02ZSMy4kem +yGQp/AeK76vas4n6MYPQYxmSTjUdPcBiw6Bkcert5WUotvXfK+XJxpnj0oQ+ +y1Au0+r81YeNolzFWNE9Zci9U97x8g4bUXKqhF7LEPHC8oHaYzZ+39SPDDQo +A9M66EZ1OBvpHTaEfsuwrdwxWyOGjf6N50LEXcvQ0tO+KzqFjes21wg9l4Hz +cnxk7CMbjyi+leGfaAxvUxEbyz4Q00WWgb1hxmqNSjaE64jwUsvQ2P8n6FQT +G7Y9nwjclmGL/j3to91s7OirIyYsg6Pzl2PSw2ww23q9jXhleCQf6TM8xsbq +kl9eq8bLkPxEclooHwcHomcSfihHdpJSptJMDkq8lrqGiJfj3bnf6bkLOChS +W0/4oxyhPbq/FZZxoCi8iy6pWA42nw73zhoOFqepEn4px+6crwq1GzgwM9G3 +C9ctx8BWOQXhbRxITFgT/imHn4YIe80eDhbe5phJs8tRs+GksPRBDvjXXyX8 +VA7/nuS/i9Q56M8i7BxYjtiLB08Pa3FQZhRB+KscSpPfxeMNOIifJNKRWI4d +Op92m5pxcOcxgZeccjy4nv3xly0H9kpVatGV5bB62h513oUD5XZCfp3leHpn +3WQvlwNRH0LOo+VQtrgZc+ACB22y0wg/VkBLbGX+pascvKoT3RMrWoGi0C/K +b/05oHtLEv6swFuRF2vyAznYTvVvFeA789yq4DEH39qJ6ZQrkH45Z17Cc+L/ +A4jwtCrQ5jdr+fVXHBirEss1qwCdwfJVi+Vg/l8XYsIKOO6cbvIjmYP0RCId +XhWobEh9cP09B5bORHpvVyDM8O6OWbkczN5IyCWkAu0ZtxWYRRxE8d4SAVbg +2mTCo4IyDo68JOScWYFHS/9YCNVy0GpL2qMCyxbZ3ZFr5oC5mbBbawUEhick +D3VyMP37sCBGKnDqRdxS5T4Obqb9Iz4VWKjkz9gwwsHwRWI6kUr0/0h0+/OD +g59qRHirKuG74OT5dxMchC8klitbie+3jFkW/Fz8rVMieFAJSWab1fgMLvhC +iHRoVmL5u+oTnDlcRFkT6TWqRKMltrUtIJ7fTMjFqRIWzOXzFMS5mPjuTgRY +icRuuzbWCi6epRJyvlGJz+mbo5+t5mLYg7BHcCVifpq7JK3jousgYbfoSugH +zN2SvJELb2HCvhmVyA/c0BEqx52qP5Xgm0i7dW4HF5m3iOkaKyGY815hz24u +DHSI8AYqUTKyo6pHiYsn4sRyJyth5CXh4HmQC596YvtmVyGF5THBr8rFymAi +HcurUFdy/JKzBhdnjIn0bqxC1rUAwYITXCivJuSypwrsSI3zs09xUdpORKdW +haFN3MFdp7mYFUbI2aAK8mLietqGXPRZEPawq8Ju4/WpeqZcMNYSdnOtwpx5 +MaJHLLl42UXyoAovJV5arbbl4mI4yYMqzLwvFtftwMUeS5IHVbg3IUy/T+OC +fy3Jgyq8qg1as53JRU0nsdyCKqhuyc9O53DxLozYvtoqOE/eOiXvxkWMBZEO +XhVWHxyrue3BxVspIr3jVTgr8Fut2YuLrE5CLkLVWL076M1iby46wgj5iVfD +qa9SYI8PFwstCTlLV0NFNPqIui8XJ9YS9lCsRkTCavcj/lw87iLsdrgatz5v +fS57m4tfxGrDdashaNqaKhjAhSXVX1eDz2HDx+x7XLSuI6ZjV+PK8PxU5yAu +7HqI8Lyrcb//bojQYy4EXhLLDayGnEm8q+8TYn9InIZXQ+eY86GJZ1wYrSd5 +UI1/cfl/dZ9zIdlHpDenGjtup0c+Cedi7BUpl2r87DmmUv6Ci1p7kgfVUEp2 +K/sayUXRJpIH1VjwT0Xzz2suPg8S9hCsgdOHqHej0Vw0vCF5UAOt8ZiltTFc +jDuTPKjBh8jjNi9iuVgnT/KgBikVvi/M4gl9fSN5QHz/eMx9ViIXvvEkD2pg +snHdnadJRD6YJA9qcM9TvHN1Chc9O4jto9fALKiIcTuVi/ljJA9qkM1VPjCU +xoViCsmDGmSsPK+xM52L02T5CKmBug830DmDC4/dhPxia+CSorgi4D0XwRMk +D2og+ya1NfwDFynpJA9q4GX7tz0sk4sy0m6tNbDtmy55+yOhR9K+IzXokyt9 +ZpdF6InqD2rBt8/wrHw2F6IfSR7U4s286FNdxHjNRZIHtRgO/+B3JYcL2YMk +D2pRKBDIvyiX0CeJU9Riz9rNCbeI8SESz5q1ODDXJ+wXMVa9QvKgFs1p4eXH +87hQO0LyoBaiW64o3SXG6sKE/Dxq0Wi1npdNjFXJ8najFvssb35pI8Yq10ke +1EJhfcroADHeq07yoBY5cc/1uojx9jkkD2rB49caLyTG6ygg1CJ0cXZ1MDFe +4k/yoBaOBhrpRsR4znGSB7XIVjhIn0eM+eaTPCCef/1iPIqI9zu5fbPrMDv1 +3PHdxLiHTMfyOvwzSmUnEeuvJ9O7sQ7uwVZOq4lxGSmXPXW4xPRScCP2q4CU +n1odxDpnfskm9jedlLNBHWQH/ilOEPsfR9rDrg7VfuYuq4nxa9JurnWYnrfd +TYHIVyi52mt1eH+fcWo3kc//9Qd1EBCQ4NtM5PsuOV1kHUqn7XabR+jBjwwv +tQ4yzz7mNb8j+Egut6AOsyqT2oMJPZ2ntq+OOPcs/aJO6O0cmQ5eHeyn9/ny +krlwIdM7Xoc+AZmlTEKvjqRchOrx40EFeyiBC2tSfuL1uJY/EKZH6N2ClLN0 +PSL8Gc9jCD8YkfZQrIfmkDX9J+EXQ9Juh+vh1f1pwaY3XOhTPKiHEifI60QU +MaZ4UI9Lz6o/mr/iQoecjl0PPbGUJKuXXGiT4XnXI+0y85BBBBfHyeUG1iPq +62x7pTAujpHbF16PTWc8NoiGEnoi05FYD3wsulj7lIsjZHpz6tEmOcrwDyb0 +SJWPeiy4NPZn+yMuDpDy66xHeXOVRPEDLpRIOY/WY43izUZtgk97SXsINkDA +T1K++C4XO0m7iTaA3nTnvx0E37aT9pVsAGNjU5g/wb//3V83gI8tkFNL8FGO +nE65AasyBM6LXuNiMxmeVgM+8zUXK13hguyu2GYNmHMgIMngEqFXcvvoDah3 +X7vL+gLhNzIdXg1QSL6tY+HOxSoyvbcbIDVYK6zlysUKUi4hDQhdNXFKjuD9 +YlJ+sQ14ozm+5x+D8C8p58wGqLmWpr0n6sVC0h6lDWCHXip3cuRiLmm31gZs +zV9wScSOCyHSviMN8OC5Fj+zIvhL8aARejM+vFljTviD4kEj7unvXn3PmItJ +MrxVjRARP7p88gzBW3K5so3IOtD/WEef8A+5fWhEVK1ExFMdLobIdGg2orSh +V6GJqJ99ZHqNGiGrfvj43GNcUHJxakTeOoVh2aNE/SHl50G8zyl1sYoKF82k +nG804uma0lyNAwSfSXsEN6JD2XXy8D4uyO5PLboRxl+S07bt4qKctG9GI0QL +fPhEiX7gM9UfNIJ/82BJJ9EvFFPTNULmb+eayE2EX8nwBhpxfQ/tn7EMF9nk +cicbsbbL33ymFBfvKR40Yfz3/uPhqwg/UzxowjT3K1nblnORRPGgCWr2xhkJ +i7mIp3jQhMLcIsgs5OINxYMmXPQrOuo/l4tXFA+awPxg1NAtzEUYxYMmPDHy +HpWfxsVzigfE/HYIdP7HwROKB00IbfPLePqbg//93NgETq6jYxbRr1HTRTZh +TLHnRS3RzwVQPGjCjTN/nTv6OaDwV9CEvXLxue3dHPwPp03EeXB6ZHUbB5cp +HjShYeDH0g+NHFC4H2/C58pLSx7XcECVD6Fm1DvGhDmWc0CVI/FmTCZz328r +4YBF8aAZ2+NbLIfyif6Z4kEzLht3PgzO4sCRSnAzBtKvGB7IIPp1igfNsCvK +i64j+mFrigfN+Hc9zNcqjjhPUDxoRvTEqrGeKA4MKR40g7Zy14jhCw7OUjxo +hsbIMLsghAM9igfN2M885CtN9OdUOhKboRapsNntHgfHKB40w+Fm3tnsWxxQ +5aOyGeHrRpfy+XKgQvGgGT+cPljIe3NAlbfRZpy1kdmn58kBVS4FW1C/UPa5 +yzkOqPIr2gJnp4p7FxgcUOVcsgUr3BYtuezImbrvbUHLzh/rzltzQLUbyi0o +3T5YaGvKAdW+aLVAYJIzW/MMB1Q7ZNYCtn8gT+YUB9T20VuwYUDF7LcmBysp +HrRg1aJr3CxVDpZRPGiB/kzjjV7KHCyieEDMX5DvqrCXAzGKBy24rp1t1b6D +A0rOmS24Gnly+LIsB7MoHrQgq5Au9t96DmZQPGjBgeR11dHE+Y4q5yNEfM6O +27ev4EzdH7SC/9th2dhFHHhSemjFwf3xeVIiHFDTi7Qi/3Tcb39hDqhwxFtx +Q+lQ0TA/B1T4q1oRMGSz88gEG9RypVvRYCuhHDjKBrU9sq2wfGvHqxtkT+mn +FXJZRzYu6mFT0QiiFXueJs860sqGM6WnVvgcSbviXMcGlV7NVix5d/ypfzkb +lBx0W8H7xdEJI87TVHtp1Irfgtsi3uawp+57W6FRdyEgPoM9xZ9WvDhkIPUm +iT2lv1aUz08xCCHO720Uj1pRvO+h4o2XbBhTemzFnSK+dy4hbFD2utGKDWn9 +nZoP2ThD6ZP4fuaZRKm7bFD2DSb2J1Vz03df9pReW1FYmHc07TJ7il+teLo3 +e66rO3tKv604IHKIu5XNRhnFs1bEKx+91uHEBtW+5LTie3X5/hvW7KnzTyv4 +ilufyJqwcYzSdytaVjOeF+qzQbVTja3wq72maXSSjaOU3lshPCL1rO8oG3kU +/1qhbXPogbMyG4co/bfC8QBPYXA3G1mUgFqh7zb/vPk2Ng5QCWnD/MUZ1uUb +2VN8bMP9BUO/dkmxsY/yRxsGHZ9vfbiCjXcUL9sgurFpwXcxNnZRCW7DjKOP +7h+ay0YyteA2FOY3ZftPZ0+dt9tw9kXYvbI/LFDT7WlDoFzu7Hk/WVP1tQ3H +osRWqQyxpvjahivL7payu1lT9bYNe9z2SzxvZiGKAmQb6J9XzCusZkGGEmAb +pMVkHvZ/ZiGC4i/xPg2zHKF8FqQo/7VBhFPk998HFkIpHrfhQID5d9lkFiQo +Qbfh6/MN43tiWHhKJbgNkhESj5RfsLCC8mcbyh6qNB58ypq6v24D38Wgd7jP +whLKIG2IPrNil8JNFh5Q/G5DvfRnHemrrCn/EuvpfjNP1JOFOxTP2xB3/73V +LzYLCyjDEfHu+XO23ok1xfc2eJfZfU20YoGSS2kbthgISfkZsUDJr7YNulXl +o2d1WaDa7dY2/FEuMZfRZIFqz3ltWPP8J21IhQXKbiNtyPuhuSJmHwsXqHrQ +hoHd1ZZ2O1j4S14f/GvDLbrfMYnNrKn60I7pOokfyqRYoI4jIu0IuRfw0nMF +CxyKB+0w271BeIMYCz8pHrRDFezm0tksUMcj6XZoh3M3MgVZ+E7xoB1XHOSH +RSeYcKF40I7mgGfr335jYogKsB1n/8urV+1jTtWXdvwVDhVobmOin+JBO/J1 +toc41zFBHR9125HI7570p5Q5xYN2FIicV/YpYE7xoB18nvIqIpnMKR60w+R4 +8Ps7yUxYUDxoR9eFD28WxjCneNCOm6IPFt2MYMKU4gHxvJD0d6EnzKl+pR2n +zjoccQ9kTtWrdrgstFk47MdEI5WQdsStX6ZjeJkJA4oH7VgSenFOgRsTtRQP +2hHmFrJHlsGEPsWDdugmsdvu2DFRQyW4HVu0BP5+M2VCl+JBOzYcP3T7+Gkm +KiketEMzeu+jlyeYOEnxoB2y609/+3uEiVKKB+2w8hRy1AYTJygetGM05sjs +CAUmPlM8aEdN2tKSn5uZ0KB40I75z9zjVNYyUUTxoB2hxox3d1YwoUrxoANX +f/3uaRJlIpfiQQdyHcV2Ss9mQpkycAf00z+8dhJgIoPiQQcOdE0qJ/xiYDfF +gw548or+jI0wpnjQgcV5mxp38RhT/XUH+D1WNZ9rYSCG4kEHlOeHCaZUM7CR +4kEH6s+naYyWMPCC4kEHPmWbpW7JZUCS4kEH5nU9PmqdzkAwxYMOvGq1+RMc +z8ASigcdeJiUV1n+ioEAigcdaLdK+jI9lIE5FA86cOGr4pBCEAPeFA86wNRV +l7O6xQA/xYMOvA8cCbx7lQFXigcdMIqRXvXBg4Hv1Hm+A6eejxTxWAw4UDzo +QKiL+uP5jgz0UA1VBwx1vNQULRgwo3jQgWfeDbcMzzDQQjUcHbCZbuB8SYuB +MxQPOpBYMdn18igD9ZThOuAzkj1asp+BsxQPOtB2JubRN0UGGqn7gA5kLvpQ +v1iWAWOKBx2Q+e977O51DHRSBu6AGEt9tdFKBmwoHnTAe1mBjJcYA0NUA9QB +93m2Bc9nM8CheNCBPye28OUJMKb6g07wtYuX9vyiw4/iQSeuf1y7c+ZXOhZT +54dOPBzW27mBR8dzigedkHd4U6rWQoc81XB2QlNxPb99NR1ZFA86MXKi4NP1 +Ejq0qIasE0tTfTe8yqGjk+JBJwqcGZKf3tHBpRqWTkwyPRN64uiYS91HdSKp +IKZp+ivifdR9RCd+2U17KhlCx24K+J3IPOM+vv8BHeUUADsx79GyPsObdDhQ +DWknWmUaGa5X6OBXpQwCz9l+m++703GLKiCdkD06+iaBSccy8jrdoxPDbWLj +5fZ0BJHX797E/FWDwt/M6FhYSBquE6FSnm0LDOi4TB0AOhHwucBr60k6BqmG +vBOBFYW92qp0nKQa5E683Oa9lOiGEEU1rJ0oHhqbH6RAx1+KB8R+T5csTd9M +hzp1/9EJFfYMvTYpIj6KB514rBwaPmMFfao/IJ63+/lukygd0ygedIIzIPBQ +exYdchQPOvH3Uz7c+OnQp4BKxCOgEv183AVcqoHuBO65thcPu+DmZtJwnRi/ +bNPys9sFT8ifkyY7kf15XtjqZhe8pO7TuhDMcJQ7VkWMS0gedMGHcfnyuWIX +PI8mDdyFS5+1n0VkuyDgBinoLty63HCpMs0FFxzJBHfhTeByWcE4F5gdIxfc +hUZ+sdCtkS5Q2kzyoAtLP+U0mj1zwca5JA+6sP/s62MB911wZJDkQRckN6mY +5/u7wLeE5EEX8nbeWTnp7YLJaJIHXVh78c75re4ueOBPGq4Lh4UPX7BjusDE +mRRgF6SKomTC7F2gfYLkQRc+FOaxWsxcwJAneUC8XyjAeoWBC9IXkjzowtYL +Yn8NTrpg6yjJgy4IKajueqTqgooqkgddeCwju7QJLghNJnnQhSG9T8ESii5T +9ztd4MtZnG+5xQWZbqRBuvDFQTwwaq0L5huRPOjCWa0ioR8rXHB9P8mDLrxk +bl0FMRfIS5I86EJChUbD9dkumDaDNFwXPJyX7a0VcIFAL8mDLgiqPjog/ZuG +TcUkD7qgZviln/OVhgsxJA+6oBmTtLuQR4PAXdLAXRBROrnlv1YaYtgkD7rg +P/NpHqOGhisGJA+68HnBM8GizzT4KJE86EKRrk6XZB4NKWtIHnTjSu07e48M +GjxmkB1HN9xGfSvrE2g40kvyoBtrhV0Nd0XRML+I5EE3LolemfHwOQ2Nr0ke +dCNw8dsvkw9piPIledCNswvGU0zv0HDejuRBN+oEjbIKrtGgoUryoBuzhtr6 +5b1okFhL8qAbI18u7Qjm0jDOR144duNa5MGns2g0lDaQPOhGrevq9a7WNLxK +JHnQjcaDKyv6jYj1+JM86EbANMVgY13a1Pm0G3wZTlerjtGguo/kQTckHXNu +H1OhYYMoyYNujIntTM/fS6yHRwKVWE/CpxmHttMw9o7kQTey1M+5ZG2kocWf +NFw3kuoPTypL0lBoQvKgGyamW1/kLqMhWZ7kQTcyWvbQ1RbSEMFP8qAbX06Z +G5bNpOF+aRRh4G7cy35pY8BPw/UnCYSgu7Faa4lM0VdnXLAngd+Ny3OWf+hq +dQZXkeRBNzSSTt+bVuoMmgDJg254Hq+Mlv7gjM9fKgiDdOMof+Pc42+c8T20 +gRBMNypHP753DXZGp1sHwYNurNlwJfOVnzMeGZAdVjd2hMiItrg5YxnVsXVj +hkFkkri9M0zWkwWpG491hF/rGDjDaSnJgx78uKUyEnjUGUdESB70QEzE9ErD +Tmd0zSJ50IPhzwaOa2WcoTGH5EEPbpVuDWeIO8NNlORBD76K9m7Om+EMhgTJ +gx4sCXIXWvnTaeq80IN/xiPy3C4npKqTPOjBK5sD0TWVTphjRxaQHiyOp53b +k+MEKX8SqD04BI97z+OdIJCiTUzYg51z7abNf+6EqB7yBNeDkRXbsy/cccKy +lWQH2AMLp8byH15O0NJ3IBLSg2f85tucXZygHcQkAuzBk+r8zgET4vnW84SB +e2A0OKvH6QQx3yZvQtA9aFbZtPsHnDDN8waR4B5ItG5s9pQl4qkJJBbcA5n0 +mRXzVhHx7nhC8KAHo3W5S0LnOYHPO4IwSA+yfqvI7vrrCOX4N4RgelDc4nyv +YtARpR+SiA3swdJrBzVdmhzx6tV7ggc9iPyZqbuwxBEVjDzCcD1gyfBiktId +ob78MyHAHlz8L/W0UZQjREKqiIT0oLJ2m87Mx474b3oTwQNivXr6T5N9HeFx +hPyBqAcKD9ftsXVzxEabfkLQPTgc8kT6P3tHSFp/IxLcgyCHTItqA0c4HCJ/ +b+6B3KTvt9tqjlP9AQ98J/jLTux2REcQeePAwyIbCT7RDY5YsJAsIDzYH+r1 +rF3qCH8bUYIHxPNdZ06EzHSEXvBSggc81B7lujj+coDz21WE4XgYpit17O11 +QGXIWoIHPKibvAkXqXPAVZeNBA946FhQkNJV4IArq+QJHvCQetV3xYcUB5S/ +ViAMzEPlx/HSRy8d4LR4L8EDHuQyRardHjhA1/gAwQMePl8s3Wjs4wC/K4dJ +AOLlzD3lKlwHzPNTJ3jAQ47O8U+yNg7obz9B8IAH8YyggeX6DpD7q0vwgAff +RxHiM1Ud0NRkSPCAhzUjLLUxRQeMeFkSPOChPU3Iu1vaAQ59jgQPeMiaOJNf +Le4ATXEOwQPi/XH0BQVCDrgv7EXwgIexFnXztDF7qL33JXjAw+FLPenRPfYw +3Xmf4AEPHx6r/BdaY49W9nOCBzzobbK6ej/fHp/OvSV4QOz31qPjN5LtseTA +e4IHPExED9G8X9hP3Y8S+/1M96v7fXsMrmgkeMDDJmGvc5yr9qDJDxA84MG9 +23EmnWOPs7P+EDzgYXT3yhBHa3u8fTGP6LB4uDX95n47PXs4zFxNGI4HzcPZ +PdZH7OEnu50oSDzs+JN6z0rRHkuXqRI86MXODYxjVtL2EP50luBBL2xLhmZb +i9vDbC+dMHAv0ro3ldsI2WMN04fgQS+2sjc/sx+zgxrtKcGDXnx2G2E599ih +Wi6Z4EEv/MdY2swaO3xO/ELwoBf03oydrvl2eGjSTfCgF5PDmoqeyXZ4e2ec +4EEvgiNjTLxe2EFYY8abSrVeWC9uTbhw3w4v/EQ2JWr1Qk2hdZv7VTvc0BEj +OrZeaM9828Tm2CHtuRjRAfbC7ebxOEdrO2x0nU90lL3IKngfa6pnh84aISlF +ei/WJf5p0Dpih7b03wQPehGjM0f+gKId1q3vJXjQi5Mv+t5ukrZD3IoKgge9 +WBL94MwicTtcvp9C8KAX/ywXy0/MsMNjqj/oBX+5uXzzT1tMrGETPCDm/3rh +7PtuWzzZpknwoBc22Y5xj6ptcaVoNcGDXpSqbtjGzrNFSt/IreWpRPxeSc3H +kmyx6fa7eZOZvRh3WJi4JsIW/e+9/BoLiP2erZQ0GmiLIcbBWRmlvXhiuKs9 +29sWO97y+QTX9iLMbNquWyxb5DBSp3u09iJ/2dO005a2ePTe8ZIRrxdCV2Za +S5yyRdKtlfwY6YVT2EGlzkO2WNJX4LFqvBcjrGP7w7fbEn2U8+S/f724+3ud +o7mULaZzVru2CvXhaP3lyuVitti7bXAsU6QPMzOWXykStIXNv3JWiHgf6kP7 +vejfbXC1ofy716o+vPEdzZ/fYYOH+QMuZtJ9uMVR0I8ot8HTbIkRZdk+uFnF +bt2WZYP7X5ycJBX7QNO31EuOtcHl/uoBQfTB6ZhW3tYQG1iKn7bvPNwHlgrX +M/yWDXZr/+jN0eyDz/6aiyIXbPD3yWubcN0+RCo5l9KcbZDy263H26gPxdhv +88nIZur+oA98h9TUlmraQKjdjjiB9GGX+g22yT4bPHa8RhSQPniemjn4ZJMN +pGZmdQh59KHE7H105XIbPEkQM+d592EjIyqFf7YN5tG82gtu9MH/SsXcdb+t +4bRH2CwysA+Tj7dFH+i1Ru7iyLZrwUS8ScX3dGqtMUfAwtQuvA+/y58UGuVb +Q/XPzja16D54f4tUNUmyhquwjOnGxD4sXzQ0/3S4NR5KyrfNzuhD+m57yaMB +1nirqWM6kNMHW/PVF+QuWSPt2u224uI+SNycLy1Ct4Zy3U3T6Mo+yNP86ltN +rPH5wM/WG419GErhnQ05bo2z2TnGTp19MLJd++aEkjW+G040aQ704ZyX8ueh +Tda4veDhGdnRPuzn35/httwaW5uf1YpM9iGVt9JtbKY1arNFTo0I9qNVsVHI +bNwKl7O6S0tn9yNuyNX8XbcVFOvXasSK9mPb3N83BKusMDirJO/28n6Y3D19 +dXe2FV7qNO6nS/YDXkHHTWKt4Jisnaa1sR+F1andzKdWU/1BP/gD0jS4N6zA +X+D6WnRPP3gpj7zs3KxQxdogOarcj/Mqht7qtlaI2qv8sFKtH+m7/ukt17PC +9RVZ8xO1+onziNevukNWsF/06kqgQT+One60vbrVCtrSvydYZv14dFk6UlLC +CspacTRdu37cFVdPfjOXeP+98k4Fej+UFh4PkJmwxKbvBvrirv24w9y2/zbP +Eptt1YvGvPpxT2k8jVdlCbnx5/tqr/XjMC14mmy2JXY+s4hJud2PiJmSKy3e +WuKw6Q2JoKB+JM26Ns0n2BIlDVJ3z4X0I/nfqHvAdUsov5WfaRDZjwGmn8Yl +jiWeNMdf3B3bj9N2x2k6Fpbos3r9b1lqP8Zb9vUKnbTEmqNLLkxk9qOoSi85 +eJ8lDnn/Fmws6Ee1enD9og2W0Fqu5Zte2g9x5XnatMWWODZ71eLg2n7cTHkl +ES1gCflTpmHurf3YG0M/WDxkAcFfSxSMeP1Yts7qXUm9BTJ/qhQpjfRjx0pv +n9g8C9hr8sxXjffjQsCXV5w4i6n+YAB8fiprJJ5YEOfsG09bhQaQItgz9Oqa +BYZoN5U/igzg+UT8/CUsCxySE+oNER9AISPqqrWJBa4fHb1zcdUAJBxKtYPU +LZCerrvfXHoAUZ2rWNEKFqi+tuXrQdkBMJoe9j9fbYHmt27hUooDsNU9kHx+ +jgXK5ZUMp2MAgcdFaxXHzBE7h72k+/AAxgvma1a1mcPjgGRNnuYAbmftWnqq +2BzbS1WCXugOwHyv/67kJHPUpDQZ+RgNwFJhXszEM3NYTfRJ21oN4PHb1HNr +fM0RVvqEd9RpAG7n22mSLHPoumwI3MAegKF9vf1PI2L+phubZ3sMQN09xO6R +qjkWL/oU2+89gCNxio4Lt5pDaknj6uIbAzg6K5hxZjkxX3eee1TgAIy9y9zZ +08zx4MK1XL/gAXAlq3zNB83A3y35yyF8AMGdL4LXVJuhfvG9JceiB1BRcDQ+ +/r0ZcV5pldycOIA5pWnFi1+Yob+ef/ncjAHo/P7dq37TDFJOE38GcgYQfmTW +bG2O2dT9AZGfFJ7sJmMzDP5kXY2qHICV+j39msNmcBv4udmvcQB1/KLeOlvM +4BF9PNO+cwD6DUaJzxeZYWzXBSX1gQF01JzrzZk0Redtn5cbRgfAGjNfndJh +ioOJNn9nTg5g/u6Vhu6FphALk9jfKziIzKfhj8ViTXHW6K1jwexB0GX+tLjf +N8XiTvGrL0QHIVspKZ3qbgrlHXp+V5YPYjJ0KT3PnJj/pJO7peQgygOaM8OP +mhLvNzQ4tHEQ8ZF0UT1ZU1wYlJSU3DaIx21VtvVipqBzAlYI7BlEDLNM/L/f +Jshsv+DbpjwI0UdbXOa3mIAm2+v8UW0QqTqDrNhsE5w3LPkUojWIVyFz1/G/ +NEGvw+agiwaD6PC66fXP1wTxhjObzc0G4fCD7hPlbIJGWdMHKnaDUJhM3i2s +bQLrju0F0vRBqN0zerBQwQQa3MuOs1wHEZFtFVK0xAS3ho77DHoN4oVwyGur +n8bYcfj+krJrg7j8VtH+bpoxdnka/Jd4exD/PG57rfQwnvp9YRB8zDdD0w4Y +42ygznWPkEEE3vSPOypoDFe674h55CDelcmX9OcY4aecUvHR2EFc2f1Aiejk +UVHqsFIudRAVnz7OUD1shHla4p2LPw4izfPNWoEZRohI2Cfxt2AQG84aPVqa +a4iQ8ZayrtJBbDYus/a/ZIgfK/+Ol9QOotJHyNfkgCFeST0ITGodxEQt3/Rb +f8/iw5w3L57yBvH+eEbVindnsbUastdGBiE2uPfPDM5ZCHgd28QYJ/L31tNN +cyvx/dyaJ4Z8Q3B45H3i+8AZ7OP78OOw8BCuWbUc/R1xBo9bep5unj8Eu+KV +O2xMzkDz9cngBUuGIFWyf+G+pWegbT45+G3VEHxtVNu4ZQaIEeLdLpMeQvaT +7aHLrxnA5IHYtWjZIWQ6Tz+1dr8BzBZdrLiiOATPhrRfgT9PI91DzsUQQ5ho +07nlGHUaNpWrzOSPDGHXpYolUaanYbf4RITA8SHs+6Bw9+Ti08g49HFfme4Q +lt7z+GdYqA8bY4ZMsNEQwoReG5a560/1B0PgE0uPfi2nj7TTD8c2OQ1h0bvY +4YF2PZjsEmkcYQ1hcNJXMjBAD2em54rGuQ/hXp3a0TAVPbzOePeE5j0EwZND +Jst+6kLT7Pv5TTeGsN2cbTcWrovD3+3fdAUMYeX8Dss9p3Rxj7Z22+PHQyjW +267dLaiL7fWrZp8IG4LObrut47GnsEHujAJ/1BD8ki8LuhifAotekxATP4Sr +Xy7lnZhzCgtDAq6ceTcErYvWbvdTdDAt/c7radlDaP8iu0bFQgdq2WWSrwuH +oJjSmHZaRAcLfOUW6JcP4U+B7SfDFG2499wIFKsnxjfLy+oMtXGztvdta9sQ +js8Vryz5pwVVo0Pm6b1DeL9fsXTXEy284gZHvfg6BJsN2/JW7tJCgvQPv9Bf +Q9AvnJV0rvQkzOzVp0XzD+OCxPunxyxOIuXgs4X5M4fRtunYpaDRE0h6+z15 +ZMEwHIaTTQy9TuBsnMro+mXDkLX5qxg06wReqN7Lp68ZxqMtBxY+lDiOR4wu ++aINw0Sd2vvyq5TmVH8wDH65Eflda46Bc9Wz6NWeYWhUGMTQlmjAmFb4W/7Q +MGZ0nJd4IKSOkUHRjwUaw5A31vWOGT4Kab6z/zmfGsbYkZ6mpFJVTHsRunCt +0TA2BctuePPqCHzae4L7rIZRZSRrF+h+GIlxGzM/OA8jx6872OGoCq6IO50L +4w7DQ/pU7rZ5h8C/IObTA69hnNji1tpXpIw1T4fePr4+jLsh+sO3Lx7A0MdN +sm/vDuOw1+BXma37YXjO9lDF42Fsf8QoNU7cB3pu2Mj0iGF8nOMWdmx8NzKk +s38tjBnG6ZFrTz4d2IlPqyPX5iYP413zzj9eETsQEK/LXJE5jN+1VzPZ67Zh +TVNR15KCYRCnHd6Lj3KgPRF2TfsyjHUNs/s2jGyC59gcef6aYTQtsCv2uCuD +47zaWYNNRLxGwlx1Rym00ByEPDqHIZfVPXDLXQJyt/PXJfQNI5A9S/eJz1Ic +Otpnc3OEWG9gvsWcSwuxOKiyROTnMD7lzpxTWymEVxeunNoxMYyzDjN7Rn// +VPpffzAy1SekvPs/Y4lanw== "]]}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiwASzZoKBPcN21xPmBtX7IfyV9gwbnnWeaO/a -bwwGm+0bKmMnHfKaDJXfac9wx6Wu+OaM/RBTDtg7NAj+nvZuLlT9YfsHvber -jrku3J8GBsfsFzAt7ZkauRiq/6T9gwl5j5pNlu4/ewYM7A+wKbG23VgGNe+C -fcJU9yvT3VdA1V+0ZzDfeHBF80qo+ZftHbbNeDKhbxVU/xV7h07jqTxZq6H2 -XbM/IFOwcbf4Gqh5N+wbvqWtUZq5BmreTXuFPpPla9+vgZp3254hwclrs8xa -qHl37B0eeetUKK6FmnfPXkHlpJbRf5h5D+wVljAs496+Bqr+gf2Bqifz1bxg -5j+0Z4hkOzR/J8w9j+wfiJ0Nnci2GmrfY/sD9yQdxIxWQc17Yn/gf5egr+1K -qHlP7BOYWYKiNWH+f2p/oNRStPD7Mqh5z+wVCmxFz65YCjXvOdD/3k0H7ZZA -zXthnzB75pOduxZBzXth33DyT52T3EKoeS/tGwwjPitfmwc175U9w70eZl23 -2VDzXtszvPY6IDBxOtS8N/YN0e4zuPdMhpr3xp5BKp3z76x+qHlv7Rlmr/0u -PLsdat47e4Y1/fO5ZOuh5r23Z9hyp3xVbB7UvA/2sPQHAM4fLJI= - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiwASzZoKBPQMDj8eaFKb9EP5Ke4YDrFPq81X3 -G4PBZnuGD7+iFPcYQeV32jMELBW6+s1iP8SUA/YMDlt1vc1soeoP2zMUBO4t -22u/Pw0MjtkzZESyJdc5QPWftGe48V9MdIfD/rNnwMCeQSL0XcMxB6h5F4Dy -5wOV7sDUX7RnEIjZfkrBEWr+ZSDf0HnrBkeo/iv2DC/mSc+a4wS17xrQvHnq -Sa+coebdsGf4sTPPYpor1Lyb9gwLjnL9m+wONe+2PcOJvybZFzyh5t0Bhkft -2dNGPlDz7gHds9PUc54f1LwH9gw+Ks2rKgOg6oF8i/1zGzsCoeY/BPrXM18u -Owiq/5E9w5qi562CwVD7Htsz9MwRupkTDDXviT3DjpVVj/ODoeYB+Vu2/FnK -Hww176k9Q8WPZ/edYeY9s2eQKbk1jz0Qat5zYPz0PN28Gea+F/YMCpfZPWq8 -oOYB+Qyx2WzVMP+/BMq/11WcB4ufV/YMBjkKWv7GUPNeA9V/P33RQQpq3hsg -/8CapHZxe4h5QP6BWL49/wzsIea9Bca/iUKLj6U9xLx3QHmh+o8Tbewh5r0H -pZepH4TM7SHmfbCHpT8ApaQQwQ== - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiwASzZoKBPcOHoBU9OuX7IfyV9gymLtVrj7Tt -NwaDzfYOP7c2tCycAJXfad9QHS18r27qfogpB+wZ/s8Jqvo+E6r+sH1DmI9s -Cfe8/WlgcMxegZfBx+DeAqj+k/YKZpxBbm2L9p89Awb2BzgvK3r9Xww174I9 -g1/FuileS6HqL9of+Fm5oypzGdT8y/YJGT8LXWOXQ/VfsT/gmr9UX30F1L5r -9g5WCxNST6yAmnfDvmEP/z8Wp5VQ827aL3gk9Fxh6kqoebftFd5MXH7w0Eqo -eXfsD9yrl35xeiXUvHv2Do8kN/RvXAk174G9g3v3tA0lMPUP7Bvc9zA6icHM -f2jvEPszzmY6zD2P7BsSPq+a/WM51L7H9g05Eo8TrZdDzXtif2CL3pqZCcug -5j2xZ3C/5BGZCfP/U/sE72d/j4YtgZr3zF6BYYW4hNZiqHnP7Q/8qt0//8lC -qHkv7BmEggVPty+AmvfC/oCY5u5orXlQ817aO0jyfBCXnQ0175W9w6XLO869 -ng4177V9g93mXRqzp0DNe2PfwJ0os8FgItQ8IN+51zYlrRtq3lt7Bp7yX1fC -WqDmvbNnOMTlnzu1Cmree3uGsuO2LXMzoeZ9sIelPwCT1yyV - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiwASzZoKBPcOSR2c3CwfaQ/gr7Rnu8Ph9XBRn -bwwGm4HyXSdMUlKh8jvtGXoOWyezZttDTDlgz8BYlaKtUgBVf9ieYU3POu7p -RfZpYHDMnuFK8F+LGyVQ/SftGebMamx/XGZ/9gwY2DOYbXr4b0sF1LwL9gxb -+hTrPKug6i/aM0hYn2GbXw01/7I9w+uH169sqYHqv2LP0DGBM7K7FmrfNXsG -jbqFiip1UPNu2DMIvazY2VgHNe+mPUNY/onG5XVQ827bM6xwvts5sw5q3h17 -hqnbpNNi6qDm3bNnqDh+jf1rLdS8B0D//1CdllELVQ/kB1YpeOypgZr/0J7B -nOW6w9dqqP5H9gwNKybkSMDc/9ieweqIc7xWFdS8J/YMTHLLjPUroeYB+cHy -uVlaFVDzntoz8LDtPCFXDjXvmT3DV0stE74yqHnP7RmWb/vW9bMEat4Le4Ze -W4XSB8VQ84B8R/1srYNFUPNe2jPoMJ9Tm1EINe+VPcNFFqlD8bD4e23PcK3+ -taF8HtS8N/YMu36xe5lnQ80D8tt0PjU+TYea99aewStEhflHMtS8d/YMCY3z -3F1h6ee9PcON1aH8xwOh5n2wh6U/AOcfBEM= - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiwASzZoKBPcOLhVum2/naQ/gr7Rn+LGTd8zTS -3hgMNtszbONQ9P6aCJXfac8QUfb62Iw0e4gpB+wZMo5Oin+fBVV/2J4hYHUp -1888+zQwOGbPIPenOjy8EKr/pD1DiffN2czF9mfPgIE9A8fNBzy1JVDzLgDt -y830OVAKVX/RnkFk/Qud02VQ8y/bM0QvTjsxpxyq/4o9w+9dEypNK6D2XbNn -yNE6eHhaBdS8G/YMtrExhocroObdtGdgUmDQ3VcBNe+2PUMZ05Eb3RVQ8+7Y -M+i+PfvEAGbePXuG7iXdaZvKoeY9sGf45Ka/URRmP5B/5sE8/YQyqPkP7Rma -Zu62n14K1f/InqHe0JX/QAnUvsf2DHXy9yrvF0PNe2LP8Ej8wvOfRVDzgPys -b7t1hIug5j21ZzgidjxVrxBq3jN7hr157Vd9C6DmPbdnSPhgWPE0D2reC2D4 -M14MsMqFmgfkLwj7WDs9G2reS3uGS8mG975lQs17Zc/g4uUl6ZcBNe+1PcOU -XT4VvbD4fWPP0OOqpDAvBWoekL/jhb5OfBLUvLfA+Fz3jsUxHmreO2B87Vm7 -2iACat57ewaDD4aWSr5Q8z7Yw9IfAE5ZCMA= - "]]}}, {{ + AbsoluteThickness[1.6], + Thickness[0.01]]}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ + AbsoluteThickness[1.6], + Thickness[ + 0.01]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ + AbsoluteThickness[1.6], + Thickness[ + 0.01]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}}}, {{}, {}}}, { DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {False, False}, @@ -365135,7 +366490,7 @@ PmbQeTci0z7Ed/OatlK7+zXH9pdHmP/9HM7///v+HzuKo1w= Part[#, 1]], Identity[ Part[#, 2]]}& )}}, - PlotRange -> {{0, 1.}, {-0.056895976454999886`, 0.007483965840000106}}, + PlotRange -> {{0., 1.}, {-0.05691767149911279, 0.007485151144327023}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { @@ -365241,6 +366596,7 @@ XpKN4XwJUHgamcD5EaDw5zN1eFn7OPv8GkaHlNg7bsw7TB3OgIAPm8OBWlmL 9BIzhxawe7gdvmwIyJ513cyh+v6PW8bcgnA+OL7nicD5sPgE+/+uKcS9H2Qh 5taYwPm8oPT2whjO13jLu8+gEsoPkHWYCQI7jSD5r03aAT1/AgB/P3Ix "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, @@ -365894,8 +367250,9 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -365903,35 +367260,11 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}, {DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -365940,8 +367273,9 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -365949,52 +367283,11 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #2}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -366003,8 +367296,9 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -366012,42 +367306,11 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}, {DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #3}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -366056,8 +367319,9 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -366065,44 +367329,11 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #4}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -366111,8 +367342,9 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -366120,52 +367352,11 @@ BZ4/voLcH8bqgJ5/AKJQiK0= GrayLevel[0]]], PointSize[0.5], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #5}}, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, @@ -366236,8 +367427,8 @@ BZ4/voLcH8bqgJ5/AKJQiK0= Automatic, Method -> "Preemptive"], RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -366285,8 +367476,8 @@ BZ4/voLcH8bqgJ5/AKJQiK0= Automatic, Method -> "Preemptive"], RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -366334,8 +367525,8 @@ BZ4/voLcH8bqgJ5/AKJQiK0= Automatic, Method -> "Preemptive"], RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -366384,8 +367575,8 @@ BZ4/voLcH8bqgJ5/AKJQiK0= Automatic, Method -> "Preemptive"], RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -366434,112 +367625,24 @@ BZ4/voLcH8bqgJ5/AKJQiK0= Automatic, Method -> "Preemptive"], RGBColor[0.528488, 0.470624, 0.701351], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], - "}"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}]}], "}"}], + ",", RowBox[{"{", RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}], ",", "9.75`"}], - "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}], ",", - "9.75`"}], "}"}]}], "}"}]}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", RowBox[{"Joined", "\[Rule]", RowBox[{"{", @@ -366577,9 +367680,10 @@ BZ4/voLcH8bqgJ5/AKJQiK0= 3.795254324248302*^9, 3.795254330887904*^9}, {3.7952553314059143`*^9, 3.7952553638821507`*^9}, {3.79525539442819*^9, 3.7952553974935417`*^9}, 3.795255482473854*^9, 3.795255590673718*^9, 3.795256419535687*^9, - 3.7952565365374527`*^9, 3.795256695851474*^9}, + 3.7952565365374527`*^9, 3.795256695851474*^9, {3.795320388330069*^9, + 3.7953204053092737`*^9}, {3.795320438715073*^9, 3.795320460834072*^9}}, CellLabel-> - "Out[1178]=",ExpressionUUID->"4d6efaed-d366-4dc1-848d-9a8ed0223d0b"] + "Out[196]=",ExpressionUUID->"f32313db-6739-49bb-97dc-469998c9c5f7"] }, Open ]], Cell[CellGroupData[{ @@ -366646,7 +367750,7 @@ Cell[BoxData[{ 3.795260578010003*^9}, {3.795260625961279*^9, 3.795260647550274*^9}, 3.79526070114189*^9}, CellLabel-> - "In[1190]:=",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], + "In[198]:=",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], Cell[BoxData[ TemplateBox[{ @@ -366655,365 +367759,1761 @@ Cell[BoxData[ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJw1zV9Ik1EYBvCzWdQG0iwizSVuQeVNfUOoG+M5LHbjAkspQmR8ZHYRmaPM -URaNCiy0ZRRF3hUEM7rIlYZEfIeUVVZDbYnlHNNm+7acG9bShvRv5/jA4XA4 -7/N7TYebqhu0hJCyf+f/vZx5Szzi85hZ191cEAj7vb0Hl9/d2PbozOjeFhMr -z+UJwrbapNxaKv77QRu9rqr5EsY1hsfZpu6dKaOYH0DH5juOq5mN7Ggufpxr -poUzuiLRfwODsiXSuH0De/8uF6gXYtc/168X3jAKnVPM+nCdmB/Bod39tpNk -rfA/IJQssAcbDKIfhOq4VDPuyxf7xlC6dY2trlcvvHEs3i9e0Tm8SnifsDrf -UVKet1J4E5B3DLh+2rXCC4F1qYttNX8U7oUhOyX/2V1ZhXsRyLJhX7M1o/D5 -CNieyYr2U2mF+1MgpjZvy62Y6E/D/frHws2iSYXv+wIyd+J2q/WV8KIgSs9l -Y+YpuBcFba98fuD8R3BvBu7ohGTsmAb3vkLWjAwe0ybAvRgkx/HTgWtpcE8F -sVjGlmLfhadCipcZhvQLwouDjerdgdQv4SXQad//9oFnSXjfIFfrqvJCv4U3 -C+/gs0rdEUK5Nwta7PH1bdJQ7iUh9SUK5Csayr05OOt6zLUXNZR7KUjmYMXL -F4RyL420ayh7414WfwENIS5S +1:eJw1mXlcTN8bx2fa077vO4pQ2UL0jBBCEYUoSbaQRKXQRikKIUvfiqgoolLR +5h7t2rSX1qmmmqZp0b73u/fyu//0Oq/unHnOeT6f9/OcM2p2l81Pc1AoFDEu +CoX4+/9nRK+XnvxAHdkenOuKW74NXHwilwri47rKMkt7+kHYJJcgfjRYHa2/ +fkl7VbsNbJ2SjHkZpI48yh03/N5zGu6r1bWU3VdHEqoPn0z6XAC5x0NZY/fU +0ZmG+088+K8A08TeSAwfm9LuuJ/1ugaTe/QcVQPVUX1h4kyO+nXYF3qYphGg +jrgvi8kHj9wAxtL6b3J31VHyutia/D9e8J2SWM/pr474HnwNTRP2hUb1jvD2 +O+poVHT9w60Gd2BD8CW+L7fV0ee35XW3Pf2hEczlr/uqo4txUV2rSgLgBc3s +vJCPOjrt92vtqMR92BuqEWTmpY5C9I/kVR8Jhqktv3wNb6mjEczgadnLhxC+ +yXxfo4c62i2ypcqp7xHo3//Yp34djycucJqX7zH81Gm1lnXB9+Mz57aP6k/A +XKvnbcYVdVSr8uGDtcFTqLpWmM3vqI6ezXitVTQPhd1SXh+4HfB4jHxbes48 +g6/8wpc+ncb3ZzQpFrk/ByXzaxxcJ9WRo5jIo9h7L8B9IOkCz3F1FPaSfKC8 +teB9qqU6ogcdyH0ZGwayGl/SxQ6oI+O+9ULvkv4Dq0zXSPk96ig3Zbfbj4xw +ePJO7HDFdnV0vDeQ2vsjAvJ6bneuNlRH4oETH5QKI4F9o2ybkb466njy2PVE +8StYZD/gNq+jjnruJOjWn34Nqq+7vc5qqaMLLlrr/bpewyrdtGO3VNWRp0JG +yUb7KFgtaS1Ak1VHSm52f0bbo2Dl3qYHn0XU0Z4AtXdpNm9AtUG3u4RHHfGY +TbA9G9/Aom/WYqFzasi0pDNnn8VbYPWdFBUYVUNZUGOc+ustKNWeEjjCUkPt +A6nPdppEw1xN4PJYuhrKawhI5sqPhnt91ZfG6tSQzdzeMDbEQJ6sUe2OMjX0 +5TiH6UJGDMQdr7F9nou/P/6+bPP6WNjy9Z4oK10NPSihycUkxcINrdOMLYlq +SKLpp+6Gle/gfOKp5sexash8yXbJ8ffvgMPMf5IZroZM4j/nti5+D7u4yjbQ +nqihufOCMPz6PWyu0I94EaiGHOyt/HWV4qA5uWDJsJfav/zEgdZH96q9rmro +Jn/x9ZXS8aCetf/t+4tqSC6lT4P9OB6KOva84D6lhi69nA+rFfkAiqoXkk4d +VUNe6RytvUEfQOHap4EcM/z7JSfZWos+ws9Wqf0axmqoPK618PHdj6BhG1V7 +Z7MaEvRIc9TkToDlk/u9elarIW4/r/Zu3wRoiV28b88yNZRRvFG1kvIJDC8q +QqKKGtLa07W82/MT7N21wUJaWg0d4PGlLp37BFwG1x/eElRDa2dFoh/d+AwX +tzf3d3GoodIVD8WXTn8Gb3t7J7MpVdQz8STizOZEaByI8/s6qIqumlL9024k +goy+cbhCtypaFPYwhyMzEdZt2Zhyo1kVfWg0PLhnGh9Tb5fVV6miw6IiGx5t +TAKZ2xpMnZ+qSNiAcqXyehI05shz3cFU0S8r8Xnhb0nghc6p1aSqopeXd7Tt +mkgCrptCNNWPqsjJ/aWk1/pkuDTGZ3vujSo6cF04MsklGb6uOObz8YUq2nIx ++gY9JRk61bii2Q9U0WqLYwkCo8kwVMNZpOWnitaQzxdo22HVb3tDFRnyrBA6 +7PwFPl3jlQy9oooOle8wcEv6ArYnBTbnn1VF1+57Zz8Z+gIjAmdO/7FWRa+3 +ND/5qJMC56/JPJI7pIpqGEe+/3BMASxMJWuLiSqS8hnfXJ2QApOenr3WNFVk +K54q0s5OATG1tbIe61VR2oun6/u0U0HQh7br8QpVJCkZmvTHIRVYkW/dY9VV +kdedNO/RuFR472H9MU1WFY31Tr4dYaaCiaQjPUcYj2f7cYVBzTQovVArVcKl +ihae0Lu7z6SBDYfmy8gxFbRVV3plS0waSK4My3rbroK6nIIlaxhp0Nm0b3d8 +mQoatDCOKNH4CqXCRpCcroKOtNEKc+2+Qlm+a2RmjArSFLr1OCvqK3RR2GcK +QlSQVdv0fCr9K8ijqBdVt4jPZwgmqnyDM5wv1tDPq6Bup8zMeJtvUFJcrj9o +oYK2684LxEZ8AxNp45iFrSqI46nvXFTzN2B0zd0QW6WClobvehSpkA6hG8cz +F8uroI+79uf9Z5UOJ8V0Tm/kUfnnn3SgXXrvZjasjHoeLBZ90ZAOW/bZjZxp +VUbPtf5oPpfJgENJxxu8ipXRxzML9GeWGeD78vnSsDRlpL7bzOB5aAaUcku0 +pr5RRrO/6Otf1GTAivHy+aoHymjTzJfqlxKZ8N6hJOCPhzJqLi4SCzfPhM2n ++G6KnVVGrYYqfyJDMoHZ5tew+qAy2nH465U3FZmQRN8WaQHKSEwy5EmsSBY8 +Om1U5q6tjAxdPlp+MM2CAEef069klFGFB39mYnAWhM1QzhZwKqO8xe9RWmkW +FAj+qBwYVEKbN4rzZwtkgy6/HybXrIQOelauyzXJBv4joia7ipSQyGiX8c/A +bDCZsrvikaKEzoeZbf5VlA0T7JvrEl8roTNXhKVreb+D0BqbZ71BSojLXb2m +0fg7BJfwPF3qroS2Jt13pft9B/c011VnTyshDXmTua6871A2knD6wwEl9PaL +9bk+TgyCb3/cOLJFCRXfKvg6ZITBt9PO8YbLldCD63f6xnww2Be28DVYWgmN +vX3OOYMw2KN2yI7OoYT+dgcIkqYvx60fVESHC2ycfFUQ+C89GPyoSRHNLGZW +cQGCvOg5oYFCRTSkEK551wbBRZfL2mYpikj/g4cjvycCzxfvu768VkTlVbff +3Y9AMCsUt1kxWBF9ffy1SigbQUetk26AO/55ltTQw2YE64YW0MRpReTeFLkg +Notg6LjlgIO5Ijpob059qvADZBWvfWs3VES3/HTHpAx+QOzKoyrHtRXRlOHG +pudWP+BNCLdGo4wiKnh08Yucxw/g3eWee4xLEXV4FN/67+UPqN+fQmkfUkBK +XpeMlNJ/wN21pgUOLQrISMWJ/1XDD/C/0bow9VMB7T9WVaU6+QMalpxOeJCm +gHateRr5RiYHPNZ0lGu9VUDa71IvLtbPAcdoC/uihwpoKm39lljLHEi9jl26 +dFMBfbaTEdVyzYG9iSp9MucV0IH4w11xoTmwfo9rc6GFAmoOnsjSTs2BK7tz +t94yUkDmQhPPEmpyYD6eR2GDjgJK1rK8qjOaA82XaecmFRTQTJukeZJELgi+ +cFr2nU8BrSb5lgtBGs9tAsfk0UH1JOlU81w4IZ7Ca9Uhj6wSHsyud84FP/vC +xbq/5JFpTQnjW0guTMtVpgpkySOt5+d+bUrKhfzVlRns9/JoaMw+K6siF5o/ +Fa6pDpVHr4fQB8OhXDB5kKKK+cqjLXdvRiCRPOCvfO6TeFkeofTnIUY6eSDr +dsXy3XF5pBsgHpBnmgfXvbe+ertbHgUMs72NHfNgRT/v8Zj18qh8cunNouA8 +0M3OC/qoIY+mw5C7SUIe+A+56aWLyiPJ3+nupaX4+3fVTErm5JB+/icPU3Ye +rP2zYl0nSw49uWJwo0IgH2IiuQ9QG+SQYuuJG+ba+eD38EPEknw51LRI8UaN +ST5U5ior7E+WQ8UTlz0sHfIh0ODET+9Xcmgg+ph7Q2A+fBy/+P5rkBzaKt7m +ZhWXD1vGdn4bdcffh2mX5qJ82Kg/NKl/Vg75rEy4asPMh6is0w4+h+SQU9OE +E523AFz93gtWbpVDD3Y3XrLTLIBvId/alurIoTa3Qw4M4wI41R7a6asoh86Q +TwHcukaT7eLH45UStWP6FQDHnm+39k3IIo47B6wdYgpg1H5OIoshi1S/LD/C +ziuAgzkiTbpVsujim//MHRkFoHxqsOoDJov6D0TvHeIshEM7w2dWJMiiyB/b +jZ01CmHSUdoiJUwW3flzE0aNCoGn0bpta4AsCmvfu8HVrhB8A5zDal1kUXdI +iu6kTyE4eBzyv3xKFtlypGh5RBXC98+cb0UOyCKRNXtUZ1Eh3NTyHko1lEUD +Gh4ynvRCiGf8dLRbIYu4amnCFEoRGDHoSlLysujN4WYuX5UiyF2okivnlUXa +2YEznFAEUSKfPIPHZNBz7t3DfjZFQJdw3nuwUwb90ZXv5fUsAh9BldsqlTJo +Bcy1BUYUge9UivrwdxlkrjtcJ5BdBB2Na7RLPsqg41xTZcHNRRCT+F94fJgM +OpApli8yWwR5HmzXRwEySNNic1aIwk8w3rg046arDOqtvP5FwuAnaLF3nbls +L4Me6hXGh1r9hAtPDt04Zy6DVK9pvpHx+AnCOrunztJk/tWfnyCCLaVfWiWD +JqOUQhTSf4Lztn4dD0UZtCn4S0BEw09YnxXODFokg84eO+atMvkTrJatWxQ7 +KY1uCEpdj5IpBvq9tKf53dLI5TX9soZ+MeTSVQP6aqSRpcz3szGWxcCnfY0h +kyuNVK8knNB0LYZP5xPjTJKkUUXCp8NxocWQEl5bf/uVNDpb9sNMO7UYFPM6 +HXODpVHXr+6dCTX4/G2Njvw3pZFJqhJNZ7QYeIcy6i0cpNGLW2c2JEmUwIPR +23Hvj0ijYq0fumvWlIBr/zoGdac0it6ssSzVvAQM9YWenVwnjdoMfdX0nUvg +zCrjskINaeSp0yqXHlIC/VX0wLXi0uimsL64QVIJ1C1uKXlHkUatTUGLsitK +QGWxwRO1QSkU87yNA4ZKoLBiui2qRQoVb9WZQSKlULFcMVmrVApZNN4YMdIp +hQ2rX/GnZUgho5P5fXmmpcDZc7t7d5wUelAnwDB2LAXt3cW7GM+lEGwyay4K +LoXUI866fv5S6FDQwxqThFJ4JXUzYoWLFCorJR/o9ep52HhKCsXO8OSbskvh +yfMU3ofmUqhF1jC7QqAMIo93cplslUI3FzunmmuXAd+vq3cFdPGx8tuEGpMy +qB44/bBaGX+fpzLG0qEM5jPTFd8ISaHXLTMRDYFlcG/9ZR23WUn0843GM6u4 +MnC18S8075NEByx3PWguKgO0ZoGxtlESGU6e97dhlsGltN93lX5KonsBAZ50 +3nJw75ZKFPwmiTbzRrvaaZZDV+4Xa453kmjftSxHhnE5JJp+eTQfKolyflXi +PCiHNn/J3VQ/SVTa1WXD9CuH57XKGxddk0QxvtOWDjHlwBstJyF3ShLtiBUx +Y+eVw6phrvqV5pLo0/4lOx0Z5SCE6Hd2bZVEnT4GMMT5C94KJSie15VEXRvN +9Z01fsGfxvORD1Xw96+f1xk1+gWjmjKLsoQl0VZDH01Xu1+QPJpyYmBOAkXe +e6ky6fMLFm/d9mppvwQqtE6W8Yj6BfuEcorsmyXQ168lIrPoF+ge1Wt+XyKB +3F508XrSf8HPxSG/hzMk/vUHFSDr1I6M4iXQMjehWSRSASoG6o9fvMQ/r6cw +6aNSAS1+B/eNBkigDzrLRo10KuDQfpdhi+sSiPOK/hAnVMDtsLs+2Wcl0I+x +Hew80wo4Z39vevlhCcTIPsT0s6kArk+3rCONJdCFn6dw/VTAEbeT8TLrJdAR +2at0Xs8KsEPr2p8tkUDx8b64nipgceA0VVFKAtl5P24IjKiAyMrPgu+4JJDn +yze4viqg4qUFdcOoOKKMJ1cIZFfAt/a+tvJOcdQdmovLrQIs45zfX6gWR+kH +aoqCmyvgMteqvcK54miK2pVnyq6AXB67rLRkcRQXO4ZEZivALFF4yv6NOF4/ +eHA9VoI0dS2H3GNxZFUmnR6iUAlyU5X1VT7i6JiZJq7PSrB4wXR/fEUcleTr +J0kYVEJJqxvz8Elx9FF3F67XSrhR6qWhcUAcTT88EhdqVQlnTlK0R2niKKvz +HK7fSgiOmJov1hVHfdruUTIelcD2vvDqnao4uncuENdzJfgLWAreExVH/5F8 +q4QjW9J3OFPEkTyGTxdXCeekQ/fYDokhvt94eOmVkPysV+kQXQyd7/mJ47YS +1n5Py9pXIYbWsX7jE1bCcNCs5j4khq619/rZMCuBxZF5wjxRDKmVTfmoTFaC +kurwKevXYmhrAj/uhyoIZEStdXwkhsp85DyiZKpAd39x5R1vMVRisgz3RxWI +n7pgEOUkhvT5Njpr6FfBKiW/K7m2Ykg6Yxfulyrw85S51rdfDNnZHnGIsawC +6bvq2+S2iiHVmbO4f6qAvj62da+eGBIPcbPTdK0CZX5zAX81MURddhf3UxVw +u9cG54mJob4c3M6hVfDSX/cMH4cYqrSJxf1VBVV6p54eGBZFX2bxdKRWQYbH +JdnXHaLocTiOl7wqMDlpNjxSJYouGNaaJNRUgX8Xn/q+XFFk1IHLj1EF53nD +3n34IookAnA5j1bBVAHHbZFoUdSuw4X7sRrWLN6Wcv2pKIr/LWGQJFENsirH +DHruiCJnPw3cn9UQ/dVE9piLKFpL9m/V0NwvtqfmtCga7sCnM6oG7Editbkl +/vmneHjm1bB3jWZynbEoOrELX65dNdw2cuk+oS+KROev4BNWg/1gmNOApijK +SsXT4VMNfza+2O8rK4pOX8bTG1INmuqX/BX4RZGANi6XqGoQ2b9m8bUREfSR +mYgHWA1Lnhv0ZNaIoJ3vcTmjangkN2IhnCaC6OcJe1SDaf1RpwvPRdC1lbjd +6NVgW3F5ffV1EcQ9MsgJQ9VQxLXu/Q4rEfQwYwF/quHOtbj8HAMRNOiLTydS +A/uUw11NlETQuAkenkoN1FGa3zTPC6MYcXy5OjWwRPG8iTtdGM3/NsR5UAOr +nbZdUs0RRpQoPB2mNcA55yBQ9VYYfTyLp9emBl7ktC1+4Ie/vxKXi2MNDKGo +9ENnhdHMyC08wBrgn0z8uWS3MHqdjss5uAY6zwpZULWF0aAnbo+IGvAV/Xqs +R1AYdW3D7ZZQAx1/ElrqB4SQHx9u3+wa4BIcbqyqEPpXf2qAZXP7YEOyEEKP +8Omaa+Ax6+RO5lMhZHUID49dAzOfgtM43IRQpAy+3Nka0PrIE6V5VAgFNOLb +J1ALMh2lPIcNhJBSBJ4OhVoo2k/veaQkhI6dwNOrXQubJ2nbaxcEkZEaLheD +WrjaMKCwuEMQVXTg0ZnUwsU/vY638gTRomhczla1oLVt9Zb2WEHEssft4VAL +0WWF/maBgujqEtxuHrXQ/Sh+T9EFQfS+i+BBLbCCGu/vMRVEvjEED2rh04/D +O3/rCiKD0wQPakFPKLDVSUIQUZcQPKiFC/tqk8TGBVA9A19uUS1Y+27+kdkg +gDKj8e1rqAWOj98FL2cKoM/2eDqYtWBXfOypdqQASlyMp3eyFjxaJI788RZA +OQxcLrx1sKur+zA6JYA6o3H5ydRBWXvNkxfGAkj8NC5nzTpYVN0i4LFMAO1f +gttDvw7mvlGRvaAACu/C7WZcB++f0BKPDC5CU/hqYyzx90+FNVtULUKnyf66 +DlQ1RXYcT12E6Evx6VzrYKgtsvfCi0XIoQcPz68OXIJ3F9+5sQhxvMeXG1oH +X3VEemJtFqH3BE5j6uBzwSBUbV2EbJYRPKiD4+Z9NTxLFiENFp7evDr4XkWN +3c63CE3EE3Kpg5ada77c7+NHDRcIHtRBcpLXbFM5PypZQfCgDraI9visS+ZH +5f24PTjr4dap89tehPKjpk8ED+rh+geerVzu/GjyMsGDeljG/O7hfpwfLdUj +eFAPIXKPhyaAH1kNEzyohz/+H928NPjR/S8ED+oh2G1TlwgvP8q8RvCgHk71 +GWyMY/GhnnX49jnXw6WOxKt7yvmQ6ATBg3pIPv7y6XgSH9L/RvCgHtZajf0X +H8qHjhLlI6oe+hvzAs+68yHPTbj8kuqhtZXXZqU1H4qYIXhQDwJnvsvO0vjQ +tyyCB/VwxYmZXr2YD1USdqPXg9i839YUPj7EIuw7VA89ws8/R7B5EZXsDxpg +8o0C16MKXiTxg+BBAxhlSMD9FF6k7kvwoAEKD3nZPnzBi3S2ETxoAH9nm3Ph +N3mRAYFTaABPiSTLZFtetJ3As2kDJOi7aVdu50W7/AkeNIBsW2L3pBYvMtlJ +8KABsvltApYJ8aI9fLj8PBsg7Kun6Kk/PGgXUd6CGyCRKe4VU8uDdtwjeNAA +nBHyNUPpPGjzHoIHDfCgJlRkRyQPWitI8KABTB/e0Xvjy4OWkkBogF1l3Rv5 +zvIg2QcEDxrgsnBnp+seHiRoRvAAj6/qFatfhwdRRAkeNMCMnJLpJUkeNEJs +n8BvsGdYCY9NcqMeIh0Kv4Ghd1Tbr4UbNRLp1f4NNzhkY5RyuFElIReD37DU +8vmN77HcqIiQn8lvYK6o/3T2PjfKIuRs9Rty/esN5Zy4UTJhD4ffkHrqhXb1 +IW70gbCbx2/IzJVzCd3Ijd4Qqw38DfWxxxRslbn/9Qe/YZGQjfIaTm70hJgu +7jccGlf1FGZyoSAivPTf8M0uetNwKRfyI5Zb9Bv0zJkHW5O40E1y+34DymP/ +rHrGhdyJdDDx9WUkhf+6wYWuEOmd/A3qa/RLa2y50CVCLryNMLbq1pGOHVzo +LCE/mUagJ9zeOrmcC9kTctZshNbPJnelRbmQDWEP/UYYX1u1bMsYJ7Im7Gbc +CIu3yC+72MiJjpA8aASHInW/txg+JnnQCHl1fVs6oznRIWI610Z4M56jon2P +Ex0kwvNrhItpY+MelzmRGbHc0EbQlL6TW3WIE+0jti+mEYqlHP1Wb+JEJkQ6 +UhvhROqXzWEqnGgnkd48PN7RQ7383JxoO1k+GsGs5sB9HxYH2krIj9EIcQfj +1akVHMiQkPNoI4w623wOSOVAmwl7cDaB9mpHPdn/ONAGwm4STXAg5Pf7z94c +aC1hX40msH/0WsrsDMe/++smsNXJdRvfw4F0iemMmsDUceuvGD0OtJIIz7wJ +lu5TULSW4UBEd+Vq14Qf0fbbKM5R0VJi+5yb4D2rPbSzg4rUiXT4NIFJXHlO +chEVqRDpDWmCRl6ZrsBPVKRIyCWqCax4MmfPPaUiaUJ+SU1QGJ3Bv9+DiiQI +OaMmUO2UEgRbKhIn7FHRBGd/lHKuN6YiIcJu9CYIh7ahtSuoiJew71ATIOt9 +1QbiVPT3N8dm+KUg88FkkoIoJA+aQauc3/RkKwXNEuGpNIP2z+EQrzwKmiCW +q9MMdYJVrjHxFDRCbB80w5KX72arHlHQAJEO02ZQcLyqwedGQSwivTbNkHV/ +Xd92awoi5eLYDFzD/QcDt1FQJyE/z2YYeh1uXbuMgloJOQc3w50XW/mWiVJQ +E2GPCHyclP6Or38BI7o/k4Rm2Jfb7F2evoBVEfbNboYTZ9j/vfVfwMrJ/qAZ +foQxJ+8eXMBKyema4Ypt5fMbqgtYEREeuxmufY297tk/j+USy51thrxX5/57 +lDGPfSd50AKn5WQoyXfnsSySBy2wb3FybMeheSyN5EELBKGND9XV57EvJA9a +QGYgIf3K4Bz2ieRBCwx/FF5akTWHxZM8aAHpuWM1W+7NYdEkD/DPt4bmZRye +w96SPGiBgweyxo2XzGGRJA9a4LzFL4eO4Vns78+NLVDMKlcNRrMYOV1cC8RZ +i/42fjCLPSV50AKa08yDIsdnMRJ/RS1gjo6EdC+bxf7itAWUEk+ElE7MYHdI +HrRAyM+5gz/yZzAS95MtECu45nfekxmMLB+8rXDafUG1/uQMRpYjmVYoEDml +Pakzg7mQPGiFyl/Wk5rz0xhpD/1W8EgfvHumdBq7RCYY/3+pbOOXsGnsAsmD +Viji/z0gcn4aO0vyoBVsnXQLPPSnMXI611aIpqjYjnJPY9YkD1rhQUZ01s2a +Kew4yYNWkI/80STxdgo7TPKgFfZ/cMlOvzKFkelIbQXNDnTSkTaF7SN50Apx +Rm+L9ESmMLJ81LRCWaniMGfrJLaD5EErvPRe2cr4OImR5W20FbhsaoNqbkxi +ZLnkbAOF05LzVSaTGFl+JdqgJpSlR5ebxMhyrtEG64cOa80yJ7C/9734+Nrx +9qXfJjCy3TBqg7Tzdbq2dycwsn0xb4NbstGsd5YTGNkO2bXBU+984fklExi5 +fc5t0B+1KcJubBxTInnQBi9ucj6rzRvH5EketMF9UdUpy6fjmBTJgzYosX5U +0H1qHJMkedAG++0Pzd9ZM46RckZtoLX44ms9znFsEcmDNtgRUf+RXTWG8ZA8 +aIOkX8800t6MYWQ5H2qDU5lxXA+cx7C/9wd0sLUV3X/NaAzzIvVAh/ffi7nP +i49h5PQidDCsa1hysWMUI8ORoYPau02Jt5JHMTJ8FTqY6g1FR/iOYuRyNenw +49oUZ6n5KEZujw4dbl+xLOPTGP2nHzo81uSlHhoZwcjtBzowngm8SsgdwS6T +eqKDD3bqndTTEYxMrykdnKJE5IPsRzBSDpZ0iNssMiG6bgQj20sbOqwMsTOM +5h7B/t730mE8kn9oR90w9pc/dMjasDA8Fjv8T390WKpnuCrFbRhrJ3lEh1UB +BVHeu4axE6Qe6VC/5cW+Y3LDGGmvYDqsMP+it531BztG6pMOS/JlTA0y/2Ck +fSPw9T7Lf0ML+vNPr3SYLsjSOWT95x+/6NBqMTfqsurPP/3SwX7b3eGYhSGs +kuQZHQIeWmkxKoYwsn3Jo4PlJrdnum+GsL/nH3z+bS2b718dwvaR+qZDxYcg +hdHtQxjZTjXT4a6z3+oL0kPYblLv+Hp1HnK2/xrECkj+0SFDP1ac7+ogtp3U +Px2oc2aP90gPYjmkgOjwwCvI90P6ALaVTEg7HMGOdWpaD/zjYztczcpOQZQB +bAvpj3Yodk0ed4nuxzJJXraD68DGuJ27+rGNZILb4ajGodJ1bDb2lVxwOzyW +otrSHrGxv+ftdhDLp9mfXcvGyOkM2uHGUY6y+IY+7G99bQf76bUPFt3q+8fX +dmC+a3jnr9aH/a237cA62S+nUsDCPpKAbIe7WlcZ1Q4sTIsUYDt8njnPGyPC +wmJJ/rbDqaZK38cpvdhi0n/t8LIw3jL8aC/2huRxO5xBo74580xMlRR0O6Tk +f+bljmZir8gEt8N/9U2MU7uZmCLpz3agjl+Xbxvowf7eX7cDRe3ue9enPZgs +aZB28D7C83D5ph7sBcnvdngQPl423db9z7/toNd/+HSPXzf2mOQ5Hp/Jcosh +7W5MjDRcO0inXIqQqur6x/d2OLFc3fDw9S6MlEtFO+gn7NRPVe7CSPk14PFt +bg3QyWdgZLtNbwfPhq7VBRcYGNmeM9th0Ntmnbs4AyPtNtQOE+t2PdqV3ol5 +k/WgHYIn3mxba9uJzRPXBwvtkJjvaLaZt/NffeiAVwN25bafOjDyOCLSAblo +fVOURQfmRvKgA4Q3s1wWZtuxcZIHHXDN9lake3Q7Rh6PNDuAY9XQIdG97dgI +yYMOyIs2epk7QseukDzogE951y48+Y+ODZABdgAW7F/itY3+r750QN3CoLNY +fRvWR/KgA56vf+xwXLMNI4+Plh0Qi43coru1/uNBB7DDJBMiilr+8aADvItG +J57ItfzjQQd47Xpqk+vQjNmTPOiAZPkRunZW0z8edMAeEPMqE2rCTpI86ADl +tIEN7080Yn/7lQ447HVfOCvp97961QH0sJ4FPq7fWDOZkA74yscp9NCyAbMi +eYCvt6hlnWlcPdZA8qADNjW5eRjP1mFHSB50QDdUNrqZ1WH1ZII7YGa817Lj +TS1mSfKgA3ZQcgb8xmuwGpIHHTB57OgbO5Ma7ADJgw4Y8MmfvB5ZjVWQPOgA +NZaC+8/hKmw/yYMOcH16XOPQziqsnOQBvh6fuxOy4ZXYXpIHHcD8HD4m86cC +KyF50AE8auFKB4wrsF0kDzoh+L1AW4D+Lyyf5EEnfH3ypa6zowwzIg3cCQc5 +ddW/PCjFskkedMLpCe8f45tKsE0kDzoh+3Jsyqeen/940AnfL76eaXxahP3t +rzuBMuD47IZRIfaZ5EEnsEbE/B4N5WPaJA86QcEzsFDuVR72juRBJ+QE1VrL +mOZiGiQPOkFYdXxn4NwPLILkQSdU6Pf5XU5AmCzJg05IfHde52nmd+wpyYNO +WNQbM62nlIUJkjzoBLM19y9980rH/EgedIKXv1yAZmcaRiV50AmGHftNvHam +YB4kD/D4jPVSsI9J2Ah5nu+EzPMu9yuXfMIukjzohJuHG+dGR95jPWRD1Ql6 +EZTvQ7lvMTuSB52wm+fz0+faEVgb2XB0goHY9x2C1Y+xYyQPOuFM2nFlr1lv +rJE0XCfUVFOHmCus4TjJA/z9hLBlm2kB0EzeB3TCPbONHJ/PP4MTJA864QvX +mw/o8GtgkAbuBOWc8cDi6zFwjuRBJ3yjyyuOPY+HAbIB6gTZE8J2tNTP4Eby +oBOmI5krLc8lw9/+gAEULOmO4lgKBJE8YMCOh3brRry/gjR5fmDAeZEZaBTI +gLckDxhQBjeiK0OzQI9sOBngqNpp91sZgxySBwyoOfIy+3o1AnOyIWPAyamU +cUGZHGCQPGCAsHPe8WVWuXCdbFgYwJNbOFgWngdC5H0UA5TZ3z9Pt+bDW/I+ +ggGa/XHhn1ULYRMJfAaYFgSksU8WQRUJQAY8dTs2l/TmJ1wkG1IGLKWqX1no +KAbqLtIgYOVpcr9KvRQekQUE/36BbfladmUgT1yne+LxvxNQ4Ygqh5fE9bsf +A1QPRr+wafsF4sWE4Riw/C6P3KsHFXCHPAAw4Db7jcv+lZXQTzbkDEg8qmmX +W1IJB8gGmQGvy5+0Tpyvgo9kw8oA/T1MVj9vNcyTPGDAg1+L78bEVMMe8v6D +AZnHdn9R3lYDj0geMODxoMXlo/Qa+NsfMIB23yTT4lYtcJE8YMDHVZrPJeTr +QJfkAQNyfvdxPEmrgyMkUBmQEPRivtq8Hq6TDTQDtu1cea9uoB4eriQMx4AX +/PExYfcaIJL4OWkWn69a+IDq0t/wnrxP64LnMceCzv7Ax2UED7pA2+vRYafj +jfA2gTBwF4TaJiRvmmiEp8GEoLsgbndyRAF+zvW+RCS4C25ueiUruaIZ7PYR +C+4CkTXXNDQKmsFwJcGDLnBbo/d95EQLaAsRPOiCciGv1XemWmBnP8GDLrj7 +lKe46nEr3C8jeNAF1woL77Rpt8FsAsGDLsBic+zi8/C++gFhuC5QezmT9HIV +3udeJgTYBbypq7dne9Dh4H6CB10g9o6HiRXQ4aoewYMu2HfZLSJKvB2yxAke +dMEbIT97O5t2WD1K8KALNH11tnDEt0N1LcGDLigoddX0GWuHN18JHnTBs34r +jTZaB/y93+kCb0aTrmJQB6AbhEG6ICxpymxDfQeI2hA86IKGQynea9RxH9MI +HnTB6nKBXKFLODc0CB50QbISRabwaydw8RCG6wKLbSE3T3AwgKOX4EEXaAE2 +UreXAStKCR50gYzYvZsrnzPA+zPBgy5Ynv5H+lQ7/v4TwsBd4Kg/nuOG7/tn +V4IHXVB7/7n3BZcu8LcieNAFR9JqzQyxLggwJHjQBZSvibpDfN3wTZ3gQTeU +BWtp+Jh3gycP0XF0Q5bmHd6h/7phZy/Bg26Iu7Lou0FXN4iWEDzohtcXMo3t +V/VA8weCB93wXup51Hm3Hvh4n+BBN2Rejijfg3rgpgPBg24ody8vW8TPhL27 +CB50Q8+a5a9iDzBBdQnBg24QiEw0UgljwiSFuHDsBtq3k9+udTChoongQTe4 ++G6hvFveC/GpBA+6IXV2m3yacy8EPCB40A3cmi48bzJ64e/5tBvsqJV5Dhws +2LWF4EE3ZNw/bCFqwoLlEgQPumFJAd+3xyEsEGUSQO2Gx4kM9p8GFkxkEjzA +17mnb2Slah+0PSAM1w1BoYplxmf7oNiW4EE3iD+6fn3zpz74qkfwoBvebFoY +Ex7rg1gqwYNuMApN3PHdgA3PKz7iBu4Gxqugsya+bLgXmYILuhueWT059qWI +Dd4XCOB3w578PLUp4X64rk/wAP9+umqGgkU/OHEQPOiGmvh3ixX+64fyX9W4 +QfB87UnpH6P3w8ibJlww3aDRGxUVv3QAGDc6cR50Q6evE23jxQH4z4rosLph +XFa1OCppAOSB6Ni6wflDoiFjfABslxEFCY93k3okZfMgOMoRPOgBp/xrzHHv +QdgpQvCgBxb2vlcqzB+ErkUED3rA/Vxr5AbuIdgrSPCgByK0jkZ7aA7BDQmC +Bz0wfmb7q7jdQ3BVleAB/r7G64f5F4bg73mhB3RtLrqUBw9B+h6CBz0gJhO3 +P+/zEAg6EAWkBzRNLdXeVQ7B4gcEUHvAgfNaj+vIEHB8O4hP2AON6znerpH6 +Ax97iBNcD1xnUg61rP8D8kpEB9gDu2Wdpq8e+QPmRy7iCekB4wKzZxPuf+Dg +y2t4gD1wZfiV5rn/8PfpN3ED90BJuO2n/Cx8vhV+uKB7wCo/ZLlo6x/g8grG +E9wD0hfXhO9c+AOL60PxBffA/KMdnBdVh0FwXSTOA/z/a4tO3No6DBS/WNwg +PbBUY1Wuh90wGH35hAumB2a1WYanbg9DBZaGb2APPDKdrVofPQzx8d9xHvQA +456911jeMFRfLcAN1wOUdvXtr7qGYY9COS5A3Gf79dXW8oyASFQtnpAecGuM +kk5ZOgLK3C04D3qg6pbdYpWdI+C5k/iBqAeGNrmbuJwdAe1zfbige6BarDsg +7e4IaJwdxhPcAy4ccW0d70bg4nbi9+Ye+C2YYzpdOPKvP2ACVU+vbrZnBDpf +EjcOTGA7jruweEdBTJwoIEx4ViC2KldzFB6ck8B5wIR5/dvz/jtH4XCEHM4D +JizPNelZd3YULieq4IZjguK5c8xf/qNQE7UE5wETipY2Uy1iR+HuFW2cB0ww +XIhZk58/Cv4qejgPmHDtT/4t1a5RqPqwHjcwE87NGdDPcI2Bo/RmnAdMWKzB +d+yFxhhYntiK84AJL+yWD6QYjUGQvzEBQKjNfPMy6+QYCAftwXmAj1ddsf7s +PQZ9HftxHjBB+cAWnqBXY6A7b4nzgAlm3z7ZHvg+Bi0t1jgPmGBnn39xoXkM +hnxO4zxgwn4Ln+XPZsbgIusSzgMmqN/veCklPw6mMm44D5hQzt2bcWvDODzn +88F5wATb/KfB5ZbjYPL9Ps4DJtT87BLjcxmHkxue4zzAuSfRvHP5k3Ggu77F +ecAEiyg3nXVJ4/DTPRHnARPOX/tWpPVrHGS3fsd5wIRjQZES3P3j8Pd+lAm6 +vctEixdNQL9iM84DJvTcs/rupjUBTnpsnAdMcL+iqyxsPAHHF83hPMDzF/5B +J/jUBN43C+MdFhO2CpUOj3pPwEV+NdxwTLieE3J2R+QEBOmsxQsSEwKyZoM9 +MydATn4XzoNeCJwRPPO6YQL4fh7HedALVl45g/FjE2C32Rk3cC9I7lLSjhSf +BPVrATgPcE5bKMl66EyCidMrnAe9oPo+J81w7yTU6X7FedALriDEyz43CeWp +v3Ae9EKiwhyfr98khNl24zzohdspN7QXoiYh8fEkzoNe+OHj3HLy+yTw7eX5 +VGPSC3tutyvHN07CuyCRFanmvbAhvWiwfnwSgg9J4h1bL3hraO3vE5+CjLeS +eAfYC4tzFoCxagq0PUTxjrIXNELNsByTKWDU8y7Wx+vI7XCZcv8zU9CeNY3z +AJ+v4fBFXd8pWLqsF+dBLxzaJRqGRUxBsmI1zoNeKGTTDq9Nn4I7z7/hPOiF +p/m9bx/UTEE42R/g8VYt8i4fnIIZdVecB72wTzK6b2TRNESuMcV50Aur76V2 +zy+ZBv8SNZwHvXBxLVwZpE3DN9bQI4X0XhCU2Ho//9g0rAjJFJ5FvcC1NHOt +j+s09H33CWou6gXrSwmX1EOmYeDqtkXZFb0g1iuzPu7DNKxLpARENPSC/Mvp +YKmCaci7ms7tSe8F/1sWLmfp0/Df90u3bZi9sP+ZFjtyehrSHilRYagXLnde +Hc6UnAFZVpGnymQvDNvrB3xfNQNY8eXZhYVeKJG/mhC7awa43dQ86LwsWCf9 +dYez3QxsXtM/gURYcOTck7UqN2fg3EKVS5QMC1aK8XkkhM7A3aaqER8VFuSK +SkkrfZ6BsEL2FTtNvO6ezeBzLJqBV7mqQ0Y6LJCSnDzwun0Gnv9ydNTQZ0G1 +TPmfL9MzcKevjs0JLDBz3sx8LzELp2WOXmAYs8BPY9s6rxWzsOngWG+eKQtc +tDsa1u+YhfnID+diLFkgfU+u+pf1LHybvtHjZ8MCN+jVMHGdhb/3Byx4uOdA +ScyDWeDtcMBPICw4/enAz47YWQi/FIgXEBaMnmUpUbFZWMyf08nryQKD6wo/ +KfWzEJkieYrpx4L1bYzi9oFZEHby6SgKZsFwuLFGNM8cOBrw2cWFssAuiVa1 +U3kO8qXj2gMjWPBIsbq+dN0cCHLYn3SIYYFz69yaNfvmYNfchnaTBBaIT6Bu +D/s58ODTOqmdygLHM4pDb2/MQZiGXrtANgturhDd/+nxHCSaHjrJzsP7mt3h +PGFxc5ARGNJeWsqC0iwkcRbNgdHvhycTaliwueVaqHj9HJRvHacHN7Mgm5IY +97J/Do7n5p1wZLBgj6bz/lnOeRixnmkxZbNgfH9m4Cb5eQgRCzumM8qCL7fu +WxzSnYfVra8bRGZZcDuh48tu43loyBWxGOLsg9N0FC1/fB7u5HRXVAj0wXHp +pVqFV+ZBv3HJ3iSJPjhnJm5odnce+heVFYQo9MH9+37dyeHz8P5QM81Zow8y +ir3UhpPm4dLXgxnm2n3AJUQdFCyc/9cf9MFJc34zzuZ5oBZ5fJAw6IOKsBdb +a4fmodZlucaoUR9Ydn8q8OVegI+bjcJqTPpgYO3eVgH5BbinmCOaat4HYf5O +AU6rFuCCVLx/qFUfHG5SyE80WoCDmtMzLnZ9sGyN6dNSywUwMk92snToA8kH +vOO5Dguw9lkVY71zHyxi72Q981yAFSNWR2Q8+kBxn8iVHY8XYOX5PSUTPn1g +lGR971fMAuhOvt3SENgHHrJr1q9LX4ANr+0/fwvpgzzfh9dcSxfA+GSw6suX +faAx5LzjSdsClDUtfuIe1Qd6Qq3Sd4fx70/U47eK64Pduec+xHJQaJGtX3w3 +JfWBwqdYjhEBCo115sOCfHofyBRqhWhJUWjqu2W9Z1AfbBQetNypTKFt95vm +bC7qA9/bUwfNNCk0cwXz+1kV+H4s3RVA06XQ9gmoSEc09MHtycYR+Y0Ump7F +yehb9D7YMpn0rHUrhcY5JbvehtkHykvLnO6bUGhofEeJ4VAfLPZd4at2kEK7 +YMo8pTLZB4cEK4pfH6PQ/vYHbHif99WE355C8xIIfkXnZYPah07qsYsU2oDT +Q6MfImzIxQ4OhV7D49Pl7Y2SYUMgB590xk0K7d7u0ce+Kmxwu0q5WniHQsvK +sqSd0mRDkPgW3u9BFFpd4Ko/23TYkNeWXRXxlEJrTbwRs1ifDUubfGvPhFNo +VXqG1tzAho9cQSJy0RRakqCrbLcxG44e/+2d8oFC89yqUV9gyoZVHQ7LNn6h +0NZW7Hj5zhL//DMa/7sMCq3+W4tNgA0bdl63Up3/QaGdmWFpnj/DhgcB3xwN +f1Jo0RWRzN2OeLwvTtmdrqDQLK8sD13uyoZid/vzTvX4/C3BKwU82XBgRebt +E60UmrTUz6Q+PzbIJZ5NWt1FoS2WbVYrDWbDMm6H4d4+fL7uglsfQ9lwQzvH +2G+YQnvhHZgfFMEGcQ2nT1xTFBq1W2PqYgwbBvuuLju3QKE1Sj+T3ZfABmH/ +sq+fuam05RJ0jZWpbLwfunm0SYBK62ukKghls0Fpla9wnxiVtthxZo6dxwah +zS11rTJU2t/7AzbQFB4kpylRaf3jLnc/1rAhveRplLMGlXaDPb4yqJkNV/f9 +eSu+jErzTDBDFxj4/K/fpj9bRaVNbPQ23MPG38/70DG/hkpjhAS8Xz7Khu0Z +/Cp7NlJp21LPzfPP4vH7ZDveMKTSJKNVab2c/bBErrDy4TYq7bhN4qUigX64 +6YsLcBeVJs2QuftOoh/kspsq7fdRaUbrDgf5K/TDVFG34xJzfP4DjrdOa/SD +cuxOlWJL4vutrbZr98PdQ/Md5seoNO9+DQ2NNf2wvmZRBnaCSnN2e6rIYdAP +2wvrJHjsqTTU4X2/3agfCn6VnFA4R6U56fRe/mHSDz/6eyMWLlBpN63LfkaZ +98NaNb3y5MtUWu/FlS99rfpBySFqaO1VKu2LNX/rKbt+8CzaxO3vSqU165x8 +scOhHyw2zwnEulNpZzvXFmk690NsPpMr9CaVtvf6nUuLPPrhov3coLkXlfZo +wCyg36cf4mUNytp8qLR1xs9lKwP74URHVLjBHSpto5eVcmpIPwT/0LM540+l +/f19oR9001hitgH4foUeuucZ1Q97UelXrXtUmofz/aFTcf3Q2lZvhu5TaeO6 +hqW7k/qBKSnYuDSYSquuuKikm94PDifOWx5/QKUJm8swpH/0gx02mGf7kEqL +TdmiOl/UD5VrXy1Z+4hKi5psq+yq6Id0zO16HT4eU5qfLGvoBxlb9+ydIVRa +/OIXoWn4OZItFT16Fx9jgp/evWL2w6b2CaXn+Hh1HegEDvXD/I9rG13wMYfP +vhVXJ/th4zf5nerE/4XqI60pA8DO7TWOxOffQsHGjPkGQEZibOUkHk94W8+r +laID8L3a7I8hPjb9cCBCTHYA2rinHznj8R88Nds/rDIA7nEjgk/w9X3mZYZU +ag7Aw++bT78OotJsX0gGJugMgPKO2pdh+H7YSflW++sPgNaW7HgffL+yPHWv +WMMAJMSOPrcIpNLO1ajY6e0cgI8+N05K4/vrIL0/lsNsAJaWH+DNw/c/e/uP +LZWWAyAX5BZo44e/f+KqVoTNANzNZPd03abS/vYHA+B0PEndypdKyzgaNrHC +cQBqHPM3Znrj8WwUaR5yGYDEYa2V/Hj+j3HnSyTfGgA+ZtPstltU2ofszEgn +vwFoMm19f+EGvl67kZsrgvF4NXX1vHE9GY9c+NT1dAAGnCpDfdyotGdOS9aE +hw+A7oqcussuVNraRhWB/dH4fh7hGDXB9blc99h66scB0JgI6Re/QqW5ONen +fP4yANU8V3ILHak08ain/scyB2D+7iuX8xepNK6sxx+4cgcg2kOJa/I8lWaS +W6nxoXgA8lpZjlfPUmli93XFjlQNQPljg2Bp3D+3eoJDJRsHQMdl23pF3F8P +G3oT6e0DwPLjcLhzhErbZbP9VFbvAMzmXdcy24/r5XrEx3d/BuDM6tgrN42p +tBTNsaA3UwOgXX5vh6ABnp8Le7gSqIOw88XS6PmVVNq3ba/FC/kHIeuRe/BB +FSotLXHk65DYIAR8vU0VEMH1n7xjdJn8IHwQ3EFZMkehvdv1rNBZfRBWPsoO +jOql0P672qVXsnwQqEb9Ed41OM/J/mAQdNVrNudkU2hud71K4g0GIU3X+cyZ +GArthFPxtN72QXhyqVD+0n0Kbahf4kfR3kEoaqg+WneZQtOkHFe+bDEIVs7P +Nd6YU2hc796IL7EZhO2bxK9XrKHQAjp6IlhnBsFfd/vhkxIUWmqyNsIuD8Km +eCvfuI4F8JdxdI++Pgja+/+7YPHfAlDFPv984TMIGeYmDgX7F0D91UBi+L1B +mEg66znLsQADP1boJD4ZhO5LI+8m8H7H2v389urwQXjs39/91XoenPOjh7hj +B2FgxsJgC888ZGvmTol/HoRY86hvTZ/m4Kda3JL8r4NwSGS7c4/VHDz9YnlN +EQ2C8mrDc7aL5kC9paRLtmgQKjMehhlnz4JTJJ9Hxq9BuBe3gT/s6ix4TQjq +UesHwWx+Q4rVylkwYzYs6m8ZBOH0R/8FsGagzekirydjEBi/AdP4MAO6IYVL +U1iD8N7WWGXF5RnYvpt17uHQIF4vojOj1s+A9MuaMpHxQdj3+ujTO9QZiPf2 +t1g3MwgKR8/E1fya/nd/MARDbsXTIVHT8D+a25+e "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQDQMXDvic9Hn7d/+smWBg7+C+6IX+MsYDEP5Ke4+S -zUcqzzIeMAaDzfYd2SoT6+fC5HfaK9icCjoTyXgAYtoB+x2mB18kSsLUH7b/ -sO610PmnDAfSwOCYfcOr5gPlhxig+k/az9huXVS0nuHA2TNgYL9j9mwN0dUM -UPMu2Fuo2i0/vgmm/qK9BptlT+thBqj5l+1/nI6INboF03/FnuHh09vnP8Ps -u2a/IbnuxnxemPtu2GckvlhxXw3m/pv2CmeuqHVbwNx7277AlfvAO1dGqHl3 -7Dtu7HaR9GGEmnfPvoL9sJOiF8y8B/YTHA9Mm24HU//AnuPFFGNBPZj5D+0/ -xM8ocxKC6X9kv8Dl+wnddzD3P7Z/wZ9h338I5t8n9h96Q/gKJsD888Q+4rSL -Q2w4zP9P7We8LlCIkYP575m9QdQS36SD//dDzHtuv+AEl6yjz//9EPNe2H9Y -dDxU6/a//RDzXtgv8H0a+rbsHzS+X9oHZNn0iqj/2w8x75X9A4eEhoqvf6Hm -vbZnaHGpvPP+L9S8N/YKa05MkFWBmffG/sDBeyusVsHMe2u/oDMuK2LFf6h5 -7+wr5iXsrtgI8+97e44p9z+9tmGC+veD/QJn04mvktgOAABGnDKy +1:eJw1m3lcDe8Xx2fKHlIhe1RkL2sSDgkpQghRyB4qoQhtlJJsCaFU2lMqWqTM +U1q173vd23rbsyd17+/MfH/6x+vzunPnPs9zznmfz5l5mWVspndCjKIoqSEU +xf7776+QbMva1jXIHNk92BwyfyNsez3n7X1pIVNWmKt/nLcbLuanzvdYLWRW +Xjm/YDHfCDZtUlpjeELIWOeZrqrUOQHJQ3QbWx8JGZmZ99377M9C+xi1mSs+ +C5mTFa7u1iMvQMIRwTfNX0JGd/2tq6dsL8HKwYMHZReKmPKMyL8p8lfgYKP7 +gTfHRcxQM6kpbt+vwQKZB13iPiImekVgSdpXWwi+u1N2Rp2IGXEvziN2rAO0 +BpmcvSFJkR/jVt7foH4LdiyWnLh9CUXevs4ru2njBHcrPSRs9lDkXIhv8+Js +Zzj459zzl1YUOeGYv/yHjCtY14pJrfCkyEPV/anF+91A4LjPbMsHinxn1B/n +et6HwG8mMcXlFNkqubbIvOMBvFNY21j5gyLRIS79w0c8grGT8/oOjKPJyrfi +G9/Iu0NC0fRfu+fTpFQuLMxQ/THE7FxYnaFBkyd/bZdP0/MA0aM/QTEHaHJO +w6G29eQTeOrpeGi6GU1O/ogKJFefgsPxgj6hA01MpSQfBN55BvHfK68beNDk +uSf3B+u3+AmUA2nCu7vrs2fgc5h4eN4a2xiabO5YOSYo6gWsUTez0vpMk8/v +t1olJ7yEqOqLz13zaXKozYVuS/YCy/WqAVpVNJF2+R02PcMb7pz58NS2kSYN +7o8sD395BZ36/RdUOmjSeitcpfyED7wa0b/s4FeanL08d6Vjsw/42MTXin7S +xGZqQrbacV/4Fr/CbMYfmky3Mv76g+8Lj+IuCGL7aaLjPCso1sgPHKzPbc1C +PWzH706bKj9Ioec82ovX62Y3pmzf+xp2bPdOOfiLJolQsjkm/zX8TG5yD/1G +E353zJMt2v5wI3UEM66HJqkVztFD0vyhZc8ozXu4PqPBbc87IQAWX2yTVxDQ +5N0hMV1RQgDslws8mN+E1/8Kzl2zMhCOHVjf/YhPk3vZ6ycHRAWC7qz4qvN1 +NJGpzlJZtSgIplmNmXWkmiZ6szXH/woOgiyD9clnKmiiHfr2c51iMOzP2fnx +TilNBs+Mhm8+wZCevU7ycxFNTI4bOKlMDwHZA6OSpAv+xScEtC69S72aS5Pr +I79cWTQxFA5OXz2n7wtNJr/vUOh8FArb93jz3TJpct5T+LxUMgxmTub9Wp1O +E9sPYnVtd8Og9KzohAjjpz2+r3PuqDdwdtvA4upkmuSF1GU8uv0GGhLKduUx +NBltHWuqNDQc1OLu5VUk0WSooy2/xSEcLmxQDOj/SJOEL2ozC6kIuHPgaemy +BJrM1Wme32ITAY6i1sO34mmya5gDPWcwAg4vm6jZGUuT5QOS/g+uvYVpP2c5 +nMV8yll4X3pO/1uI15SYIvYe8+G3u9fJNZEw4nLVQq9omlzUpZ1ir0VCXcXT +6nlRNBn1/H6K2MdIUDPfOCf4LU3Cqtbt1umPhCnqtaMnRdBk3zjJVQ/UosBe +7cT9q29oMladulB4JQpMz1aH54TSJN9AWjg2Pgr4BXBaKoQmnmab6rV+R0Hl +mUeftgTRxPyq53jbldGwb2VxpFkArv/KWO+oy9FwcKUYuLymydpz/td476Oh +6Yzcmce+NFm692C4xI9o+F4wX/nhK5os4/7egctZxYe2XjRZN2zhmH0W78BP +bfT9wy9osidvk7pV1DvYqN4wd4knTS652iW5976D0+aBRj+e0MRnbY37G+X3 +MKFyv0rIY5qUNO3/lGz6HjZf/uO14xFNJtj/WlMc/h4GNZ2DWu/T5Ih0jCS/ +8z2s1hq6/YIbTWKfPV7ZsSAGBmzM73Xeocn48R5RX01iQLMt6+wBZ4z/rVi7 +HyExIHNbqjnOkSY/2/pefxfEwKn9W/qH38T1aB6a2qMUC+sNz4ZttaOJyJ3X +0nIyFnw8bvRdv0GTDSoTF9UGxILVu7vRodY0aTZ3G1/SFAsJp4NCq61o0rN3 +s1e2QhycjsnlSV6myf769RmfjePA1lO0Z4sFTZTG3HiU6BsHYhPWDndAHhnU +9wtjeHHwVcnpN3OO/X7C6Ei5eNhaVDWbNqFJi/nHj6FG8SAxXv3RplM00VQR +SgR6xYN6V+Aat+M0EXvsMOhbEw8lhjNmVxylyZyXWg+8p36AihO+OnMO0+SN +1s7UFwYfQGuoSqTVoX/18wFmrvmil4N8bL2nOO5ZxQc4Mcp8meI+mjyd+1Xp +qWwCjDefpWe7B79/UsR7op8AyufrImp30UR+6w71px4J8J4O2go7aDKQz1v5 +rCQB/Bddk/ffRpPVf98Ve8p8BOqrgdpobZrUfMmUeqn3EdJ1Nt+z2kKTunVy +X70ffoSfa9fOatGkyaZ9cRf8Cj7Cowz4tg/5LTX+oXugZCI8E2yncwHz5/Ib +/TDdRBjpe0p301qaFFiP/BjplgjNvXcryWrkj2Iwic1JhIUVSX6wiiZr1KRH +JkkkwZMDLtdTVtBkt03his/aSVBjZaOmvYwmkj+aN2e5JAG1zKuyTIUmZ57v +WJOfmQS0a/Oh04uxP1wYO7F0+Ceosd33WbiAJkOuypdUbf4EHlLfRz+fh/GP +crXkOX6Cuevj1VYr0URhivZgc+oneC4RtLVekSav3xme7hBnoPUis8ZFniZf +bqTH9WowIH2Vllk1E/l45VbHT3sGJk09n9MxHfPv9VPxv4SB/gNiZ/yn0uQ/ +d0Dgw4pkwdHJWM/pRuYOcgT2RoToKMrS5K+ioGgIEMj9/PFhx3ia9E59qXTb +iMAsy98JcdI0UQ2zNh1pQ2BX2qEMZ+yXeUU3g1y9CBhFdcQajaVJ3KO4ojFJ +BLas9ndRG43fb5/Qe7+GwJgjTjB5FE2uVnuLpAYIvJV/VDE4HM/vuB79eGoy +LHbI2NM6lCY3HFV+TlBPhts2c96XitPkzzq16qcGycDIvv2VSdMk/cG5d5Ot +k6Fo+9FpySKKNFh/ufHCMxlSZq6d/WmQItNtz2tM/5AMlecXZJO/FNGQMx/5 +qiIZDktPyMz6Q5GdB4uKZvYlw96x/VMrf1NEa9ljbz/ZFEg4WpXe/ZMiC4Ji +zimqpsD90bGZo9Af/IlduTZQPwVKxrrNWvQN/Yix7Li5lingfPpw4d5eiuwK +3dcc4pEC4ZMXVdzqpkiN2+/EBTEpsEH+14qETorojfn9JLwkBTY5JLT/bEe/ +MVf/ovKPFPigZv1LtY0if+vH60XJfAYvrRUH7FopspTj22fojeiQzm+myG75 +qIkxep/h/TkvBcUmihiE3xtYafEZWu21XW0bKKJbkt0U//AzuHR/28rnUWTu +09P5q6M+w8voJ4e31lOk9+fxxMSCzzAjb0VOXC1FfHpJ2LrezyC1oeD+whqK +rL193YtIpsIliZOhQVUUIR+ePtRQToXNi35PnVdJERVnaedU3VRwCrzZFIn+ +yflbp91m01RYZSUxBMooktc353qmWyoceHXPuriEIv3PyVXt8FRonzFGy7SY +IuMrP1zNyUmFjp9O5ySLKKKaFmGt25kKd17H1MQWUMT9gvq1Aok0+Bqo53Y8 +nyLT6g5f01uQBgqUkc2kPIpUj5p2rUQ7DeTelr8tyqHIl99m1vomadD8jpnl +nk2Rbv+DVytc0uDy2IklB75QZIN0vZVBSBrkf6pKn5OF10P/5ZrMNPiROqb/ +TwZF7BeFXzQSpAF/5tvzxekUMa/+bc4bng7Piz7NepdGkXtbq84bK6XD9Ko1 +Ez1TKVJvtcekaXM6nFadp+P4mSInub90sG+/SaxScL0TxhkLHNPhyPdtlubJ +FBG7tcvQJCAdRuvdOmdGKDLz3fz9nanpYDds/utLDPpXvxd6pk3pQMatm2L3 +iSJdu/y39YpnQJY5KXyYRBHvZM3NFgoZ8HJOVFZIIkVufb0OPzQyQG3pOLHM +jxR5zt+2ytI4A3zca607EyjS8vC9Sp99BhRpT14ui/qI2Pu51r4ZkLvv8yIt +9L+Sy3RmDpAMeJRQfco2Hs9LwVrWhpcBsy4aNyTGUWRI6fqxFJUJ1+33eVGo +/fbVDHGQy4TXO+5rasdiPSS5/BWHTPDaUnfTM4YiT4du/eZolAlnzmge7H5P +ka8qU9qG22TCyJjkL1qoF8JgvYtXJlybr18U/A7zX+VbmURSJnzKoi3Goj40 +5E+uW00mFD9KDbkajfXzUSpNciATEh29r7ZHUURp75rEh1OzwNLvPv8I6rbC +K+9k1LNgSNtTfk0kRe4vyQj1MMgC4wNxV41Qz7yk5CdrnQXu37tCmt9S/+8/ +WfAsTt3CAnWf7/SHUz9kgWmAT9EQ1Kvd3jl7VWTBxKRp2S8jKHLq4EE7ub4s +eCR8e3A16mujJ1zxlf0CvDMGt2rDKXLZh2emoPoFhMKpm5xQ68t+OhWg/wW+ +Jv3wWo565oXww0qWXyA2sOme4A1FCsIj9oV4fIFtHzpk/VCfyk3esSAGP/85 +Uu0o6ub8li3hJV+g9yB8m41aO2b6euUfeP8O1429YRR5duPkqiiZbKgL6FlI +UH+Zm6yybFk2PHAxifBA7b9GYV6MXjZYzxvYbI66fp3DLFWLbBDJ+l/egdpG +uW7yh4fZILfXePUy1NfHqkqrR2VDJW+lx1TUddV3RyUVZIPyx1lOI1AHPK0X +g95skG+SH9Mfir+3QfkvkcyBiIOr5/ei3lt17buGcg6UzTpd245a42haR6pu +Djxf+WYOq++VSTRtNs2BPs9hw7pRw+odNZluOfBNx+raL9R77t4v0Q7PAedt +Qidx/L3cHO4PPrx4MXcC6sC/w9J0O3PgltqOIwtQ105al1QgkQsdsycv3syu +X9EiRm9BLnQf+fPwBKtnvA4v0c4F1/YeVxf2+mGFAfomuZCaMjA1GrVP7V+v +CpdceNYmp1GPOstP4YlBSC6MOHxAOA7Pe5e+1r2azFyQVgjZuQX1ur4zTkaC +XIhfIanmgPqOs7MNb3ge/HniGpeMes1wf0tjpTwo2zwjZyjGe/ulRNOmzXmw +fVOGpS7qlPxC5EEeHHnkFPcCdU5zs5HAMQ/OaB/q70Qd4NCvbxKQBykuWmEb +ML82BUru6EzNA5OdOl88UUfsnL3FtCkPjnkf3/cTdaO9OvSK50P4xcd6ezBf +m9X0VC0U8mFLQdXHWNQRV84o/9DIB5X3qu7TMP83rLNXsjTOh9NyYRWOqL3v +eMr12efDN6kVd7+hzjCMlrX2zYcc19JwY6ynuLhsyQGSDz/v3l1bhtrqWfNw +G14+mE0wUN+O9fifPyiAVbPXBWWgnmc1ZoBIFoBe4ir7TVi/cUum9tnLFcDH +qq1Z6ajDlOf90FAuAEu7C7Y6WP/iF1R7xaEA7MLfvi5GnfxzU2eqbgFUHR2y +8jDyoylpj8DRqABueZmt7EZ9NusY5k8B2Bz56m+HvNk/6SJvuE0BZIa62E9E +HoWGOmA+FYDx9VU5b1Eb2z2qcPEqAN3SwVvbkGc2nn6YXwXgHFMZ1oma+hVd +IJFUADLTc9Y/QP61eHzGdCuALonSjarIxw+7SjLdagrg4skfU/mo/9DNqbqd +BTA4br6KG/I1JPAnkRwogLsSlnbqiWz/GIb5WAhy+hWjO1Eb5E788HBqIcT1 +7iz1Rl4f3KGE+VkIe6vrK3cjz7PTVKNk1Avh1wTHKRLI+zcqWpivheDts/5p +Kur++/tDPAwKYes16Z122B8SG09j/hbC34B+zXXYPzoWXPWVtS6EyJl/LgtR +3zntgvlcCGc6xjQS7DcvOL4VwrxhanfZfjSFwduFFEKXufWFbdivRlTi8j4U +QuyCokcTsJ+dac1C3BbCrZXre3moV7RX4g0LQf9hqksE9r9L/DZHI0EhLFpz ++LAN9sdZuX/s5foKYaTquAs7MzG/wkdiPRRBu335J0Xsp7n2k619ZYsgf1qM +1l/U2drzsD6KIGF4yNgS7L+qI9QsFFSLIFjj3bi32J8nJmhhvRSBd26x7l3s +38ZH9psE6BfB0+BRWWdzkZ9/T2H9FMHj4n2227HfSz+0MlayLILx29Y0q6Af +oOfdxnoqAg9JNdMJ6Bc6UrCcPfDzGbpT/qIuNArE+iqCR1bX2viFFHk3gOGI +KQKpacnVWeg3Hr1EvKQWwX0Jua/R6EfOrivVDi8pgjGbPeZ5oV/RaMD0ayqC +O9kKjs6lFJFxxnT+UQQjXn4Rv4z+hq88BOuxGG7FuQQYo/8JrZRRj5IpBmrG +UZNdFRSxcFTA+iyGG/k79TagX1rO+bdi6Mveb7gU/dS3BrydRjFckrnqqliN +33+My9Mrhu6AqBpZ9F+HtXC7xsVw5qbYrtHoz8YJL+ANi6Ex7KyArsP8iMFw +2BfDIbkuvz7UJ8wwvA+LoazWya4X/Z3EAkwX32LY2brKvg393xtBJC6wGDLV +xQMa+RTZEozpTIphfXVzRx36Rd4ZtjyKIT6Nt7e6EeO/CMuNVwwqf783VKC/ +HPq9Rxx6iyHompx7OfrP+wki/CuG6VuOnSxvoUiPA95OsgT2vBsaX45+9Zc2 +Lk+uBEZP3N5YLkDeSeN2lUtgo5maoBz9rbByHfKgBPo/fUkvR/9L+WI4dEtg +6VDatrwD13sKw2tUAp0basaVo18WLsJ0MS0BxcuHrpd1oT/+fgMXWAJ13vbJ +peivfT5gOruVgCyjwyvpwfXYYHl4lUBRaUJFMfrx5o1YbuElINGYF1r0lSKO +I7B8k0ogveW2fuG3f/2nBCh+c3X+d/S7D/B2NSWQWChYnYd+32APLq+zBPri +H1zMwXnAWxa3O1AC75/UOn75hf63Co9PohR6TPIvZOL8MN0LwzG1FMJXnFRN +70MeHMbwLiiF9l++ZZ9x3tCYhemiXgrBEQ47kvvRHzTg6rRLofnQCL9POJ+M +8sd0NiiF1/SyvI8DFGk/juVhUgq8l2Il8TjPXJyN5WZdCj6Lrd7FCCkS3Mzy +AD+PfXAuGucfhwCWB6XgvWKHKIKiifoJlgelcNmU/yYM5yV6NsuDUhhQtIwN +FqNJeRNuN7MUVA6MmRaI89VHfzy+ilKQkgiqfT2EJm+PYzgEpeC3euNfX5zH +IhUxvH2lwG/lX/IZRpOUJkyX4WWQL31T+xXOb43+mH6yZWDycc517xE0kT6B +6axUBjH8nJHeI2myczaWh2oZRDhe/u6F89/LZiy3zWWgHzRTzVsC5zvcbYB+ +GbzZnFfljfPiCc5fl8HbYzYVr8bQhDcHb2dZBsZClaW+OF+atOLyHMvg88SW +Vj9JmogF43Y9yqD4jdcff5xHg1mcBpTBI7LvVJAUTYzmsTwoA+Gu8UtCcX5V +aMfwppbBpKPF+uEyNPkdyqZLGTR0Pa6IxHm34izLgzIw6Nsf+34CTbIXsjwo +A3s7ud74iTjvdmF5iJeDvpPAMQnn5eoIlgflUDHyvVXKJJr0mbE8KIdREg5p +GThfz1nC8qAc2l30zHKn0MTgG8uDcuiUbjlbiPO46zuWB+XgsnQwqnAaxuMS +y4Ny+CR4uiEP5/fWFXh8Fvj5itgpGTNoMu43ywP8/qT9axPlcB6PZ3lQDoJH +N0LCcf4/wLYP33Kwfj3n8ItZNLFZjekXVQ6B2ruNHOVp4vWX5UE5mDiLB51V +oEl8IsuDckg7pKqmq0iTQrbceOXwIaN7/KLZNGlny7e3HDZlzVs9Yg7mE+cP +KuDMUUFwPWqZZJYHFTD7wfyj75RoIu/A8qACruztNb45lybKG1keVMDxKLWI +HfMwP1mcQgUIXg/bOGk+TTRZPOtWwJBF+2bVotZyYnlQAXHbFmz1XkAT7S0s +DypAXPxmwsGFNNEZgelnUwGtO4wuT1iE17Ptza0CjJclXc1GvekOywP8/fBX +GTcW02SNDsuDClD4NPTwQmWaLB/N8qACTp/ogXLUczggVIDG60MmNio0mXSP +5UEFLP6Vv0xhCU1G72B5UAE+Ndlf01FT41geVMAz/Z3+Z5bS5Dt7fBKVMPG4 +oY7EMowXG46plTB56PeWMNRVbHgXVIK/mpSVznI8XzZd1Cshho7/24Y6k00/ +7UrQNWy9dHsFTRLZdDaoBJNtrxoUVtIkmi0Pk0qQzK/XZFCHseVmXQlqzcEv +DqjSxI/drUsltN/rb/mG+j9/UAmzckrmuK6iiTt7u5BKqHupelBejSZ32eV9 +qAQFWuFWPGpHdruZldDZ98R3+2qaXOeOrxLW3HJ/x0d9lQ2HoBJkXk9KuKRO +kwtsePsqwWzvnJhha2hynk2X4VWw+0Wi/1PUp9j0k62CxEvVzkpraXKcTWel +KnjDdzgai9qILQ/VKpjVEL1Ycx1NDNly21wFcpZnewtQ7+d4UAV+Xm8CDwFq +jgdVELrfclcr6j3s7SyrICpgap/ZeprsZpfnWAULb/b4/kS9g92uRxVM/fpV +98oGmmxnjy+gCmx65EW/UWuz4YipAn0bh+hLGjTZwoY3tQp8vcad6UatybWP +Kji2PVf+xEaabGDTr6kKnrrF11egXsem848qWG9U9GqrJuYXWx7i1WDETDkW +h3oVW24y1dAT+XCe/CbMN7Z8Farh11LV7y6b/j2/rgbzTRKkG7UKezuNajgi +GPNg52aaLGKXp1cNKVPh2FvUrLuyNK4Gz3pvNYktmK/s8VlUQ8uyRTLHUcuz +4bCvhoBJ7T0fUMux4X1YDVVupfmjtWgyjU0X32pwcO+JPoR6Ipt+UdXwat4q +zxDUMmw6k2pYsvOtw3fU0mx5FFTDquF7zVZvpckYttx41RClO++wDerhbPn2 +VoPPnIV6DOr/3jnWgNh9Q61B1BTHgxp4PtpQZ5U2TQbY5cnVwFzFL8fNUf9m +t6tcA6Gl/o8DUH9njw9qQH5WV1U56m42HLo1cH/Ya9XhOsgfNrxGNfDDMT10 +GWouXUxrYPurfcsNUTey6WdTAy/19Etuoq5j09mtBnivUu4Eoa5my8OrBqbc +frkvEzXr/rTDa0B7RNPqFtRFbPkm1YCpgudyehvynfMHNeBc8VFzMuoc7nY1 +8Exp29nFqDPZ5XXWwKtx2sHrUX9mtzuA+3WP+bsD9SeOB7VwJ/LeiUOoEzke +1MKFU6XNJ1DHcjyohW3xLtfPoX7H8aAWZrwOm2eOOoLjQS00K6l3sTqU40Et ++G1elWGK2p/jQS3sFvnFnUH9muNBLQzsuvbpKGpvjge14LkuuVof9X+vG2th +Ydolya2ouduF1MKe2y2xqqgfczyoheg5p5TlUXP4y6yFza9/XRmB+j+c1sKY +wcfu7Xhetzge1ILEcg1b9jw53PfVwjotobofaq59DK+DILWsLCvUXDuSrQPN +Ea/nbkV9meNBHci+d90/ETVXHqp1ILf25oF6jP95LsB1YPjaZYE/6rMcD+qg +oMU77zjqUxwP6uDK8M8as1Bzt7OsA/2hv25XYv4Zcjyog9M8VW831Ic4HtRB +1DNnx7Wo93E8qAPlxYK1bZjvXDhi6qDBRz/jAertHA/qIKu3eNZy1Fz7KKkD +wfQj24uxvjZxPKiD1XP/bjVFzbW3H3XwWTJAdihqrl2K14NdiWHsU6xfrv3K +1MNFy9lz5qDm2rlCPbz4+fdkJNb/f89766FvF//KStSc3dCoh7Dixb8+IE84 ++6JXD8Upa6+uQc3ZIeN6MJMbK/YJecQdn0U92La9erAO9XSOB/UgPuu74ifk +2RSOB/UgTBvOrEE9geNBPZytqDVKQB6O53hQD7r7Lw9RRc2lM6mHgE15b6OR +p6M4HtTDBR/BkUWoh3E8qIeo06myQchjrp331sNp76MlcvDv/QIPHmwgT54i +z225fOCBsh7PaCxq7vaSPNhQkLzwFvYDbjmyPMj6eJz6g/2DW74cD9LGZ1We +Q81tV4kHK6u74+ux/3DHo8yDKZJlXrvU/+UPDy5F2jinYL/ijh94oMEIrixF +bcblEw+c1Meb+WK/48Kry4N1s+mzkqi5dNDnwZnrb89dx37J2UsjHozaIHdJ +gP30v+e9PJC7uNN+t+o//vCAFvN1+bjyX/7h9bWmDjNQ8zke8UB1SMLZ69jP +D3P5yANnK4dNpdjvufJy44GYaqbkPNQHufzkwSsN1y9W6Be48vXigfHz7MvJ +S//lKw901rlIDVv6j188OLA41WvTkn/5y4O7Jten2KF/KeR4xoOWb1G3Y9Df +cPYllQcnMo43N6Mf+m/+4cEIweNlUqi3c/nNg6I9Ghaq6J84O1XDAzLmvO9+ +9FtbuXznQZn0hORL6MfSOf7xYOzx1YWurH/j8p8H5+naQi/0dylcAvHgW/tA +Sij6vw1cQPjgNfO5f7TSPz7y4bzfe8sY9I9rufrgg7H5NrV36Dc/crzkw407 +RzvD0I+qcQHmQ2Lv9/uv0K/GcRvmg/xrccV76Gf/m7f58Mb3QbAV+l3udup8 +WJ6fomY4819/5cO9sSnfQe4fX/mQdPhemdyMf/0WdYpSwwD67zccIPngrnpv +Yjn687lcAvJh9afkixHo3wM5/vIhRj/ljwP6e0Wu/vgwlH4QvAf9vx/HYz4o +Jc23U8D5YCaX0HyY5vrIrgfniVdcgPnQbJIREo/zxjSuPvlgdyjrr43Mv/en +fOg9/MxSA+eVSVyB8GHp5eVTxHGeecbxmw9bX3q1EMl/9YuflxZXX8P56BHH +cz50y5X/WYbzkxRXcHywvR60vk3iH9/5wG/XjHyB8xiXLgV8mHz2rZYOzmtc ++lXwQWGwZWQfznec3ebxgfLt+O6L8x9nzwV8iNZPGrYV50Ou3HrxvGcc0ujC +edKO6wd8uPs7I/AezptC9vGBiA9xDdTyRfS//tAAV9sTqzJxfuXGEckGcJ8c +7XoU51srjgcNMNSct/k3zsO/OB40QGHXltF3cF7mxiOlBvj1SFA9Gefp7xwP +GuDS4ZSYQJy/L3A8aACd3aWeKjifd3MLbIBrprOc43Ce/6+/NIB4VKCdOs77 +HRwPGqB5yombid8owo2P+g0w882hB6u/Uv/nQQO8P+4WFNPz7/1PA/ho/s5c +1E39nwcN0KLz/IdfJ0WOczxoACdry/kTOqj/86ABbhS4mtxqo8hRjgcNkLe9 +6n1vK/V/v9IAV74dHWnQQv2/XzWA9Sf506SJIjVcQBqgPGpaoUIjRQw4HjTA +3Zwdmrf4FKngeNAAnmMTk/n1FNnP8aABqCtHt66po0g5F+AGSB6xvtq9hiL6 +HA8aoJLssxJUUaSE4wGel0/w9NWVFNnF8aAB4srD57uUU6SA40EDJD1t6C8t +pchOjgcNcJi3+d7MEorkcTxogBdRVU2niyiyjeNBA1yQ8BZGFFAkm+NBAzR2 +Paj+lkcRLY4HjdCz/9215bkUSeN40AhPtg2tv5hNEQ2ugBuhItNpaFQWRZI4 +HjTCu1zVno4MiqzmeNAI8w9OeqmYTv2fB42w5sLc0QdTqf/760YQSJ6G+ykU +ecvxoBGUVctXJBOKLOB40AjjWi/39H6iSBDHg0a4K6d5bkYSRRQ4HjSCP2/D +m60fKeLF8aAR9OebvbX4QJFJHA8awW8g+7JnHEUeczxohDv79ouSYigymuNB +I0ioj9/Ge0cRR44HjaAUJDpIRVOE5njQCPUvpijPiKSINceDRlCZfCJNLQLz +mZvnG2G6XP2M3W8oco7jAa4n3FndJBTzkTNUjaDrfPOhTTBFjDke4Hosvj65 +H0iRes5wNMKrc0U6Xv4UOcjxoBE2Wc6JDPKjSBVXcI3gcb/rc4QP5hvHg0a4 +H690O9ob8417HtAIS7+W/Il+SZHDHA8awU7t59TI55jvXAE3guVD566QZ1gv +HA8aYcKfe6Y+T7DeOAPUCIfNR7xyf4z1zPGgEfb8/mFz89G/9wtN0Ou2Z6z5 +A4rc5XjQBKuWK20/cI8iE7n5oQmU2s+pw12KvOZ40ATJb2dXzrpDkSWc4WyC +YY675tDOFEnheNAE38/0ytc6UkSPM2RN4GIklh9zE9fL8aAJvhjfnu9qT5Er +nGFpgveWtisMbSkyhnse1QRaz9t7FtzA3+OeRzSBU27mgd/WmG8c8Jvg/Lgp +F5krFCniANgEg8Z16rcsMT6cIW0C1bQJ7zddwvhqcQUCdk36o4dZUOQB10Ca +YJ3pqssZZhSZwj5Ot2kCc+OEbpfzFPFkH787NsHE5Jor289SRPoLW3BNoHLn +lYz0GYrc4gaAJmCSxJjykxTp4gw5nsfBYde8j2O9cgYZz+946JaTxhR5wxnW +JlAo71ZUPkIRIceDJnB4Xyz9x5AiOtzzjybYO7BfKvUgro/jQRN4R9jMfHDg +3/PRJjiQrbnecB9FhnA8wPPUCzNfsJciKhwPmmChZnRUvx7yhgNqE2zyOSCe +vRPPlzPQTVB00vfES12K3F/EFlwTFD91qTDdRhFv9nXSAJ73MulDGtoUCeae +pzXDUjX13olaqHNZHjTD/ZAhHp2bMB7hbAE3w9FbptqfN2K9ubEJ3QzBWVfG +vdhAEbvzbIDx86sKrRcB62E7u+FmeOBumrd9LUXWLWJ5gPefZJA+Vx3rfwzL +g2awPPC5XEyNIlu6WB40g0vIbYmqlRRxzWV50AxnRwQdjVhOkYFwlgfNMNly +VpXtUoo8u8cWXDM8+/brkq4KRY6YsQnYDC03lJZOWUyR3TtZHjQDPemdVOMC +ilxcwvKgGTqIp0zIPIokSrM8aAb/K9Wq55QosvQHy4NmWABXbBbOpkhxKcuD +ZrAfb97aJk8RvziWB80Q0Jdi4T/z3/sf/P0O85mHZlCEXGMLpBkMuq72jptG +kXFGLA+aoW2wtiFlMkXurGd50Axa071+X5DF+lFgeYD714lbPGMCxncYW3DN +YOG80DlDmiJibSwPmmFNyYC46TiKLMxhedAMZYvn+kmNxfN+y/IAP38WYRwt +gde7swXcDBfHPdi0cyTy1pLlQTNYPc3R7hhGEScDlgfNoL3ouMXNIRRxXsfy +oBk6C/UTJ4lRJF6e5UELJIzauktfJGJshrGOowWeL/LaZt0vYra0sTxogfrQ +N1p+P0XMuGyWBy3g6GC1Ka9XxNSEsTxoAdf3gxrCDhHzxpXlQQv8Xg8blraK +mOsmLA9aIENpzXqTBhGzTYvlQQv8Ov0DAmtFzMzZLA9awGXI6fUtFSKmj2If +OLaAbf+TDfNLRExBNcuDFijXtt9okS9iQmNYHrTA459zNn/6ImKc77E8aIHI +/ttbx6aLmP/m0xZQMfDfbpwsYrTWsjxogfHjr+slJIqY+TIsD1pg31zJ/RPj +cT8CFqgtQD81NLJ8J2J+f2R50AISR06dqIoQMfX32IJrgas3F57XCBUxX46w +PGgBLTr8ckSAiIlbwvKgBa5XCmxm+IqYQJrlQQtIjuY5P3opYp4WvMECboHh +no/cRz0TMXe832NCt8ARO+qVk7uIsTvLAr8FZqbMCxt2X8RcUWV50ALrjMbG +37kjYszFWB60ANkTkSbtJGLy8ouxQFog6+znCV72Iua7XzUmTAvYnBnernRD +xDRda0QetAB/u7XGuysi5oUB67BaoGvSNDm4JGKmAOvYWiDwS6dttpmIOTKP +bUi432Odx/efFTGmk1ketML0hil5zScx/pIsD1qhesuVjxeNRUzzKJYHraDx +eMgiMSOM52iWB62wP4ORf3hAxFyTYXnQCpP5IS9n7hUxF2eyPGgFJ37K88id +Iua/eaEVfDJHTd+wTcR80GF50ArHn9grFG0RMaNN2AbSCmXaShHHNooYxXss +UFvhW/PfxJ/rRIxY/G68YSt8PCXa4bwa862VneBaYUnBklNTV+L+prMOsBX0 +5NzF3i4RMXr7z2FAWkFur4L8xkUiZrfnJVxgKzy70JBWPhev513HAm6FpEsF +XecU8X4LHTGhW+GeUZen2EwRM8TWDQPcCiOU1b48m4rrKffADbfC0pZ3Nsqy +uN4V3siDVhh+yzAuXVrEUI6BWCCt0Ggvl3pkrIjReBeBCdMKUw80/hCNxHxm +YvEAWyF6ZMhW/6GYz6GfkAetEOxunrKdFjHFF9Ox4Fph4Jfa4YEBIaMzNQ8T +sBXeLhs6M7JPyEj6lmJAWiF5a9GQMz+EzIyhtcgDXI+a7xilXiFjs4V9QdQK +YmIWq9s7hMyC0x2Y0K2g7K/pGt0qZBROfcMA4/nJTabsGoXMOU32fXMrhFzq +eaZXL2T+8wcC6PXL2Du/Wsg0erJPHATwPNR35fByISMlzTYQAfi63lBvKxIy +907LIA8EMHTzweMFeUJmn9dk5IEAvlSujkr8ImTMIuWw4ATQtXmafES6kCnx +nY08EIC5myjWP0XI3L6wAHkgAL3wJjOfT0LGSW4J8kAA9wKzt/kmCJmisJVY +wAJYePX99qBYIWM6cQ3yQADzZr+yiI4WMvqHNyAPBHAr1PVjSoSQueu0mQUg +rBtpPbciVMiMvauDPBDAng0mH74FCpmOhp3IAwGcyHUPkHktZFSE+sgDAYjN +Xay45pWQqa01RB4IQGWX2opzL4RMr/0J5IEAOrRiKl4/xfNqP488EMAKSb+x +je5CRlfWCnkgACl/Udm8B0Lm6Qh75IEArIbnLblyV8hof3JFHgjAVG2MXJ6z +kDm66inyQAA/1JK8FzgKGZ7la+SBAEaOrIt8YC9ksq5GIg8EEBZotnfwhpCZ +tOET8kAAPGmLuxeshcx/z0cF4LO9eW+XpZDpmlaDPBDAN/2sKPOLQsZ8SSfy +QAD5i2f4/DUTModGDSIP8DxKG2feOydkIoPGosMSgLr2lOVzz+B+Rs7CghNA +hltyZdYJPD/l5diQBNDwqlLqorGQmTxFC3nQBnftjGsUDguZEVmHkAdt8Fn5 +kFrNQSFjvMYCC7gN7oSnz325X8jIX3JGHrRBwx/f0GN7cf/mr5AHbZAxvvvT +Uj0hU6YShzxog9XC0BMjd+B+YvKRB22wJrbCu1VHyDw/0oI8aINnKlbq+Vq4 +3kd9yIM2kDzqNDplE/7+tmERJdptELxlmDTREDJBdyUXxui1gWHTL50sEDJu +e8ajY2uDFar7E2rXCJmE1+PRAbbBovXzDQfVsB6sx6GjbIONonPL56oKmaby +4YqqFm1geWnmeqPlQoaf2I88aIMvrzTtXi0RMnPmtSEPcH32lT86FguZ6GnF +yIM2KJhU77VxoZC59TQeedAG9if3XgucJ2Recv6gDXaZrHEbryRk/spbIg/a +QEPxcbGbopDxXqaLPGiDnY8P6UrLY75nz0IetIFtgsegr5yQiW/vfTD1Qxvk +PgH+mulCZuHDj2MHSBusmmfwp2EK5u8n+7s1mW2QdqF50+NJQqb74sZRSQVt +cMGcn75zopBZEUk5e1W0gfps3euTxguZ1Isfhtrw2mDOgwUnO6SEzItP528a +CdpgYdTVW1mSQib2wXQaettgv/Oq8ugxmG/tmTZyfW3wasJpoyAJIcN8MRsQ +idpgyIERU4JGCpmhVrOsecPbQW3Ot7L3w4XMmmVdv4lkO3TsFB4tHipkTouK +LvvKtsO0yoUfxYZgfVcXfbeXa4fMTzcaNMQwvhmdF4yV2uE7/bXcnRIyrz7P +7NVQbgdPP6cXP4WDzNN8U1MF1XZI8lm36PTgIHOro6xTHNrh6MAkt46/g8wJ +2QNnmza3g03MhI+2/YPM6t0/21J122F6zvI4xT+DjNA77HSAfjusXG9pX/V7 +kInvv9bqaNQOuVJVk31/DTL/PT9oB/76I3ZXfg4ywxtMcAJph4u5I2KO/Bhk +Xp53wQbSDg5xxXEHvg8yiiNTGofbtMNoEXE+9m2Q8X4//pjAsR0m+hco2Xwd +ZMaa2zdkurXDq0Axj5DeQcZUfYRxiEc7+A7bV9DcM8ikTQzhu3i1g2JqbuVS +1KPFjh81CWgH+fqTUQ+6BxmtwVV87fB28N4nv0/UNchYj5h7dEFMOzxbRGXb +oH6usIQvkYS/f5QaI4k6UnfP0c7UdhD7Jj89snOQSXB5yM/JaQcL3qm/R1Fr +VN4/Gl7SDt8KMxrmoM7b8IvnVtMOkufUx9KoD31OPWzahPGISLnR2zHIfDf8 +W6vbiet5brjkJ+qHUs8PKv9oh0mLR8+TxOuX1vlUSA60Q7hJ3vF1qCs+S+7t +Fe+A+h3+TQ6ob6W0FBRIdMDbWrfgGtSqVbO3Rcl0wPTxrpE6uN6uUbnpD6d2 +wNzvLwbyUQfvqVlvodABxdbk7hnc//m43Ql6CzpgWljfkUl4Pv/5gw6gbmle +rUFNZ1qHyah3gNNQ/9IYPN/Sy/MVfmh0QLCyrKU/nv+bNRrPS7Q74KSYt0Ew +xufOtJRxMXodkHpj1c1kjN/ZCaFOHgYdQHxbenowvruV+v9eNu4AA9Ngn2WY +Dxp60eb6Jh3wqPGGx13Ml+VPippWWuD96FN5/X2DzMLvBvtlrTugMuOYjg3m +26IzOtm/7Tugc+Wl0bIDg4xK3+u1FS4d8Fz3mVQa5usqn+Nv4x92QOvYAgNn +0SCz+ajbTE/PDiiymio4QguZ3GpF96u+HRBp//3ObnEhoxG5ZKRBSAdUKBaO +P4H14133zmF1VAdsPvre0QPrq/1kmGjKhw4YXOlV24T1J791kt1fgjrAddru +0UJG07FfvCazAzZF2GrwxgoZval6rokFHVCy4+qOu1jv2yXkJnpVdEDEnSsb +9yEPluw96n+D1wE5RjdmbJAVMuJ/Jq00EnTAipzbvK3IF/JrU/a63g5oKnrq +cgH5c1ZXcEyuD+NtET45fuY/f9AJcm8yH0xHntlKuL3iDe+EIJu2bl/kXbf5 +fY1kyU642i65fNMCXJ/K8DZf2U5w71E/MlxZyNzZ+uORg1wn/HQ7f1GwVMgk +JuqvP6bUCT5p/ucFK7E/uCz+ulG5Ex494esOVxcydZHXAhRVOyGHUpTdhHwv +WrLOcCh0wo4h59J9NwqZqNGWk1o2d8Ik3w+HpmO/sNmgUJ6u2wmLy0dXxW0T +MssLNnkG6XeCc+CJdRd2CZny+FojZ6NOWCiZ6rJVX8ic/NuudOYkfl9qbuJ6 +7Gf+Bd6CraadcHfaz1GHjqC/uDDfY75lJ+T53gvzwf5oU+u2SMKmEyp9fniN +PStkJk7Iiupw7IQ3k5UaAsyFjOKkmlk5bp2wbfScKyexP/u3pN9449EJsVe+ +Ht55Xcg8s3NJu+vVCW1GLp7HHIQM3aLw51wA6k9dij7oD6omPpm0PbwTop7N +EBt2X4jzCk9hUUwnbOqcusTDA/lfRU8dk9QJrz80R21/ib9n+newM7UTcqnr +t5TRz/z3/KATSHJd8Gr0P12/Lt9+U9IJtgNj5MyihMy1zl+L7tZ0wpCoka05 +8bif8B3kbFMn7KsvpPYQIfNbzW6dTmcnXLp98tyQTOyPD52D5//ohEMhGfPq +8oXMxpjTwpEDnTB2089VfPSD4/1nrm8T7wJXgx7PMTz0G0aR5zMluqCwLWbb +MQGeT5Ps7SCZLmj6prWrAf2pxop9d52mdgFzOTjozh+8/y7TGycUuuCkRcmO +Q2I4f6kZGmgu6IIyQc7WfRI4H3UpKCgs6wKpyoce18aLGAurx9PE1Lvg9q00 +Qd10EUMa7Fz5Gl3gv3DUnydKOC8pt5kla3fB+cLD6a/R/183zM3y1euCOov0 +nUPXiJi2c4s8HQy6oH/cumcfN4uYd4Yj644Zd0FSWPrL9F04zyoffbbJpAvm +bzxiNMcQ58nG5ZlKFl2gUT6qtuo0zjtXbp0fZd0F4qfTJzXhPPWge4dzl30X +mPx8JKWB89iKzU8nFbp0gY2tecYPNxGjZmswI+ZhF6wednj1wHMR89/7hS7w +cTEy2R8sYg557Llj49uF84DZvpGxIsbawrX3WEgXnHF6QEumiphfKutytkZ1 +QaYo5fSZIpwPCs5NV/mA53N5mNskvogZqyfbNDG5C1wEBqbTcB4PfL92pjCz +C1r3kdGXcZ737asvbC7ogr6jU5c/HE6Rn9OFfbkVXaA78fD6R5IUCVV85hHL +64IBrQVhSbIUYUZHBL0SdMHgH9tLMjMpsrQMlF16u2D3PMOX7nMpIma/feHF +Pvy8LEV+3RL8fEy5tyHVDYNiUcNlVlNkLcX83DyiG/KOLT0vtpEiL+tbXy0a +1w3tb3ddHtChiG7YLi+pSd2wo3XsTHovRXYfG+j6JtcN1CiT8+OMKPJ2uOBh +oVI3DMgeM5x/iiJHno13CVfuBk2p/h5dc4oYT3AodlLthvKfi2fbXKVIoo3K +BUPohtg0ejDOgSKnS+SMl2zpBr6dhdWAK0VMJu4MFNvRDfuU7B/reFAkSTN5 +baF+N0z4sGhPgDdef/jiXC+jbpi18krsyOB/7xe64Yr3kY9XoiiScOD574Wm +3TDtW4vxN/b/d6hJ1vRe7oZRSyTCLVMpcnBomkz0jW7QOJjrOTSPImFJH73N +Hbsh3XzRvFfluF/j79cXunXD4wsLDm7kU2Tz97MRzY+7IdIwQ/lbO0WemM9e +9vJlN8iuoIPCflBkeZWcxE5//P7vCmImpMh8lYMr6TfdkBqge2PdCJpctih/ +//ZdN4wG4xpZaZpI+z52OvixG7w/y9T9nUqTIYmPwoZ87obry445tM+mifbn +QoWwL90QeG9nVqMyTaRcVaT2F3XDkch+2ZjVNLnR6uYxvqobvl60K16whSb3 +K9oiefxu2FPJ/7tlL020jDSPJbZ1w13ejIcjT9Ak9IrXm6Cv+Hsuqu7mljR5 +r/Tzrt+fbnAoWSB2w4Umxmd1hoTTPaCW/Ld2sTdN4jf6SGeM7IG0HUFznN7T +JDbye1yvVA/Mt1tc45BDk0PRm37Mm9IDJ/QeChVbaBKk9STDQr4HTNPz3c7R +YuTFxeYl2fN7YHdNm8uBGWL/f9/YAyMe13/rWCNGrG7bZoeq94BnV2SmgqEY +OWz+pX+JZg8IBYYStK0Y6e2SSc7c1gOrnFoSbvqJESXq0AyzvT2gmaZdHpYh +RoYE+UnPNuoBhcA7R652ixHnhlav9pM9UDE3UL9zojiJiV5AGLMeOL3d68OQ +DeLESdb0qv+VHiAy5i4p58QJLfU265l9D/Rfm5E++7k4kX/VHfnyTg+Mcgo2 +W5wlTrqTFypHuvdAz5KxTjV/xInh1TOaxS97wM92x0iVhUOIRZp/79BAPA+z +c3/mHhlCkpQ+/5F+2wM6xUdiet2HkKxZIbPT4nqg0Gbuy8i0IeTxO/1L00gP +BF/4HH765xAiX5vdPCmzB9rDlrRPUhhKzL1HWCfk98CdRRd3JesOJba/Ry+h +y3vA/tftxqNXhpIdgopRXbU9UD3M3Kf/1VBSb35uuE1TD7gaLXB2TRtKVB5m +zHnf3gOvBz88H982lGhubT99v7cHZJumVniMGkYmepbkSv7qAb7UrvWS84eR +UDunvSv+9oDU7QPFdluG/f/9Qi/4bFzxsN14GPkf++fHzA== "]]}, { Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQDQMnDv/9fj1b7sCsmWBgv6COtYptO4y/0p7H6ELx -1EzZA8ZgsNm+QuUkj9Z1aaj8Tvs3O6Zoc+tJHYCYdsA+53Rqdn2DBFT9YfsD -f/W/OV8XO5AGBsfsZ/B+LF5jJgrVf9JexnM13+4FwgfOngEDewmjmBBdMSGo -eRfsLeQrUwWnC0DVX7QvyO57bO7GBzX/sn3FWpX3m4u5ofqv2HPkHF05dSsH -1L5r9g7J64W/c7FBzbthvyPosd77ImaoeTftDRxurzz5hgFq3m37Bj0Tlkfv -/+yHmHfHPmHe5oQ36j/2Q8y7Zx9gNNVfvvHzfoh5D+wZOl4Gp357C1X/wL5h -0apbQTpP90PMf2jPsKaV39fzJlT/I3uG+6+EG5oO7ofY99iewYqvdum7PfYQ -857YO6x6rii14po9xLwn9g/eFXi17XtkDzHvqT2Dx5IDB2+8tIeY98zeQKDM -ocvvgz3EvOf2DdF7Xxo2fYaa98J+gvXJM4+avkHNe2H/IVt40S+vn1DzXtoL -6GhxOl3+DTXvlf2Hm+cmegv9g5r32v4C6x/9vN//oea9sXe46uzWsI/BAWLe -G/sZ+qLaTXaMDhDz3tpLiIfGcWUyOkDMe2e/YNni8M0SjA4Q897bO1yqYhF6 -DzPvgz3D4+iyY3Xf7QEKuipB +1:eJw1mXlcTN8bx2datO/7jqgIZQ3RM5IkhBBCyJYtKZIiFaVSVCR8KyJLqbQn +qnva933fp5qa1mnft9+9l9/8M6/7mnvPfc55Pp/385wzy8xvG19mo1AoIhwU +CvH9/09e5vxk7Q1FdP7ofGfY6t2gs002dsNtRVRTXmxyiX4UzAq2chdbK6It +drfU17WZwer7p2a+2ioi+xLLrfX7L8NHeOiO7BWR2NKXr6acbwBSDomVeayI +rtQ9f2XPcwfclfPsYp8oIiPa0wdXH9+FOZ3hBk93RVSbGz2bsdwOpG3l6z95 +KyLO2yKy3qMO0Jq3z2bGTxHFbv5alT38GA5rPQjzfauIuF8k+ScKusCt9HAH +i2BFNCa85eUu7aew4WpLj2OoIvr5uaTmiaMbhKiJj1WFK6KbYSGd6wrdIa08 +hb8lWhFddi3dNCb2HDzW7fsqkKiIfLVOZlWe9IYlkIwu/lZEo5j26+J3L2ED +u8AZeqoi2ie0s8Kqzwf4HPTsniA8njCPGS5uP3jz9ZzEwQx8PX6y745Y/gqq +XM027sxURNVKP36c1X4NmPSuiqP49ZvZx5vkjf3h1DmuER/8/pu6Ls3MK28g +5FSM3xg+3pWxmK/oQQAEcUG8Y5oishQR8vnq+Rb2XIs20fijiN6/Iz/w0ZHT +fkmSIqJ7Hcl89/U9fN+ro8gRq4j0+7YIfIv5D8yzTHerRSiizPh999N/B0Lh +mGmP9RdFdKbHg9qTHgQddTrCjCBFJOox+UMhNxgirZb8cvBXRO2v/GzPFXyA +lSkx9G1eioj5NFKz9vJHOPCH5qnooohu3FPb4tr5EZQt4+JX3VdEjnK/C7dd +CoGoKp7zp3G9KNw3Hx5rC4EO1m6vODNFtN992bdEs09QmHJh24YjimjJocl+ +x4ZPcFHn4tVaXTz/hR0ZB49/hu82BpKfNyqiFKjSTyj9DAZLN/1mX6GI2lgJ +b/YahgKTa1/uVXFFlFXnHsuRHQqeq5/tLOVQRGbzB973wxdY486S3z6ugOLO +sBkt/v4CxUsfX/7eqYCyJr4X79jyFe6ObZWSrVFALwppMl9ivoI0u/yGlzkK +SKwxX3Pr2m+QdkAtkStJARmv1BOf+P4NLpef/fzkmwIyDP+Z2bLiOwj5pkyz +vVVA89f4YeTjd/j1XC/Z1V0BXb9k6qapEAYX08fb+B4o/MtPGPBvKLPxv6aA +HvIU2K2VDIfk5krL5aYKSCa+T7nfLxyuZFEqYw0V0K13C++rhX6AeJfJR31t +BfQ4ma2lx+sHZOrW1DSr4+8Xn+pX442Auw2OtnbyCqgkrCXX71kEqEQefiwp +oID47RMtVTkjof73/uGkeXnE6fq4rcslErzYrYrOsOTR74JtS8spUUB7lirM +2SqP1PZ3ru5yjIKJPZvSokvl0ZElLlSV+Sj4AVVV55A82jQnFOrj8BMu3Q06 +Jhojj4rWvBRVmfkJ8oyXO/NC5BFz8lXQlR3R0LTpfPsDP3lkY0R1S3SIhkj+ +TH+lJ/KI9/3LDLY/0eB549eJZBt59KNB5+j+mWiwO0JT23tJHp0QFtrqsy0G +7qWZcuUfk0eC2pQ75XYx4BLLNa6zRx6VmoouCP6KgaC1e4e/b5ZH727vaTWY +jIFsDZm5JSryyOrBO/HHW2Jh/tcjiVOSePx2gsEx92JBP//uzg9L5NHOm6EO +9PhYCD6/YFM/IYc2HD8dyTcWC+yPZZO5mHJoI/mJA7sV+fyra+WQzpI1Aies +42DmMO9tWq4cOlayR/t+TBy85GhpNUySQ3efO6W+GooDTdA7t++bHPq4s+lV +hEY8tFF2DmgHyKEqxsm0dMt4+Lgvz2P5Mzkk4TyxozIyHm7LdG2at5VD50UT +hNr64+GA1RtW4RU5lPj29ZY+9QTYZlSf+MJEDomL+8cMX0+ALXFR3nv05dDj +p4lOY2EJAB8kbYY2y6HxnqnPo90JYCoqcvXlSjwevTNyg6qJ4MIffG25hBxa +fEXv6rqSCL+9U+3DOOTQLk3Jtc1fEiGqM/zQ6jFZ1GnlLV7FSATeSyFB4R2y +aPC4flChchKUcYdcWl0pi0620nIzzZNgrjIsNCxDFqkKPPJLCUkC3+w/Z9Vi +ZZFp68xCAj0JfJprXn4NIZ7/zR+t9AvG5Wa3r/CVRV1Wf/6Em/2CTCe1cyFO +skhPc4Hva9AvmOU7N6dgJYvYXrvMhzT9gsDUYNH352SRSqCBT7BcMnzxZ4ZI +HJJFEQaHs/4zTQaJ19vCfXRk//knGQZ+vVbnWyeLmC9WCL+tS4a1HNMrXRVk +UYDasGqA1G9ouHfl3QI//vyVRfobk9/QL9Dsen9OBi3fd0g7wP83WBSd6Rvs +k0FzpfQtb6t+w4GYzvyrjTJo+2xc5TuxP/A25f6y1gIZ1FSQJxJo/AeMWKIj +x3/LoBYdpeFg3z9wTT9JuyhMBu05kXTnU9kfGMq6tLDrnQwSEfd99VUoBVqu +yW1PcpdBOvciTH4YpcDmzY0sdTsZVGbP8yfaOwXGVELlP16VQVkrvqPEohRQ +ANtMsRMyaMc2UZ5UvlQ473eC4q4vg446lm/ONEwF281GQ/ObZZDQWKd+vkcq +mKmZvrq3UgZde39oR2leKsjccOhhicugK3cEJau50uDTfMzINQ4ZxPFgeVWD +fhosts5HdY1Ko10xz23prmmgLnpO8XKHNFKWNZzvzMKvX1fTOiuk0ee4sxZ9 +7BjMXb4geTVDGhU8ykka0sXg4zO2D70x0uiF3dO+cWcMxKd/NdwOkUbjnwPY +ZxEGJ38/zZ/wkUZ/uwMEtwov33jsJI1O5JhZuSghOLHmDOKxkkazK7orOACB +cPPVPP9z0mhILlD1mRmCwGb3J8qHpJHWD3tLHkcEk2ux4VgdaVRS8eTb8yAE +KiW8YnrrpFGSX1KFQCp+nXaDWaOAP98rMfSyCcHUfJvlDQFp9KAxeFFkDsF7 +71th1HkpdPSSMfW1XDoI3xIMeNcvhR65ao5LaKfDscAsrY1NUmhaZ1tjgGk6 +3JTzeV5SKIVyfG7Gydjjv/da+d34I4Xa7Qse/fcuHYR4rh7g/SGFFB7f0lVI +Tofk2B6/H++lkK6SFc+HunS4sdwKDntKocOnKyqWTqXDqpMzR6YeSCGDja+D +P0llwOBR94LP16SQ+reEmyu0MiBDQjbM+BT+/sQtO7+aZEBw0M8Bjn1S6Ke5 +lLCabQY87TN4+3urFDoSfqIzzD8D7i52frdRk0JN3pMp6gkZYFnvpqQpLYWM +BSbfRFbhvz9QnxvkkkKxaiY2GmMZ8KS1UiduUhLNtoobx4hlQjCfE/MBUxJt +IPmWCWheY2J3rSQ6ujxGMsE4E1gJHddFciWRaeSLuS3WmaC26b897YmSyKiq +kPHLNxOu25m4JX6VRGoBFqXbYzLhl4vE2hdvJNHQ+KWUlLJMEDxat+2amyT6 +OIR+6Axlgk1PcMReW0m089nDICSUBfQ911xXXZFEKDnAV1cjC05YaGUJmkgi +TXdR9yyjLKg5zHNtco8kch/pd9K3zALzxRabjs2SqGRK5WGedxZM2fxiVKyU +RDPv0QPDyCx4F+X/J1tCEonXJz8oKsoC3Z+2U384JZFWdpS9UX8WNH+zGE0Y +l0Cv7mg7lPFlw74CO474Tgkk33LOwVg9G55LflNPrJZAjbzyDlWG2fDBa9Qi +JVsCFUzetje5ng2ea8xSchIkECv09IM6j2zQn+haWf1FAu0Sbb1vGpYNNT3e +X5j++P0wc68pLxu2cR3VXnCVQM5rI23MurPB2mgLU9pWAlk1TlrRuXLgEaYV +pnVFAr3Y13DLXDUHzExPOJuaSKDW+8euM/RzQFjJ/7azvgS6Qn5y4K3AsE3E +FjxeCWHzbtccGFl540WjigRie3rk7PUvOaBswY4JSkmgpXGrT/Zn5cDKqmRO +fS4JdPPTf8aWjByYu/bC3HlSHA0cCT0wxJ4LX1c5VyOmOApO19O3Vs6FFWJ+ +Zhx14ujp8EMY080FW5X0+f154uh924Gttua5EHRRMC7glzjq8o3XnHLOhTcF +DxyZ38XRebZ4NfuQXLh0mv289jtxJLRx/9I5lAsckj9OvPIQRyxleylHei7Y +z1hdHnwgjjiqaYL4bgEyuY97HLoujj6daOJwUcqDbYvXGXGm4kg91WOWHfJg +fWBOgPx+cRTAuW/E1SwPoluvfvbQFkfDmrI9XI55EJ9vxDWrLo7WwHyrR1Ae +7DB1yLSSF0fGmiM1fKl5sNd3oLaXXxyd4Zgu9m7Kg3rLL3rX5sXQkT8i2UJz +ecAa+cTTPyCGVI/vSPGVy4dnCl0qNi1iqKfcLk5MOx++sCwDF0rE0Mv1ueH+ +pvmw78rO6y8wMbT0ruonKft8sHp6xGd5tNi/+pMPcvt+CP75KIamQhR85ZLz +YX+8YecJXzG03TvOPaguHyg5GuLTzmLo6unTTkpT+bDd0fS/YGsx5MAvYRci +VQDTTQX2BhfF0L2P9NvKWgWg3e4UO3FUDJlIpV39YlIAHC8e6obp4e+/E3lO +1bYADtNTV5/fLIbKIqNOhPkXwLJ6vRtyKvj4xemH1BMKwNZOhKNRUgx1lnbt +jawqgENpyuPBXGLIMEGBpjFWAFHhDjpXp0TR20dXtsaIFYLPThn6xh5RVKCW +rrlxYyFM2c7VczSIotAdyqsSjAthl0vWmoYCUdSq47JMy7oQsj2F6+P+iCJH +jRaZZN9CcPOht/hGiKKHglqi2jGF8PTVJp27QaKopdGLN7WsENJe8U+avhBF +XwJa2WCoELR8LXj0H+Pv26Uxi4SKoOe5wb3NVqLoeIPDqK5GEdQ/idi+6oIo +0r2Q3ZdlVATcD16fWmYsil7U8DH0LYvgzg1KhcJuUQTbDzXleReB1Omhz4qb +RNExr5dVhpFFMLP3UqnySlFUXER+QGbDmWNrJUXR19kl2Ub9RXBPpm6DNpco +apbWSS3jKwbBhdrrB6dE0MMV1gnG6sXQ0Xp67mIPfq34ObLKsBjG0y4yHRtE +UPOS8i8m14tB779B9eBCEfSxeTaozqMYyu4u5qeniKD8T8pvTMOK4e3+V+k9 +kSLoiInBi6a8YvhP6Yeo5AcRpDN1zc2suxiahvRT9X1EkKe7uyOdqwROY1fS +HZxF0A6uUFtz1RKQfM6rlGAtgg7eTbFk6JcA37ENNSMXRVBGaTnOgxKgybZ0 +bTougoo6O826XUsgzPDLLgd9EfTFZcbk+pcS2GmsVJutJYL2fBU61J9VApT1 +B76JrxJBUYdX7rVklMBgl3rsVVkR1OGsDUPspcB3N20yjU8EdW4z1rJWLoVj +dex2svPCKMrumsaYbinki81tsGcJo106zqq25qVwU+WbWkurMAr2fKc05VwK +2sKcp/TLhVHu2Vgp+5BS0CqXyIrNEEZJSYVCc6gULlyrv6YcL4zuv+3kcqSX +QlLdIcO3X4T/9QdlsFXpwWWRAGG06r7AHBIqA+aO439euOPPr5ebclYqg8z1 +jP3C9sLoh8aqMV2NMiieXyn15oYwYr+jNcQOZcARIquw9KwwSh/f059lVAZX +5TLORhkJI0bqsW5XszKYuClfT6MJoxv5F3H9lEG8/6qXteuF0UlpGzqXYxkE ++fc8tlYWRuHhLrieyiDu5pkfIhLCyNzJr84jqAwmZV1EEpYII8d3n3B9lUEZ +LeFS8pAQokzElvGllgHvTKGcSJUQ6vLPxOVWBoEXDAzuJAmh5CNVed5NZVDf +/S21/r0QmqZ2Zhn1l4Eo1eKQoaMQCvs6joTmygDC3eczLgjh9WMJrsdyuMTg +ydu9RwiZFksm+8qVg+vPvqgiNSF0+pAqrs9yCOJbF3uWXwgVZmvFiGmXQ+RU +WfnEoCCK0DTA9VoOibZVAm8rBdHMy5Nh/qblkOy69cquJEGU0mGB67cc4lfO +N4y8F0R96g9CpOzL4YvJ8psRjoLI08ID13M5+Ep/l7E0F0T/kXwrx/32okNL +XxDJYvhwYeVgdKg6n2e1IOKux8NLLgeVrIdFHQKC6BozH8dtOQznP+3LHhZA +m3vr8QHL4df5AZXoagF0t63H1ay7HO67Jzp+ShZAy4qnnZWmykFzF30kMEgA +7Yrkwf1QAS2e1598cBZAxc4y9iFSFfDs8nHN8MsCqNBwFe6PClAr/zidsk8A +aXFvs1bWqoCM4gOttWsFkORvA9wvFWBy+lTbjIgAMj9/8voXkwpof5CzuHKC +Hy2dvYr7pwIurXq9/VQDPxL1vW+ualsBRqlbzr1O40fUVc9wP1UAp8dy7dpP +/KgvA7ezfwW89DpRsuwZPyo3+4r7Cx8vt1r67g1+FDeHpyOhAvi0g2RLDvEj +v0AcL1kVQO2KrNTYxI9u6FQbRlZVQGEel947aX6k247Lj1EBZzvCb/DO8yEx +d1zOYxWQvTnA8EkbH2rT4MD9WAmzWBGdPYcPhdeLaceIVQKby/51XuF8yNpV +GfdnJdQ4iG2Uf8mHNpH9WyXYRa4YjLPhQyPt+HC6lcCSfGx+9CT+/Gs8PONK +2PxruffMDj50zgCfrnklGPgK3Q5bxoeEF+7gA1bC2k97uM8v4UMpCXg6nCuh +vTfrpGIfL7p8G0+vbyVcueF9nlHKi/jUcbmEVEKK8gel2HheFNEdjQdYCS1i +M/7P3vGivd9xOaNKqNIOzrzkyIvo1wh7VELAf8+/77vIi+6uxe1Gr4TVGzP0 +thjwIs7RQXYYqgQvNt23q9fyope/F/FPJSAevs8qorxo0AUfTqgKliWv1149 +yYMmDPHwlKqA37lgy+YmHvRFFJ+uRhW4Xqj235vOgxbqdXAeVIGbqfHJC195 +ECUET4dRFYjc3OXo8pwHRVzF02tWBavffOL6YYXfvxaXi2UVlNTdG2s4zoNm +Rx/hAVbB3MY/eqLaPOhjMi5n7ypI+GY9dXgpDxp0xO0RVAXTGwOFAjh5UOdu +3G6RVZBfp+XJ6OVGrty4fVOrYMWbPRbbyrj/1Z8q4LmZHeafwI2QDz5cUxXY +myYZTb/nRqbH8PD6q+DeBbkTl5y4UbAUPt25Kph3Gs6oucyN3Bvw5eOrBqHk +bX6H93MjhSA8HXLVEMEzllWuyY1On8PTq14N1dZLT5tKciPdZbhctKvBfSzt +WO8sFyprx6MzrIa8F6Uxzm1ciDcUl7NpNfjtMrZemsuFei/h9rheDQz+vW9y +IriQzUrcbvbVkDMUqXDXjwt97yR4UA0bBty4V9lxIZcvBA+qQZWtwqTzLBfS +vkzwoBpeBmxr+L6bC1FXEjyohsMSFpdsVnGhWgY+3bxquOZwdlxPiAv9CcWX +r64aavNlvBXGl6Cfl/B0dFfDB0qQ+nzDEhS9Ak/vVDVgSsyyDrQEZTBwuXDV +wFbVqYflX5egjlBcflI1wC1VppHjtQSJXsblrFoD6wcte9Ktl6DDK3F7aNVA +3M+qsKyTS1BgJ243/RrwPEm9U6KzBE3js/1iUgN/esZ0WlcsQZfJ/roGaBd/ +ik3yLkF0FXw42xpYlq05KDHMia4z8fBca+CE0INy7VpOxPYdn65/DfTucv9t +kcqJvhM4/VIDVWfMwgM/cyKzVQQPakDi/OzHWg9OpNyLpzerBn7sPxcsY8WJ +JsMJudTAByXPT+YmnKjuBsGDGuhudIiM3cGJCtcQPMDjddqE8ShzopIB3B7s +teAiEF97lYcTNUYRPKiFKpeZiaJBDjR1m+BBLeCLpLCthgOprCd4UAtOKk37 +IlI4kOkIwYNaoCvdO6PymQM9jyN4UAuhAWUbv3lwoD93CR7UQok3q3SdFQdi +bsaXz7oWjrOVaqaacCDhSYIHtaA7fsfEeCcH0vpF8KAW3lyppbGUOdAponyE +1MJBk8VBH14O5Lgdl19MLVzK6rm4fZgdBc0SPKiFtug3gb217OhXCsGDWsiQ +W/I+JI0dlRN2o9cCN+fWM+e+sKNewr5DtRB1c02Hshc7opL9QR0kG3esG7Rm +R2LpBA/qQCXpDKSfYkfLXQge1MHMu7fi72nsSGM3wYM62DD7JuqBKjvSJnAK +dVDUcELgvCA70iPwbFQHeVsbNQ+OsyEDN4IHdbBaYpnMriY2ZLiX4EEdDN9e +laOdyYb2c+Mr61gHsvvGtHaG4/cT5c27Dr58dLbc48uG9ngSPKiDt7bl147Z +saEd+wke1MFAQceq6+fY0CZ+ggd18CnoV5SbPhtSIYFQBymsQ1Nha9mQ9AuC +B3VgZsnsqRRnQ/yHCB7UQWhRyhWOOSqiCBM8qAMvnjJL7Q4qGiWWj68eZFcu +Y3tQQEVMIh1y9XBEKXppagwVNRDpVa+HNVMPC7jeUVE5IRftegj/+WzxpBMV +5RHyM6yHkj1lWPRVKkoh5GxaDwG/TfiEDlFRLGGP6/XALSjXbrOFin4QdrOv +Bzmagl6rAhV9ImbrUQ9Vh8+uP8JJ/dcf1IMmrTEsv5+CXhHDhdXDZsGASIMq +CvIiwkuuB/pvnx0lfyjIlZhuXj2s088zMf1MQQ/J5asH5eidc/2eFPSASEd3 +PfyeGlrjZk1Bd4j0TtXDjFJ790pTCrpFyIWrAVpWimgW7aKgq4T8pBrAgteR +7cEqCrpEyFm1AV4Xq51fI0JBZoQ9tBqgrGW5X9HwInaWsJt+A2S13rY/mL6I +nSR50ABswVsfNPrg1yQPGsBN5tEL2/OL2DFiONsG6A655qOouYgdJcJzbYA4 +t9XHKxcXsEPEdP0boCcXa3pduoAdJJbvSwM4XV6levHDAmZIpCOhATzOXd2k +c3sB20ukN6sBJhMecKjAAqZHlo8GKLc4HyArtIDtIuTHaABBO7kBudZ5TIeQ +81gD/OkI51z9cx7bQdiDvRFKfwi26T2ex7YSdhNrBKMy/cc3D81jmwj7KjfC +piNH6R+V5rG/59eN8HjdJo72wTlMkxhOtxG2WvT0aqA5bC0RnnEjHF+wfu3p +M4cR3ZWteSMwhsooI+fnMBVi+awboRHYNa+sn8OWE+lwbgStPp7lTOocpkSk +17cRZkcYNXcrZjF5Qi4hjbDuxGsjoc+zmCQhv5hGKJCS9ki0mcXECDmjRijc +ZOV2XW8WEyXsUdYIm6MC9dUlZjEBwm70RuB/GpQ/1TmDcRH2HWqEA4nWQpWJ +M9jf/xybYERPXvr3sxmMQvKgCW5uTMyNPDmDzRHhKTWBmusZtqhVM9gkMV2N +JlixXSjv98w0NkosHzTBaeMS6arCaYxFpMOoCcqL341NB05jvUR6zZrgecSd +02sspzFSLpZN4MI6fvAGTGMdhPwcmyD2lX5BovA01kLI2bsJlAN3Vwi2T2GN +hD2CmqCO6+Blm7gpjOj+DCOboKDG/Anj6RRWQdg3tQnGuF3XmJtMYSVkf9AE +54PjzverTmFF5HBNwBvAUnoyPYnlEeH1N8HMyObrKoWTWCYx3bkmWB7rATWB +k1gayYNmeFHV88HPchJLIXnQDBtMTZ6fpk1iiSQPmkFudyl1vegkFkfyoBlo +L4+xizEmsCiSB83wVafrJTVxAgsnedAM+keefpt7NoGFkjxohtW56ww5TCew +zyQPmuHAx8770msmsGCSB80Q1fRdc9vCOPb378Zm2P/Q7u6VsnGMHC6sGYbe +R2z++Gkce03yoBmOHAu60nV3HCPxl9cMj74bcm3bO479xWkzXAuIl3orM449 +JXnQDIrLGgPY+8cwEvdTzeC3J+2ZQ9oYRpYPrhYo4zBjLvqMYWQ5kmqBUrPf +iT4Xx7B7JA9a4M3RyvG1W8Yw0h5aLSDf8T20lnsMu0UmuAVuCmhnejeOYjdI +HrSAY4XHkcNRo9hVkgctcHiD/yEl51GMHM62BfrXnE2dOTqKnSV50AIHM9re +t6uMYmdIHrSA5cjy7prpEewEyYMWME1d+qW2aAQj05HQAkuUG8sZH0awgyQP +WuChsrHlgvUIRpaPqhaITXO1X6E/gu0hedACP8fuTZjIjGBkeRtrgRvZy9v9 ++4cxslyyt8KIptfONmwYI8uvWCts14rl3vZqGCPLuXIr7Kt7vTvoyjD297y3 +FaTEN7EEtg9jZLuh2wqekVI8zwWGMbJ9MW6Fe1dzX4u3DWFkO2TeCi27dvuG +xw9h5PJZt0LyjucLB9yHMAWSB60gfvJD0+zpIUyW5EErMF89Vk/SGMIkSB60 +wuYh9T5H9iFMnORBK4zWG2h9jRrESDmjVrATr3hw1WQQ4yV50Ar9L0eDdi2w +sCUkD1rh9IHIz5u+sjCynA+1Qsy+RU+aEQv7e35AB4p7z9HLEwPYY1IPdACu +mwufggcwcnghOjzMdfOc1h/AyHCk6BCRt23KYrAfI8NXokMVr+ve4YB+jJyu +Kh3avC3s/Gj9GLk8GnRgHWF4Hujp+6cfOgyZTDkq+fVh5PIDHeoDQ4/xafdh +t0k90SFBuYdPmNGLkek1osOrvuzQtd69GCkHEzpcGtuudGlLL0a2l2Z0UNMx +cIhr7cH+nvfi8eQN/JLz6PnHHzqEXVs7Ebih55/+6JA9zn1Eq6kbayN5RAfp +W075va7d2DlSj3SILn11LkmjGyPt5U2H/xR2iwXVM7HTpD7pUGjygvHfEyZG +2jcIXy+He5Vxa5n/9EqHPs+pVkZt1z9+0aHfVYpXw6Xrn37psO5mxRG/NV1Y +OckzOkTuXJUkWNuJke1LFh0cZuS2hzp3Yn/3P3Rw/hTeYLymEztI6psOJZur +38rWMjCynWqiw/X4/+7OOjOwfaTe6aCruHBrfA0DyyH5h/9uM/eUu64D0yP1 +T4eauDfJm550YBmkgOjg0VrEZ7+uA9tFJqQN7k0EO9TVt//jYxvETvHzHHZt +x3aS/mgDtS7JeLpmO/aH5GUbDKalPPRsasO2kQluA5bLgvlB9zYsiZxwG9A2 +NF1ZtakN+7vfboOaouPuinQ6Rg6n3QY3o8LZ13rR/9XXNojeICtxfCv9H1/b +wDbO4MHa/NZ/9bYNevX9xjqWtWIRJCDboEdJJLDYvgVTIwXYBmd0sm/3VjZj +X0n+toHep6jb29c2YytI/7WBx/7i/1LdmrBPJI/b4PT2ZWM29EZsKSlo/HfL +cLuz2xuxD2SC8ee7LVbZv27A5El/4uN/O7OkgFWP/T2/bgNqhKvQwX31mDRp +kDZgm+jQYw+tw96S/G6DB673v/Yv1P7zbxs4mNI28ZjWYn4kz9tg+K4O62RC +DSZCGq4NcqvuVDUK1/zjexuo2Dd0+d6sxki5lLXBzCW7lQ55VRgpvzo8Pv/9 +PgErqjCy3aa3QR/vMVWmUyVGtufdbcCV49t7rbkCI+021AZRORwNStsrMCey +HrRBIX/kOHdAObZAHB8s4uvx1nPnyrGyf/WhHVR6xW7cO1KGkdsRoXa4uOTx +7bGzpdh9kgftUJkju/eqTAk2QfKgHW5JzJ7ZXV2Ekdsj1XY4O6IU4+5biI2S +PGiHirMeu7WMCrA7JA/aIfiElvghvnyMRQbYDumtq5TL8nL/1Zd2EJg4b/Xb +LQfrI3nQDq3vm2YF9mRj5PbRpB04SwKzC9iz/vGgHU6+DCkeysj4x4N2oLT2 +ijm5pP/jQTusS7V7a6eLsEskD9qB7+ibxHjOtH88wN9vkPXL8Nkf7ALJg3Yo +MnXQiuNJ/tev4O/3+LOB5ZX4r161Q0j10/BZ4XisiUxIOwjr1AY3+sdgpiQP +2uGb62Ulea0orI7kQTvsyF83s1IvDDtJ8qAdHPbwllQZh2K1ZILb4c3k4OYj +OcGYCcmDdvCsHkzX7X2NVZE8aAfNQ2pOc8vdsCMkD9rBcu1zgx3pR7Eykgft +4PpUYFu9ujMcJnnQDuLbZDtcLvlBCcmDdmiPWi/0UyMQDpA8aIcNr674/Jr9 +BIUkD9rB2mjiOaP5GxiQPOgAd14D+9NpEZBN8qADhDsiI1+URIMuaeAOGEZv +pSR2xkEqyYMO6A5mzKDwBNhO8qADDjzyPeEn9Qv+8qAD7pz+sNbjyW/42193 +wOI2wUdfWCnwk+RBBxhJt+xhnsRAneRBB7g6cOmptiH4RvKgA1jXy0JuSWSA +MsmDDtjasC9Ff18mBJE86IDn+TavYh9mgTTJgw58/kaqMT+z4TXJgw54rFZ/ +X7c9B/hJHnTAaIC46xXxPHAledAB1s8ohxT084FK8qADVk8GVl+5XwD2JA86 +oLerR3r390IYJffzHeBpwpSOrSuCmyQPOmCLvn91HHcJMMmGqgM4hZ3C9mwt +BXOSBx2Qv+T9/diNZdBKNhwd4PzhZCV3YRmcJnnQAWsqZpkrzcuhgTRcB9CD +nyTwTJfDGZIHHfCMc0g7/mUFNJHnAR3At2SXw0qVSjhH8qADnn60tTmbUgkM +0sAdMFDls+KMcRVYkDzogPOfX75Y1l0FLLIB6oBoPpuYyEfVcJ/kQQdMCGh7 +U8Rq4G9/wABaOHOZ7Pca8CJ5wAAnut3tmR21IEnuHxgQGM26F1JeC59JHjAg +XHbfZqErdbCebDgZEKXoHrl7pg4ySB4w4HfKjxadF/VgTDZkDAgZi8ujLG8A +BskDBjjmfLzhge/77MiGhQEXNljn1hk0ggB5HsWArVvVmliNjfCZPI9gAKs2 +I6wQ32dsJ4HPAH8RXc3b1GaoIAHIAM3OL7frXzXDTbIhZUCFMesqr0oLUA1I +g4BE/OerlF8t4EMWEAaUmRulJu9rBVniON2RAeLnWBZbGlvhHXH87soAs6pd +m7W30EG0gDAcA/qVuNpS8D7iKbkBYMAW0Vytpbl0GCAbcgbs+eG87bJQGxwh +G2QGCPdt6Xp+og0iyIaVAV7lXTtff2iDBZIHDMgw86U5MttgP3n+wQDMbwtr +H85NH5IHDLC8VaM/iXPrb3/AADrLytAtrR04SB4wQEhqyfQEZwdokjxgwECn +v/G+gx1wkgQqA/xOLz3x6HUH2JENNAN67n9Z8qqxA16uJQzHgJntKy94LmdA +MPF30hwDckI/XLl4jQHfyfO0TjiVIC6lGI1fFxM86ITAm0+tf08w4HMkYeBO +CC1g2W3d2QmvvQlBd4JZ6dHVb590gtMtIsGdUGUf51af3wnmB4kJdwJHscCL +OaEu0FlL8KATprLNaVSTLlAXIHjQCRfTnnl1/dcFewcIHnSCvJDxhR9tXfC8 +mOBBJwj8Sk87pMqEuUiCB52wL7kmtPImE96+IAzXCemivmJasUw4f5sQYCc4 +ZA3x2k8y4ehhggedcL9k3DNwRzfYrCd4gN+v+fFVsHM3pIgSPOgEvb7BFU45 +3bBhjOBBJ4gtMHR28fVAZTXBg06Qu/a4re1QD3xKInjQCXfWYPzmr3vg7/lO +J66zUJRe1wPIgTBIJzT9WTdPUegFYTOCB50w88wsQ+lCL3jSCB50gnHERmHF +L72wXpngQScMqEV1zXb3AscSwnCdUDBfvCd5TR+w9RA86ISx1a/Wmlj1wZoi +ggedYBo9H1QR1wdOPwkedALlhUDAukn8/leEgTthJDND+vr2fvhpS/CgE9SM +FZRdH/WDmynBg054u1Uh8THqB3cdggedYHg/o/wU+wD8Wk7woAtoggK2YvoD +4LiE6Di6IFO05sAP9wHY20PwoAvY3k8sKhUOgHAhwYMuYA+1fHlHgAVNPwge +dEGZps7sh0MsiHhO8KALLtEu7/7hy4KH1wkedEFcRcfVV5UsOGBA8KALspjJ +FiclBmHpSoIHXfD+MXPPjMkgTFGIA8cu2PH+5qLd20EoayR4gP+utc+/qn4Q +whMIHnRB64+0J24CQ+D+guBBF5g84lAXWTcEf/enXaApbEvzNBoCg50ED7rA +4pJY1rDlEKwWI3jQBRz2TQl7Xw6BcDcB1C6gHCmX8Po5BJN/CB50gXnPcEda +6RC0viAM1wXLdusspQ8OQcF5ggddoGuWWDAoNAxJ6wkedEHOdtOOAY1h+Eol +eNAFP+tWXW84NAwBZRG4gbtgUmvluYTbw+AZHI8LugtCTx7IcHw5DE43COB3 +QfT2D6+2/BwGOy2CB12wvEWhsqlkGKzYCB50wbBuntMd1jCUlFbiBumClO7V +OaMCIzD6qREXTBfIHqooMl87AgyHDpwHXSBmm/Y67cAI/GdKdFj4+p0dVOC6 +OQKyQHRsXfCb87LFjucjcH4VUZC64Ial0l2z8BGwlCF4wISoAMVdt/JHYK8Q +wQMmuDubl1p0j0AnL8EDJkyp9yke4RqFA/wED5gw8+aXhorKKDiIETxgwquM +Amq33ijYLCV4wITUqGX+by6Owt/9AhOcTqf2rHcZheT9BA+YUJEXtJj8cRT4 +rxMFBL9/IqNmHTYKK14QQGXCjs41t32aR4Ht11F8QCbsf92Y1zI7ChFMYgfH +BBZ7aYeM7BjIKhAdIBNWb+JCu7aOgfHJm3hCmDCx4ulZE5MxOPruLh4gE07U +7Ek5cRe/n/4QNzATDA0ONO3xG4OINa64oJlQZx+QujR6DDgee+MJxud7S/V8 +d/EYrKj1xyfMhPBlc5mBfWPAvzkY5wEThvwlenbyjAPF9StuEHw+XFmoQGUc +dOOicMHg74s/sUNXbxzKsER8AZlg/1/Z6dAL4xAenobzgAk6qeuUhh3HodIm +BzccE77LWLupBY7DfrkSXIBMiIt+72uYPA5CIdV4Qphw2uU77UTNOChyNuM8 +YELoi/9eGY2Og+Ne4g8iJvhU23hqCk+AukUfLmgmKJ1Yv3J+zQQoXx3BE8yE +A2JVF+P3TcBNPeL/ZiYo8J7RN7ky8a8/6AYf7fyidpcJ6HhHnDh0w9dvcpOn +PkyAiChRQLrhlNHR7D9/JuCFhRjOg274oWGlxV03ASeCZHAedMOn/dYHYWwC +bkcr4YbrBu1Pp7guCE9CVchKnAfdYLVR5fKtNZPw7I46zoNuMFqsvXLJYBLc +lNbjPOiGIs7b/PqXJqHixxbcwN3A1O87Luo0CZaSO3AedEN4xoHd+f9Ngsm5 +XTgPuoHjwauq60mT4OWmTwAQuK5jPJMVkyDotR/nQTdE+Je132JNQl/7YZwH +3VDTFsBZwjMFmgsmOA+6wWFTl5Tkyilobj6L86Ab3nn/kdGnTcGQ82WcB92g +OiDFZ3Z6Cm723sJ50A3rjs72nbWdAiOp+zgP8PXBLqfs8Z2CAG5nnAf48xtO +PJSImALDtOc4D7qBPaJUvThnCi5sDcB50A2N6qUFN9umgG77GedBN2jGHj81 +NjsF+Q+icR50w5zOxdqLktMgvSsN5wG+fhWTen80p+Hv+Wg3DN8Q+zRjOA0D +8k04D7pBiT+RtezyNFit78d5gNe52NbV6x9PwxneeZwH3VB+zsdE7d00RH8T +xDusbjgjlneHK24abvIsww3XDebFbg9LiqbBS2MTXpC6odq7yPZR1zTIyBrg +POiB4mPvzotTZoA7/wzOgx5YvXxg2yuZGTDfYY0buAeWTOSyzWyYgeV33XEe +9IBJ2ao/BgdmwNDqA86DHpCJEb34+PIM1Ggm4TzogaNvXWaCHGegJKEU5wH+ +vNsD59CAGXh/vgvnQQ9c3nh2s2/0DET7TeE86IHUU6+Omufj7z+wJKrKsAdG +p+SapNpn4JuX0JoE4x6QE5ksiZmZAe9j4njH1gOan1as0RSbhd+fxfEOEL+O +CB31U58FdXthvKPsAVmN+ysbds8Co5ZrhZZ1D0ysDkznPDMLbSkzOA96IOmD +WJ7E3VlQWdWD86AHLL2bt/J6zUKsfCXOgx4QHJsW6/g8C08DfuE86IGASotT +H//MQiDZH/SA8JrVPLqVszC73BbnQQ/cn9+pnNc7C8EbjXAe9EDB3tBvG9jm +wK1wGc6DHqDynX3jLDMHv3qHfOSSe2DdXovBeM05WOP7R3AO9cCuuezYor1z +0Jfm7NWU1wP6q23peWZzwLLZzZta1gNa5XZ2YffmYHM0xT0I70sEh4vtLb3m +IMsmmdOR3gN1HveYUp/n4L+0W0/MunvA67/baV+S5yDRR4EKQ3g+VVIWpcrm +QLo3z1Fpqgd+rTr9w7JrDrCC23OLiz2g8fVAetjcHHDeX2ZP5+qFA6bOHTmi +87Bj48AkEuoFjKM3LlNtHiwWK+6FSPXCky9uGz7qzMOzxopRZ6VeCN1x4tyZ +Y/PwPrf/jrlqL8gWnN4+dW0ePmQuHdLV6AXGwdeZNo/nIaDU0lJZqxfY8yiz +Ja/n4WlfTT879ILT1hA6T/g8XJY6dYOh3wtHPty7uwKbh+1Hx3uyjHrBfu5R +omLVPCwE/7D4YtILI4d+f53qnodfMw5MV7NeyHm3ek/s/Dz8PT/ohaH6Et/9 +ogvA1X4d34H0wh3hb15ZKgsQeMsDLyD4/HbGbVbQXoAVPBkdXI694HB+1Ov4 +oQUIjhe/2O3aC3MPrvrdurgAglbO7XnevdDgIaR/+f4CWGpzm4f59wK3T9+3 +Hc8XIFsyrM0jqBdee80mjQYvAD/bpQvX8T7Q8jHYesYugMH81jbDyF74apHU +TslZAHtutQvqCb2wyeDivEn9ArxXXt/Gl9oLEoq7c7z6FyDa6NiF/qxeMOo1 +2flpcQF+e/i2FRX1QnNEsHmA6CLo1r+8EFnVC+/MvRYtVi5Cya4JuncTfj+3 +X7PY1kU4k5l1zpLRC9NBP+cCDBdh9Oxss1E//n7lzjPjZxbBV+T9aY2xXjj4 +bsOC+u1F2NDysU5orhdYCwF0bedFqMsUOj7E3gcexyQ4Vr5ahKcZXWVlfH2w +9H24BTN0EbQaVh6IEeuD+NITgk8SF2GAtzjHV64Pdo/Lj0/mLsL3Y000a+U+ +yOedkdevX4RbSUd/G6v3wWHhQddbvYv/+oM+KOec07CcXQRqnv0PMe0++HLP +R2DFEgqt+t5q5THdPjCnR31+JEihRezQfV9l2Aeyu081ZEpSaJ7yGcIJxvjz +QS9jJhQptBsS4W7+pn3wdOjIKklVCu2o6szsPfM+2KL9cddyDQpN1zjWyuR6 +H3Q9sp+R1aLQNr2pYGyx7gOfX/SjFKDQ1oyanpSy7wPtvoqDFfoU2tpr+wsn +nfugU+JIt48RhaY59XlnnUcfeG49rbzDhELb+vHSz1++fXh9GF6oPEuh6V/w +XvruXR+UXBZzOHmZQituXPHqQUgfNAVSeHNv4u+PXs9jGtYHhSumFBTuUmjB +LXEu22P64PX8dKKpA4XWe+XHomxyH+ioLql+7EKhLd8n7TSL+iA3RN7Oy4NC +03OdYW/K64O1t3Z+dPKh0IzljJ+nlPXBbQ+Lg2cCKLSDfEqSQXV94DcR9Fgp +mEJbf/xC6CM6fh3fvKUglEJjn5beYtbdB1aZqjZnflBoaGJPoc5QH6grP9xU +E4Ovn1H3RaUp/H2VDfZavyi0v/1BP9Cqd+s7pVFoj/m8P9C5+uGNatKb6CwK +jWX1UjddqB8KCzbdzCvA49Pk6gmR6oeWtJSc3DI8P/vG/FyU+qGM/dDXqBoK +LSXFhHZRtR8+vuvjfdREodV4rBverdEPB5z8xja0U2gt0Q5fVmj1Q0PS7otl +TAqtYr3OWU7oBz3aosnxAQotht9Wuku/HzxlskvTRyg0x13KtTlG/RC7279Y +YgrPZ9med99M+iEx7fbhI/MUWu2vZjN3s35453ns5F02Ku3KbK/qtSv9YPpt +d6cjF5UWWhbcvc+yH2CD+GZLfirN5M5q/9W2/fDCIMgVRKg0x2bvtXyO/bC/ +t6VmRIJKk5TIj+lz7Yc7UvVq7rJU2grppmVF3v3AVvbcYVERH68r51GEfz8s +iE2WnFSm0t46eWR7BfXD5Q5Z5deqVBq1S3n65pd+2KozeT9GnUprkHwjfTCy +H+6t8CqO1qDSVovRldcm9IPCm3plv41UWl8DVU4gtR80X7XaH9fC32c5O9+f +he/75IIrZrZTaX/PD/rhrYaEuosOlTYwce9ZRFU/DJToPe3bRaU59E+s9Wrq +h/DpNS1b9uDziTyEbjD6oepn8dZLBlTa5DYnnf39/XB9WOW1zX4qjeHr/n31 +GH6dtnXokhGVtjvBYoFnDr9fkv3g1iNUmnjoUloPvo8Mn3ENHzhKpZ0xi76V +xzcAvdfSuV1N8PVhSD37JjYAby4lXF04SaXpbj7h5SY3AFG9F3JPncbHP2L5 +6LLyAGjM5agGnCXef9ZUT30A5N8x3BPPUWlOA8rKyhsHwCb9d2/SBSrN+v5r +eTbtASi6yyb48iKVhtqdnrfpDuD9zt04jctUmpVGz+10wwHY4yDS+O4Klfbw +bHF+iPEAXCype1p8lUrrubn2nYvpAMhGFEQXWFBpcWd5Wi6aD8BVcaaZ7zUq +rUnjwts91wfgINe6l8uuU2lXOzblqVoPQP7TD7sc8OsDdk9v8doPQIuXtm0w +fu3DOuQ+4DwAHkpsa5/j15v1A6TLPQagcMfo5V349bbHpooJvgPwjSG4LB0f +/+//CwMgLXXcjBe/PuN/zNMxZACWV2UrKODx2Fs/H7oYNgDpchfOTePxT2jq +FO2LGYDpARXlD/j8KstuKmgmD0CeodQ1wUtUmqCxFEMyHV+/DRvW7zWn0r7G +71y6kDcAa0LvO+w7T6WFTLWWd5YNQMZH5l4JMyptXGFhqrhuAAZVXd6E4+sf +vuKtfyJ9AOK27b3Kc4pKw/ijvn3oHgChmi2/1+P521ADGh5DA8A2f/ilMp5f +NueDa2ymBsA7yr+r5RD+u0Bt8FkKC88nB7p4gErbScHG9blZcHa7W1w2rqfA +VuaHtcIs8FGhnpLG9Wb040iQiDQL9v68F30a1+PRi3MDI0oseFzVkfxyJ5X2 +k6vbt1yVBTvf7L8Xv41KO/9W3CNSgwWOYxHt+ZupNHMJl0o3LRbsGuRiK1tP +paU4at45CyxwdztTmbOWSrOoUjJfv5cFR3+Hm0StotKuSx7+ynaIBSGeI8/d +VlJpqXrpO8tNWGAzudHm0DL8/nM2akFmLMil3ObnUcB5QH5Y8PHr5xNx0lTa +71PvJ9dYsmCuu/yYkTgezzahpqF7LGjInWZvEKLSTnNmi8U+wuPdLXfZhI9K ++5H6J9jKlQUrTm+xy1yCz9d89OEabxa8ENq/cxnOG/3RG1Gdr1nw4Pyp+Ns4 +j95YrdwYGMiC3oMXmqMIXjUo8R0OZUFLrfmvllEKbbXm6S3UCBYcXzi7Z5FF +od2zro3/GceCw+nGT4V7KTTRkNdup/+woGTprnuinRQaR4rfD45MFpTKr5Lm +pFNohpnlyj8KWHAsgfdWdwOFJvJcU+RkBQsOPFYaKqui0B4xvf3FG1jwTShE +obKIQntZ1xNNb2PB1Ssvx1kZFJqBmd7FlB4WuD3pvb8iiUILtwuK+DbMAt6r +saE2YRRavOq416dpFowKMx2a3lFo5jf2c0RSB0HH2X3ezJ1C+7X7o2guzyAM +JL1ZNYvXt8To0aQhkUGYixehxJyj0M7E7hlbJTsIlnbTTk4GFNo3gze51ssH +wZDNKOIaXp//s+lcX7h6EFyMhVxuiuPrQ/YHg7Crwp5DdHAR7j97XBiuPQg7 +vaJPOcYswjmrgpn1evj4FRi7otUiDA2IpecdwJ//+p1tePUiqFLOKN4+PggN +S26YTLYtAMe3T6IrzQZhYnTJoqb/Ari3M4N6r+C/33o4F6S3AAmx6gi7PQh2 +dwuNdIbmwU3K8kGo3SCMcY2Ni7ydB6rIz/y3zoOgqDYxLL1jHpZ/YEUHeg4C +f3W57tEmvD9PX6MR/WoQMgSfdSO7OTj74JpeZeAgHKiW6LggMgfW2aFDnF8H +IVDNccOWr7OQqpo5LfpzEMqp75bv1J6F/GVhK7OTBmHmFCzeq5qB13Emd+XR +IOxZfyePfgffbzUXdkrnDcK9Z+scH4nNgFUwt/3v0kEIP3N/6YHkaXg8yb+e +WjsIrOj9Pw9cnIZD3XW8A82DoPb0x+rHItPQanWTy5ExCI9q3vh1ZOL7Yd9c +lfjeQUj/JsB8YD8Fevt6LV4ODQL3lJCa7uYpkHxXVSw0MQjmuUHHd4xNQriT +2/HNs4PwUyLptgW+//7bHwwBpeO0bY7jJPwP+LOz0Q== "]]}, { Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQDQc2dxwXb9++f9ZMMLBfoO/mGlf1GMpfae+w4dXq -x/Oe7zcGg832Das7ms/ffgmV32mvoKvs5NH0ej/EsAP2DNHRWtc43kLVH7Zf -0BR7Inb+u/1pYHDMfkOJZ8Bi7Q9Q/SftFfY1TW+T/Lj/7BkwsC/Y+sL3rNgn -qHkX7C/4vr0tLP8Zqv6ivUOB9GJz3S9Q8y/bO6TFvf1l/RWq/4p9wdOrrKlu -36D2XbP/UHyk6af7d6h5N+wLRN4FXrP5ATXvpv2GuYlchxV/Qs27bR/w/+MH -ky8/oebdsb9gtliFc9MvqHn37AOO+NneifoNNe+BfYFQ3gfvt7+h6h/YM0TW -ya7I/AM1/6G9wGu3KRMu/IHqf2RvUNd+xkT5L9S+x/YFp6y6ApL/Qs17Ym/Q -cMRLe/JfqHlP7ANajGVnb/0LNe+pfUAKWzv3ub9Q857ZC3z6v6HzAcy85/YP -5GpP3vgIM++F/YWn6ySnsP+Dmgfkiz27k67xD2reS/sGS3m+/Jh/UPNe2St0 -mvGcW/sPat5rewGriWrbNP9DzXtjL9DXLKX76D/UvDf2OxpKVbZVMByAmPfW -/saL3e/aHRgPQMx7Z9/wK8rTMI/pAMS89/YM6ff4cyJYDkDM+2B/43/V75Ue -nAcAnAZDgw== +1:eJw1mXlcTd/XxxtQGSqVyhhCJZR5CIuQFCHpSxRC5iSEJBUhhJC5lJAoNFEp +6zSgWZPm4Tbf7tQ83qFnn/Pruf/02q/O3XvtvT6f91pn32n2py0Py0hJSY0d +JiVF//3/j/TKyrUh37/j/h3ixrDZ68A/9pbfmAU/sDg/x/oQawdErv2YeVLw +E5dcPKU/r9YOpjoFuex3SUbXXMdlZeaHIdT0vej6k1RUnXr/UZ/nCXD66NAb +UvILHUrvPHJVOAPn/Gsdkpano8Wa65eOXD0HXxQ0zPMTM7Hkz1dhyvSLME9O +7m3N/hwcfnrsBN/OyyD6XbqsSyUPoxa/L/rVfhX6LUaVd3vno/y97/7fFL3g +1cSXsecUCrFLecn9tUbXoXjOrSyngCL8EpJbfM39BkR5FUzkrC3Gk2HBjfOy +bkFYSf3ozqYSPOz9d1GX6h0wapo5PNCtDP2W7kor3OUL+z4/G8aVqcBONHqc +8/w+TDRcOar8UiVuUlpV4MR9AGdOKI8/UVuFUWE+A3LyD2H3/nHzApfX4JIv +suvCpz+CUzdnvlu+loX/tD59sjV6DBd/lC7prmLhE+HVRZMs/WH75hnZ0mdr +8aSxV1WzwxPoXC5/eJ9UHTp0Rb6nLj2Fw9evSyveqEPHsUoP3t9+Bi/1nweP +GVaPL54zHwgyMNlg51qPrLvbU5+/fwFOD+7wBtn1aMJdMiY08iUoWRx72rG1 +AVNjNl1ITngF54/WbFjypQH3tvhItyQHwIcafm/miEZU8en9NPlPILyPfhzx +1boR6x49dNmX+RqcGgodmgMbsfl6hGHJ4SAY5vxJ+3RNI544r7vEuzEIDu+d +2LBRswndJyZkLT8UDA9DtD+c2dSEky/Yt3fVBoPPxrTTPOcmNL81LfSb3RvY +bCpeEfe4CUds7eW5l7+B8ne5Cv8+N6FFVn3Klp0hsGj/skrj5CZMhCKT2L8h +sG364VCFvCasFcQ+2Wj2FmY9vbp/fk0TppXeihr26y3E/rwplyBoQjvx5hc8 +eAdSz6+8CpE0YfReGYvBhHcgM+uAlkCxGdN6PuSsXPIeqMMLHjzXasZ7WWvG +v4t8D0t2tQveGTajakWG4bK5oXBUHGCkatyMljPXq/V8CAXLnctcanc0o9nH +L6nVMz5Azz4qUNmhGcXHRkNH0AfYOXlJbNDFZjx+yOaG4eQwOOX7PN7vTvNQ +fsJgzVfOp/rAZnRTyLw4V/0jZHvr3X0S1YzjY7javIcfQVnR2ubj72Y89Vzy +4p/SJ1Dc5KSuVdGMV+NlqlvufoL0JReprlayvlofT3dkOBiVnNqlP5yNuWHV +fx7eDIejs7dXp0xg42jXb446wyPAwnC65Q9DNg73vlrb5BUBAjYrWm0jGxMy +l0/Nl/oMpla+sn9t2ahr3ji7yf0z2DrrrOWcY+P2EV7Ss8SfYfa6Lycd7rJx +kUjp7YPLXyDq94wb696yMXvOfZVZA1+gQ3TT1zORjc29jwIcVn6Fk0qO2ilF +bDxrIX3j2+WvEKRzkv2ex8aRL+6nyPz4Cnc3eFUaDGvBT+Wrd5gPfAXDY18H +905swf+UlZY9WB4J9x72bJ+3oAUVjaTO5F+MhPfJVoUhpi3410ZFohgXCed7 +Mq8l2bXg89Mbakx7I0FiuPvg5XMt6HTpudrVJVEAZwbPVPm04PaLioGR56PA +6HvSl/rAFlx18u1lVkwUCGQeT7oX3YILdu6JGNUVBTZWXnGVf1pwIfOJBo9P +t679rWjB1SPmjPnPORrs5EOvOLS2oFXuBqMLkdHQc7zqfbAMB8/d8Uh61BYN +6wv1Bz3GcTBoVeWjcIMY2Lb24Y1huhwsatj1M9kxBpRjlVfNWcHBcZ49Kwsj +YuDuvNDpfeYc3K8Sq1TLi4GfETuXHrXl4Ldnj5dw9WMhfMGky26OHFRT849s +Px4L25IG+IuucvDq9W8eXWGx8GVL+32/+xzsbukL6WTHQnr94P6Hr0k86/dO +bNX5Bs+uzjqw9AsHBx+xmpocvsH0aYcfePzk4FpD9blV776B9K47vBc5HGx0 +8lUravgGJdFHz0ZXcrB1p0lAlvZ3CFoknpHJ5eCumjV/Uu2/w75yU+maAQ7q +jLnyMDH4O6i+M5fvUOCiTc2AJJb1HRIfD18hO55Lvp8w+qtWHNiEuTxR0eVi +k9OPHx/t4oBTFzh56lIurjeUjHofEAdn17r/1TfhosxjL3FwZRy0pqmFL97J +xVmvTB8EToyH/afso1cd4mK46ba0lzbx8HvFkcZ1Z7lD/okHrbnaxqZeXGy+ +N0P5WWk8OK1/kmHmx8Wnuu06TzUSIMaDumweRL7vMMh6Yp0A/NrgXWZfuDh9 +01ajp/4JMOnoiv0bf3JR9Je15FlRAqxWvf3QOIeLK4TRhc9Vf4B1/YNWo0ou +Vmamj31l+QMOlVpcWMjlYvVqrfZAPzLuSNXTG+Dihv++n3mT9wP2zm8bMVmB +h2PV/B69V0oEE/9CRSVNHq4+H279ySIRZk1xXDs4i4d5rgo/vvomgjALA/mL +eZg24wP1LTsRfgWmzypfz8OVy1UUkkYlQeHcPYXpO3i4wz1/capZElxRNgtM +suehUlejSYZPEqCJ/824Mzw89mLryr/pSfAsb+X9eA8eOpxRVP8n9xNGfl4T +S93n4bBL04vKTX6Cak1Qf04gD9dG3nFhef+EmIO2e2sjeKg9wUzcmPYTWo1c +qgYSeRgSbXuUK4uQfITrNiGbh5lXfn9vM0YwaE5csaaCh/cuXud2eyLMT+Co +n+TwsDvkqayQQshhnRsb2M/D/3UHFMjs2TO7WJ6P//22c/LSoiBPN/CAmiYf +hTPYBcOAgoVmq77v0uFj28RXOjftKDDEZfohS/i49JOro4I7BWk3HyR1buBj +bsG10DsBFHSErHc028nH7w+/F4xJoiBOdeeq0EPk+5xxbfcrKVAvSZ498hwf +L1UEDo4VUaAouL3k7DU+7jhkKf14YjIE7Pq6v+4hH694G3aPM0qGFPUFYf+9 +4WP/6uUVT22SwUtXWbkwko+/H5yMHu+aDOW+Zv5WyXysc8288vJ5MmSa1C6r +zOPj5KunjCfHJ4NG14bPp1h8NNZyUnhdmgxXl3A+jG7j47Y9BQVT+5JhuGKu +bvwgH00XPg58o5ECYa7tc88qCVA/NPbkjKUpcMzNKm6FlgD7vy1Z9d46BcxU +e/8oGQjwi72Gsq5LCphA2d6O1QLc/vG/xjD/FNgvJXSpsxBgpW9von5sCjy1 +3qvOshOg5ZjeJxFFKSBYK17BdRRglK71WYMu8nxKVYPsVQEKa9QsI1VTob1E +rDr7vgAXMHxLhSAv23Tb1wLcMT1SPdYyFU6niKRffxGgTcQ90RLnVPjvaQXF +RwFaFGU1xPmlwj7pgWFmeQLUfXr074rIVLgutSs3miXAtu5DiYl5qfDrcfck +/XYBBrVRn1a3pcLMnwVtX6RbcdVNtwBKKQ3eu7VuMlZpRSr+qZ+xQRqszjPX +rZveioa3VG6lWaRBb1zznfsLW/FWB8/DxDENcpeknjNb34q5fbPc0n3TIGVT +dZ3KzlYceEFdMotIg6L2ZcXsw62oVhZ/KTs7DWQNCi2yXVpx6a/Prha8NNi0 +Yv/lpJut+OiM0eW8Ub/g3eZHtxOfteKk6n2XLfV/wViHk24ZYa1YMXLS5SKz +X/DoBndbQ0IrZvaedrU+/gtmflaWH5PdioK3ey6V+vyCrMqK4HVVrbhWpeaC +Tdgv8FTZMuWWgDwPA+cr03+BxdZDV8oHW9FzbsRZO/YveJLxYF+AfBs6VfQ6 +seR+g+LplDNWY9vw3qbyU/Y6v0FZc+N5lQltWHPB6niDyW94mTbleMn0NnRg +Pr8h8tymbSH6bThpnLI92/s3bNX9o+OyqA1lrm+3Pf7uN5yvedq2dVUbTo2e +vYuX9ht0Xvz4aGjShiffvLR0bPgNB3YtsNbc2ob87W83t8n+gZkTRB0jdrVh +YPJ6E2ftP3CmRtNTtL8Nr7e7QZfxHzD9cEuq/1gbvqjdvMzF/g+EnjM/I3Ju +wya/GMM+zz/wcP2BwhFubbhfJkbXNfgPyGpmztL0bkOlheZTRdQfGBR4nzC8 +14YCbVcNd9YfuJ7xOHjr0zYc9m+NopRUOjwO7Uk/H9SGb/6rHOallQ55xlzb +N2FtqJ/kI5SFdKi1iqosimrDp8M3dXjbpUNalfmGMYlt2G44oUXOPR3cq74/ +Nf/VhnNAXOMTkA4KVj2F93Pb0NKwo3hUUjocXSs3UFbShnuH9ef4VqbD83cc +hdm1bbj9x9hfSqJ0eO0RJOvBaUOdnSsT/SZmwMUC3eaKzjZsyb8YrWqUATNf +XotZJW7D+/P/fPS3yYC35V9PvBvRjlPP6bzRcM2AvgdfR6sqtw/VnwyY+tPr +6Y3x7dgXPNlvYnwGTLDXGS2l3Y4rfKNvBZRmANst8PjVOe14ZM8eD62+DLit +yI4atqQdL48edzFYIxMG1Yc13od2PB/EOq29NBNMn3RITdvUjtYaP4+8s86E +g3ejR8RZkvXPROzTccmEHf0mPVZ72zEv4vN/Yf6ZoF4V/rf3MJk/J3mrfmwm +RCxtfBh0uh0b/zZtjCjKBA2FNth6qR3NYievMejKBKvtOcWy19rx2RWHZZGq +WXBY+cp/P++2Y6ZusuHChVlgZjKY7P6kHd+u1NaLtcyCyJnfV6wPasea1V7T +ljpnwaZauaYxH9vR3aB6fLxfFoy91J5aEd2ObopLVYwis2Ak/2xRRFI7Vlfc +HZmUlwWLV93XuP6nHd89rZGBtix4eGydr10+WW+tgZBSyobJzg8Wr6pox53l +lzuNDbKhwtpFeWpjOxof+MVNs8iGTI3uyXKt7XiveFSDiWM2tMSMtuvoa0dY +sbUy3TcbVsxLyquV6UCru/eLzCKyIenaCJd/ozswJ5v5gFMse0uOege+F474 +ZcHLhp2pB3dlTO3AKs3VSXmjcuBoxAX/jNkd6DbDOdZSPwc+n50xPHcRGU8J +iSgyy4GZ6sdDi1eT50fkv7M+ngM5j03d6k07MKhKGFDqkwPvWvFal2UHZrzR +fmITlgNfZ+UlKdh24HZr03uV6TnAWX5ptvaRDlzdd+yGHTsHrPV+ZKw504G3 +b91yZ8nlQkeX/0v7yx24Uu6ti71OLlCvFIJueXfglnOJjg0mufBzqnpJ1P0O +TPmbT3iQCwKPH2tqn3dgdmOjHds7F15cPMRSeduB77wGrI+/ywXl1MvxJp87 +cMN7pa28tFyw2C+d7RbXgZ+3zdzo2JALVtu6NWJTOrDe0wjaZP+C9qP/Alqz +O7BxueVSZ+2/kKiru3dOCXn+4jGDLuO/MHHsEasTtR24drWnjov9X1i/We1G +OLcDA28/1+rz/AuLyg3aW7s78I9tlIZr8F9oTYj3XyzVid+/ZymJqL/gJIg8 +e2VkJ1541ijnziLzn9O880etc6g/yIO8LfwKVa1O1LswRkQp5UH4JUMHez3y +/fkT+zy18mBbX61e9MJO/GSg12VskAeYIa0zYnUnyp5Z2iYLedDNv2+7x7QT +k7s38NIs8qDj0N2cKMtObEiyYnvb5UHCvF6X0badeCLjINFPHpiZ5+0+eqQT +d2meZcm550FwgobL7zOd+PGjF9FTHqS45WTNcutEe4+HpT4BJB6/dhufG53o +/vwN0Vce2PZf0xY8IPH3ROWNSsqD0ujrM3e+7MQm/1QitzyYkNy5/+e7Tozf +XpTuW5kH1HHff7pfO7FfujHNgpcHewfGXHuU0Ilh77spJVEetJ8+f0yS1knq +xwiix3zwyEq9dexvJ9rkqMf7TcyHEWP6WUVlnbhnqw7RZz7cXDTOeU1DJ2b9 +WhqpapQPg2s1V4YLOjHc0JToNR+cF8uAZn8nDtzfFeZvkw+VioWu12W7MLH+ +KNFvPqzJvd3aNqYLufqXgjVc8+HVWb0AW80uvH3Uh+g5Hzokn69lTu/Clwzf +yPNOE0OWzu3CCUimC8uHW38chW+XdqF8GQkvPh/Sh4XdVTHuwmPNGQS3+SCt +m2ntsbkLF3PKyIT5sGB+wW6BdReeq23xtmPnw96pyf57D3ThtJx+T62+fHDv +fjIy60QXro1QIH4ogFdfd8Qtd+nCHM/xrsEaBfBle2/gB48uzDLTI/4ogJ+l +nj817nThUvnlztpLCyB1Q6f6Tf8uVE8wJX4pgLRn5h96Xneh/f5dx99ZF0Bi +/m1nh49dOFV4hPinAD63fT1fHNOFKn4X7HVcCmDdrqu4AbtQWu8m8VMBzDnx +3TY6g5xPCrGzfwEc0du9TauoC/Pt3hN/FUDHw0NPfaq7MFpE0hFbAHmhZQs6 +2F348BXBS1oBSB2Nm767swtPrP5nFlFUAB6FUkd+irvQuI7Ir6EArDhRg9Pk +u1H1FpFzVwFcCs/lXVPpxlqDYcSPhdA23mpew6Ru/FimahSpWghxC9alGet0 +o7O3NvFnIRT1vPz8en43LmL6t0JY42DHHzDqxo46Mp1xIQx63PawMiHff0zC +sywExY1Tj4Zv68Z9pmS79oXgFKf1VmZPNypLzpAJC2HGv1uL/jvcjYmxJB2e +haAbsGf8x9PdePg0Sa9fIXgoP7MUXurGUfpELsGFoGewmmV2vRvD2V9JgOT7 +/VtSnt3rxo0fiJypQjjt+Kev4Vk3so7R9iDr3/94zSCkG8/NJXZjFYLEptf+ +YkQ3Du9slYU2En9BxBP83o33EwbJh+yvK2fK8JRubPUi0ykVgeo0w2mm2d3Y +Y0bC0yqCXbHhqTeLu/GdCtmuQREERq4bkcbqRknZasKDIuCO62aLON0oFUzS +YVEEq+qoEwu6SbxHSHrtiuCxeui9Q4Pk+blELo5FIIgK3f5IoQeFnVdIgEVg +8T0l5qdqDwbFEzn7FkGkdt/3psk92OpO7BFQBBP7Nu4ZpduDjeuI3SKK4Nai +qMA5C3rQW57YN6kIhKVLvMxW9gzVnyI40/hv+GGTHqQekOkqi4C/+76e27Ye +tLEi4fGKwHHJQf59mx4M1CDbFRVBh+v27UGHevBWOTm+Uf/AVcdmZ4RjD04O +IOmY+A8UVl7p/3axB/fsI+nV/wcv4xJWJXn1oPE0Ihejf7AwQGU6dbcH8+pI +dGb/ILfl+nt80oMj3xI52/yD04Fjs34E9SDnELHH8X+g8iPufszHHjw7k9jN +9R8kgWtXWEwPfmikefAPTs6x7n/5swe93tE8+AdTPDcH3k7vQaPDNA/+Qbqs +YNb5gh6Unknz4B9Yu2YV21T2YEkD2W46Wb+hIcKoqQd/vCXHV/oP9NatCNdo +68Evh0g62GR+/6x8QX8Pfp1B0tv3D55UPJuSLNuLKQ1ELnLF8H7cm4f3xvRi +/VsiP41iCFjXPPc/jV5UOUzkrFMMroePtk2Y1ovbZhJ7LC2G1ZdnlpfN7sVX +jcRuJsXQfH0K99GiXuwnu31nXQyXvHZob1rdi4eZ/roY2s+mefVv7EXWLDKd +SzFs3X1G4d32XjzeTMLzLobHC2y+m+/pRZkPZLv+xUANut/lH+rFDzRO3xVD +HlVz67ZjL9rp0TwohvTzbuHTL/aiNoekN60YQqfs7I317MXej7RciuHUj2PH +1t/pxdITNA+KQXNzgkzu417MmkPzoBjC80xSLQN7MZdP7CFbArM2KX0qCO3F +is80D0rgeqxqwpbIXuw7TfOgBNLHWbWlJvTirPk0D0qg51jelsVpvWjTQfOg +BHbnXl4cnNOLd6JpHpSAyb5NI+VKevHHOZoHJZAwaXm2A6sXmxeT43MugW8j +zC9TLb2o3EvzoASWT76qodbZi0vjaB6UwPr9/4IOiHpxN10+gkug5O8WjbDh +fei+gsgvsgQ6TrBdOYp9GCCkeVAC/oveZc3U7MO4RJoHJUDpXVfYM60P82m7 +sUrgjLn3otuz+5BD27etBCKef9gcvbAPpZn+oBSc1ATbi1f2oWoyzYNSSPyx +c33nhj6c7kXzoBTu3K/RHrm1Dw3W0Twohab7d9om7OpDIxqnUAoZibs/zjzQ +h+tpPFuUwgJ1s+2zj/eh6Q2aB6Wg/Wpvo+7ZPjTbSPOgFAIs/BymufWhuTyR +n3spBM5lF6l6k+fp8uZbCjrLDxhK3evDDbdpHpTCijOii01P+nClOc2DUij4 +F//59+s+XDSa5kEpdDg8zw/60IezGCCUwssZL2vPRfah5j2aB6Xwel74UeOE +Phy9leZBKRS/jW+TT+1DKWWaB6Ww8mbqpfSsPuykj29UGRT+y5D1LOrDZjod +E8vgxYPsewuq+rCcTq9+GTz8njWhqpGcLy0XozL4YfYn1EPQh+m0/MzKQN0M +F0/u7cNEWs42ZfA6NjotarAPo2h7HC8DG9+3Vmvl+/ETbTfXMjDN92tMV+7H +N/RufcrgkOflC5vG9w/1B2UQFXBgZOq0fnxETxdWBgaz1gcunt2Pd+nw4sug +eoL2wuAF/ehNbze9DH5elqQPN+pHN+b4yiDbtHjfwXX9eIlOB7sMFL0+9sab +9+MZOr19ZeCuc/mBglU/nqLlIlcO05abzrbc249HaPlplEPHt7G/Hh3qx0O0 +nHXKoSeoZH/uyX60o+2xtBx0e5+Lpc/3oy1tN5NyuBe/6+W8K/24i+FBOcxg +q66w8iZjhgflwPHKKnP27UcrejqXcrB4tV7mtn8/7qDD8y6HVJP1Rs8D+nEr +vV3/cljvlXk96F0/bqGP7105FFqUVL+O6EczOh2x5eAUfnzT09h+3EinN60c +Jr68nnYjqR/XM+WjHIomzNzm+Ksf19LyayiHl/qbeVty+nE1Lecu8v2c/mcz +//XjStoeshWwQ2qedXdlPy6j7aZaAevS2NpJDf24iLavNhmPny1zhdc/dH9d +AdsG29sWdfWjIT2dcQWccFnT1iDsx7l0eJYV8Nh9nJSv7ADS3ZWLfQV53zoz +de6oAZxFH59zBSgb79j+S2UAp9Pp8KyAA+IfD3dOGEAtOr1+FZC26VND1bQB +nETLJbgC5utM22inN4DqtPwiKyDCf3JCseEAqtJypipgqX/Qqo3LBlCFtkde +BRTM/Jj/BQZwDG03VgVc3LjCRXnjAMrR9m2rgDkD2/SPWQzg/35zrAT+KkFb +/M4BlGJ4UAnKw6cUyNgOoIgOT6sSGtbyytYdGsBeersGlXC8a5f8lRMD2Ekf +H1RC0KRDtp+dB1BAp8OiEm4njCkruTSAHDq9dpUwM3fn5X6PAWTk4lgJZ/5b +uV711gDW0/JzJ2Pr5IUz7w9gNS1n30qYmtWwyeDJAFbQ9giohGux72/MDxhA +uvszi6gE/3FyHP23A1hA2zepEvZwh5+b8mkAc5n+oBLyl4TMUIgawGxmukoQ +9VYLuXEDmE6Hx6uE4nnx/b9xAFPp7Yoq4WDF/Ckvfg/gT4YHVfBabHrscM4A +JjI8qAI/f0m5btEAfmN4UAWGIZZnG8oHMJrhQRXcmLVhwbPaAfzM8KAKbmkV +a6xnD+BHhgdVsObe8BlswQC+ZXhQBaHOhdbXuwcwhOFBFaRlw1dN0QAGMjyo +gvuvzAzfyQjxfz83VsHous5iPQUhMtOFVYGTwYt175WE+JjhQRW0qb8aN0Fd +iAz+0qvA51n/Zu9JQvwfTqtgdUxUS/N0IV5neEDmO/6Hu1ZPiAzu+6qgJ37p +jkcGQmTKh1w1iENkp1YuFiJTjjSqYbKuvuWklUI8z/CgGv4z+dyyw1iIjD2W +VkOE5G6Tl6kQTzEJroYp2/+YhlkI8QTDg2r4uMpW+Y+VEI8wPKiGbWkWqypt +hMhM51INYxtf/mXvF6Itw4Nq4L9e/4fnIMS9DA+qobHLdAb7pBD/Y3hQDb31 +H5rKnYXIpCO2GmacOqT466IQtzA8qIYTDy6/fO8uRKZ8FFVD7haB79XrQtzA +8KAaNr9LbNx6W4hMeesi8z9peqPxQIhMuZStgSfTT/4q9hciU35Va8DBdMsW +35dCZMq5dg1YyN9eYRQsHLrvrQFL++m+rPdCZNoNY/L/yzMPXwkXItO+WNbA +1Itv6sZGCZFph+xrIGvX8+GB34XIHJ9zDZhPHpk7LUmIkxke1MDrX11GASlC +nMDwoAayt+/eqpwuxHEMD2ogN3mp/OUcIaoxPKiB0HEPHKoKhMjImaoB6y32 +x5eWCnEkw4MaqDj6WdWnSogjGB7UwJKj5+wL6oTIlPO2GjhmHmOtyhYO3R+w +wEnFsc2cL8SrjB5YsC0p2MCtQ4jM9EoskN28Ve1trxCZcDRYcO+nS2CqSIhM ++FosaFXTzC2XFiGzXR0W6G5dGNIyQoTM8RiwYNGp9Mlto0RD+mHBhNMlqwTK +ImSOH1hQZLVftmGcCE8zemKBw5SDjvkTRMik14IF2Vk17t+0RMjIwZoFI22L +Fz2aIUKmvbRjwaQCkwdH9ERD970sGKE/32/hPNEQf1jg+rlsW+8C0ZD+WDAv +5Do7aqkIaxkesWCawoJdDitFuI/RI9k/q/b12LUiZOzly4Kfuo8xZoMI9zD6 +ZMHJOtPvW81EyNg3gAW7xkjdrLMQDemVBV5h8fNO7RAN8YsF3G/nP7f+JxrS +LwseLl404vheEeYzPGPBxZndiyv3i5BpX9JYEHAjbpXJYdHQ+w8LpHa7T/5w +TIRbGH2z4O0rk3/SjiJk2qlKst72sYd3OItwE6N3FoRcqM5+5SLC3wz/yPeV +Po+udhXhekb/LHip4TFD46oIUxgBseC8n5Wa6TURrmUSUgv33fQrnW6KhvhY +C02lw9z87ohwFeOPWnB7z+oMuy/CHwwva8Gy8ee6hEciXM4kuBYO+78+kfJU +hN+ZDdfCt29eJ1Jeiobet2vBZNPRdQmvRchMZ1QLuvsS534MEQ3V11pwHsk9 +9DBUNMTXWtA272I7fxIN1dtaWDGtNN78iwjDGUDWQtzdJyWTokWoywiwFl74 +Ghg3fRPhe4a/tdCgHdIfmiDCGYz/auHZ1nbxgZ8ifMPwuBa+KE/YqpYiwqmM +oGth7pHJ/J+/RPiaSXAtqO4QlhzIEOEkxp+1YFcUrSTOFg3dX9eCCtfk8YM8 +EWoyBqmF2U9jDk8qEuEzht+18KlUdC2oRDTk31rw+6LVOqlChA8ZntdC1cTJ +oX7VIhzLGK4WHk7u/iSpFQ3xvRY+xoSKDzaKkJFLXi3MqV30KpktQkZ+pSS+ +kFc3NXgiZNptVi3YD1Tj4VYRMu05uxY0m4XrwztEyNitrRbmH+tU53aL0IOp +B7UQ4/Fr8fR+EUro64PBWng11zl4u0g0VB/qwPlJVcSlQREyryNKdRBdy/38 +QkaMFxge1MFBpYC3McPF2MPwoA68tdrv/ZEXI/N6pFMH41TYpwpHibGT4UEd +qDV7ri1VFOMZhgd14BX4U6F4rBgFTIB1sG9Z4O9sNfFQfamDTzFTLyZqiJHL +8KAOHFRNprybIEbm9dG6Du5ZKcbfmCwe4kEdzL54yfTAVPEQD+pgvvvN7EXa +4iEe1EGYw7IN0rPEeIjhQR3cn3836reueIgHdVBX7aXmrS/GAwwP6uCD46QT +K+eJh/qVOqhg7frGMxQP1as6cFu8rMd/oRgrmYTUwYOTCbOXLRGjDcODOlC6 +UbOjcJkYSxke1IHEM/TMESMx7mJ4UAd2+1Wud60SYwmT4DqYM23qHdc1YrRm +eFAHR9LybvQbi7GI4QE5P7MZF85sEON2hgd1sHP53cy6jWLMY3hQB9bjXVu3 +mIlxG8ODOlDn8BujNosxl+FBHTz61BwxdqsYNzM8qIM82yMbj28XYxbDgzrI +kDoVlbhDjKYMD+rB83GfQN5ajL8YHtRDv+ZIscUuMRozBq6HufeCK+/ZiDGJ +4UE9TO366Zu+V4wrGB7UQ76ZvbLITjzEg3owfnjnkN4B8VB/XQ9OmStubzso +xi8MD+phb+dpzzOHxajP8KAeRozRN7t7RIyhDA/I8xonG4KOiVGb4UE9PFVZ +uO3LCTEGMDyoB3fJVd/vp8SoyfCgHrQqLF/FnxbjY4YH9XDtwye32DNiHM3w +oB7eOtye9+msGL0ZHtSDx7jWyBfnxSjN8KAepsSWjbh+QYyuDA/qwXWD2dwj +l4iemff5enj4e83M9ZfFeJLhQT0cX5YkmHCF6JFpqOrhgoKyKs9djPYMD+rB +8IPPxDgPMdYwDUc9PFKbLX/VS4x7GB7UQ7BFe+ma62IsZwxXD7uta3zF3kRv +DA/qIUm/a1bsTaI35j6gHrJyDd4e8RHjPoYH9XALHg4fd4fonTFwPfCuTDRP +ukv8wvCgHoQ+Wef23yN+Yxqgevh+8I2X5D7xM8MDkr9RQeee+omH+oMGMPRI +M9N/JMa7DA8aQJCiNDzhsRjVmfeHBrAq9AxZ90SMIQwPGuBI5IRZ6U/FOJ9p +OBtglm353Y3PxZjC8KABHhRTJckvxGjJNGQN8GZy7oilr0i8DA8awH6BzITQ +ADFeZBqWBshWsx2r8lqMY5j7qAaoT6vmXQgi6zH3EQ0QYnwzvDSY6I0BfgMo +3rPetihEjAUMABtgZujm0ttvSX6YhrQBmnyPra98R/JryhgEpm2Zu0IvVIwP +mALSAGGtGvucP4hxAn2d7t4AF8/rRX8PE+Nz+vrduwHuVx9Y0v9RjCqZtOEa +oGN2MntJuBivMy8ADRBgszHTKUKMfKYhJ/s91VX+/jPxK9MgN8Dfg+kTyr6I +MZxpWBvAelWqj1ykGCUMD8h5DTToLIgSozlz/9EAa17M7d4VTeJjeNAA7yYH +tF+OEQ/1Bw2w7frCyS9jxTiM4UEDmOa2Xfj2TYyGDA8awFtYJJ37nfCGASo5 +n9GshNo4cr5MA90AtYNjQ9rjxXh/Lm24BhAXH08QJ4gxkP45SdQA+/04UiMS +xfiBuU9rBGUDP5eRSWScQ/OgEUZ8tZs46ifJRwRt4EYwVdvRKofEb760oBuh +YI9jhxQlRo9TdIIb4f2NrzN6yNh+C73hRkh5PP5Gc7IYV8+ledAIejfC1P+l +EP+PoXnQCDx38xeYKsaNfJoHjTA9hFMUmibGOzk0DxrhV8eN376/xCiKoHnQ +CKWnpp4+81uMz+7RhmuEfWrfcy3/iHH/aVqAjWDVZNY4P12MO7bRPGiEuPqK +KMUMMZ6dT/OgEe6NPr60hYwTVWgeNELR/m7n5EwxLuiiedAIt1lXDj/NEmPh +P5oHjRB5R1bpRLYY33yneUD2b3/j9Moc8dD9TiNsOzTi5qhcMVKXaYM0Qobf +tZ2lZKxsR/OgET5zxOVv/orx9hqaB40gf/q8xok84h9tmgeNkD+FM3J+Psnv +CNpwjTByYE9sFxnLtNA8IOtLZal/KxDjnGyaB42Qs2CpwflCct5faB40gvWD +IMn8IvL8I9rAJJ7xct48Mv7iQvOgEX7kHE95+0+MN2xoHjTCk4isbzbFYry1 +muZBI7Di9OwVS8QYN53mQRO8ar2ehmTsPoLuOJqg0qQ19XQpyU8LzYMmiIl2 +NdEqI/vLonnQBNOX6GzOJePKTzQPmkA3t6vIrZzo/w7Ngyb4c7meNbtCjG7H +aR40weDqztOlZLzZlOZBE2RpzPDyrhTj1Jk0D5pg/ggXjQVVYuyToi8cm2De +yBaDajLOq6B50AQp2leyfKrF+DGW5kETtFsu4CyqIfu5R/OgCaKfyt+tIeP/ +vZ82gVLH4FcfFql3q2geNMEwe83dC2vFOFuV5kET+DZvv15JxspsGqhNEOUV +vsC7Toy9P2geNMGphbqH5tYTnt+jDdcESf1pmv/IOHM/zYMm+PDPa5tbA6l/ +82keNIHenwOjtBvF+F6a5kETGOce2JRBxk/zwomBm6CL4zXydBPRQ2AMEXQT +rJz8y0KtmeTzBA38Jph8WFc9nowvLqV50AT+KeH7bdlidJKhedAEbxdbzpNu +IfX+byExSBM8OvHA9x0Zd76pIIJpgrCxNXfNOYS3l+sJD5qAo7N6TicZv7Sh +O6wm2PY54sQrLuEf0B1bE1S9nWu+kUf8o0cXpCZ4OOpnZicZO46nedAMp+vs +OMF8kn8lmgfNcF5P+eN2gRgbR9I8aIYgVr6CbCvJ52iaB83QJfdW4RsZX1al +edAMTq9vhB1vI/6bSvOgGdRCL7VMbRcPvS80A2vKlYxSMo43p3nQDAUj/DY9 +7CD1+zhdQJpBYBd7bEunGGfco4HaDPN0OHoju4je43aQCZvh2T6D2+lkHN5M +v8E1g5689+1b3WR/k+kOsBlqp3Jnm/WQerTrJElIM6SEHTgxppfw4fk5EmAz +ZL5hmxeQ8QSWGzFwMwyM8sh+1kfmm+NNBN0M2xt1+Pv7iT+v+pIEN8PfeayI +2QMknhJ/suFmcGF/UOwh49GLAwkPmmG9ipdSqpDUV+/3xCDNwCmJaX8oIv1U +9GcimGYYe/h2j4OY6Bm/kQNsBoyXmQISouePPwkPmoH/b/LRiYOEP2d/E8M1 +Q3B8RZGQjM0n5hIBNkPpoZWHWFISVAr+RxLSDP4loJ4hLcEpw6sID5qhaGwT +J1ZGgu4b6R+ImuG5qkHde1kJ6h/lEkE3Q03lBNHLYRLUPtJBEtwMn06FLfMf +LsGT6+nfm5tB9Kv86cMRkqH+gA1/Gz+Pfywnwfrn9I0DG3RyZv58Li/BsSp0 +AWHDMDfwDlGQ4L2jqoQHbDjQIXSMHCnB/wLGEx6wwcRwz+XUURI8/VWLGI4N +4YttP5aNlmBR8EzCAzY8l5ERdY6R4M0z+oQHbFB4uslJRUmCN7TmEx6wYaBj +odxiZQkWfFpCDMwGZ/Vkas9YCTqqryQ8YIOjdPurGyoStN63lvCADYLo1Jex +qhK8e8OEBiC0zV2exFaToOJdc8IDNlw8vV16qroEuXXbCA/YcDzjMn+vhgQN +JdaEB2wIu6sjF6wpwaoqW8IDNiyPt7LgjZdgm+dhwgM2qG+VTV09kZwX5xTh +ARvWWyw8/GySBC00LhAesCH5W8Oi/skSfCrvSXjAhju3NBYc0JKg2c87hAds +CE3N2ps3VYIHlj0lPGDD2KPSsSbTJchyCSE8YEPm+bgVadoSzLj0lfCADQW8 +Nr7pTAlqrv1JeMAG/ZyPuUWzJEP3o2zIV2+qPKIrQf6kSsIDNqRnvNGUmS1B +p/k8wgM2jGxieYboS3DvSDHhARtenwjS3DxXgl9DFUmHxQYvm9pK4TyyH4Vp +xHBsiI0KyY0yJOdnsIgUJDYsOdfMd1ogwfETTAkPWkD+dfiKJYskKJ+xl/Cg +BXQXdsbILJGg/UpnYuAW8Df8sbd4qQSnn7tFeNACO58OWxC5nOzf6TXhQQsc +OPJ30SMjCRYbfic8aIGkoImH3VaR/cT+JTxogaPrWlJOggRf7G8iPGiBiSFX +FjqsJfE+7CM8aIG7qlNeHV9H1t884nORWQskPs4UXdogwdC7SnNiLVvgw6xr +Ox9vlKCvlRrp2Mj6GRvfx2+SYEKIGukAW4By02xtMSd+cFUmHWULtKzpNphp +IcGGErkZS51bIG9c9dET2yRYmzhAeNACLsKC54mWEpyl10J40AKV7YUpmjsl +GDWpkPCgBaT6WfVX/5Pg9adxhActUKc8IGrfLcFXTH/QAp7LtRRP75WgcLoL +4QH5v/M2jV47CQYutCA8aAFJoq/m7QNE71nTCA9aoEyjZKzuIQnGcdoeTIxv +gXPX5sjmO0hwjt8PRRHVAlmDvrzrx4h+f3rerUxvgYa7wpx1JyUoOLtuZFJe +CyTMPh865rQEF3+VuhVQ2gJbygYu1p2RYNrZ+OHurBYIenbXOOWcBF/+PHXN +jt0CkUdnD4u4IMFvDyZLQ1sLeGwqSnrjSvTGSXfX6msBZaPbp0OuSBAzT4sG +B1tgz6rN4794SHD4hWmuLDkOmCdKL0y/JsGVC/m9lBIHUrUfLmq/IcGjgwXn +gzU48PusePLs28TfFQWdnlocsAhf1+rsS/L7h3fGXocD9jmHPmQ9kODr1Klt +xgYcGCjev2nRY+Kfv46O2ks5MDljaUH4U3K+3GKeLHAgI6TFePFLCR7W2H2i +wYQDIgeXlzmBElyxo7slzYIDP1SqK86/kaAk8NPRd9YckLyfOmzee3KeA5eb +ve04kKm9Wq0nTDJ0f8CBqT5LRudGSFCu7jh5AyHPFyvwYiNJ/k75kALCAYcx +cdERsRKcoZBSL+fOAas5aw/GxpP8xagdZHtzIGvhu4HsJMIXJ8+6dF8OZGs3 +XOpKJnwykrcP8+eApUjM0v8twV/qYbU+ARw4mNRhcDZTgqNlDh04/o6OP8Uh +M1eCpuJltWYRHJjSf9J7fqEEXeV1D+jHkv2e7bjzoYScl/b82lFJ9PlYuhpU +Ej9YWB3gpXHg2/R7236ziL59/GqzsznQZ/1W8VSjBI3L7h+IKCL58MgTzuIQ +f63tYflWckApYsu+XgHhQWraPscGDlRWTFxe3SnBTlthlQWPAwZjjHwq+iTo +N/bFHoMuDsiu/bS1VSzBBdVBpUoiDuy9cPLueNlBLE1V2tkmy4UlX93BRn4Q +r6c05eWN4sJDbu3RyDGDuLR85uZIVS6c03sir6U6iPyROb/9JnKh+NjLKSGa +g/jBqnKNszYXEsPbP66aMoinvu9IsNTnwqyOZxEC7cGh/oALyiv8Zn3TG0Tp +dNdPqkZc8LxePu6xwSD+Oz9bu8uYC2fzz12+tXgQw1cavygy40LT1P3/PTIa +xNuTUpRjLblQ4/wqLGbtIJ4Y9/GGvw0Xdv3Rc+ZtHMQdOgPC8/ZcsJoiH7nC +YhCNLaOcrI+T+C4sdXhtRdZ/UtCwxJkLpYXf/SbsGcQ5nTa7NFy5YLfAZ2H4 +gUGce8w8q9eTC0cffTK3OjqIhn0hq0p9uNDZM6Vc5fQgLgs69CXOjwvStvXV +zecH0eSA79Tnz7nw+Fff7kK3QcypmPHoUjAX/F62nyu/Rtb/Ol/BJowLLZv2 +75a5M4iB1dFeKyLJ83nr5cwfDiLH4dPghHguvDB47R7zfBCnb9L0EFJc6HY4 +jauDB3G994BsZToXwlxiM1o+DKLlRMs7iXlciLI7ExD7dRC3jNJSDyjlgopW +yIo3cYM4f+eBt1dYXMj8bhb8hRpE2X7NJXZssl/do/lV6YNI9WzIWt3GhZXO +wsw5+eT8LNgHtfq4IH407N6rssGh/oAHyveuTZhbN4hXR/m+Zsnx4PL+i07V +nEEUON03TlbiAYyqv/+1k8RnKNcSrMGD/+6lXgwRkfxs6nropcWDhq67/hUy +UlRiovWagzo8yFA8W3heTooq9pnXvs6AB6Vqai5TR0tR1V8vv5uxlAdqck5X +KpSlqIL5q22HA1mv8UbL+3FSVORoF80mEx6M/rorwWuCFOW+VrvktwUPsh0a +Wx21pKhFeRueh1rzIEZh7u0TM6Sokrgqu1t2ZL1nBj4X9aQoByFH55gDD0aq +8Xn+86Sot3mB7E2OPFinmnzm90IpyvrMbP/ZLjzYME+uaPRyMn+V79xR7jxQ +PIyqx1ZLUerjMiK53jwI/N5iWLFOipqhWTkt25cHPTNv6B/cROZr+n0l3J/E +//WxrPRWKeqZh8+vuwE8GNg5Lj7GSoqSbtLuP/mOBx805De720hR5epPNLdE +8GBi98lE2/1S1GxVlvbcWB7sEqwbucNBiuKWS08ck8SDPbK+i+1OkvUchWJe +Gg9mLTJdfdVZivrf/QEP4jzOz/h2UYri95y/GV7EA5UWNbbMVSnqMq9n7t1K +Hiw4NcvnsDfZT8RW6kQDD8aP+ShXfUeK6l3usdqcx4P09NcHTz6Uohr8bn2Y +3UXyGSQXoPxciloXe1SiIOKB26Pa6MzXUpTa26lrWmT54Plm7ocX76WovXZf +T6WP4oNFDveSRwQ5nwaNm6GqfKhTnaTnFiNFGS/+7+6NiXxY6fIz1vcHmX+7 +45XD2nzY11WgFZtCr29rs16fDxvv7T7SkSFFefC1tbUX8qFvneXdDflSlPOF +x5NkjPiQWBOn+qNUiqLqPO7UGvOhVN/Hax9LinIyaDmdbMYHK93U0gVsKcrN +Nicj2JIPev8c1Be3SVEtJ+c+97Lhw94F54wc+qSoaFuF6oP2fGgB7sbfUtJU +pcGBZxuO86FAnGW0U0GaOlK/KF3HmQ/jT6prqKpIU5svXj810pUPP25nlg1O +kKYeCLbe4nvy4ftu9rWJM6SpxSZPNfN9+DC27PQ4h7nS1PKrNlNi/fjwW/7A +vZol0tT/fl8g8bJ/CG6ukab2+lvddg/mg8kljyX7zKQpV+c7bQfD+KCY8Pnw +YStpqsdwdfamSD4s+GTi9sJOmirMOznZMJ4PMZtNXSVHpSlFS40G9WQ+PAiM +3ud3Vpp6H7NqqiSdD+lBt+bscJemgvtq8hvz+GC34w9rnY801T1Z0pdTyofN +3067HXwsTX2c8cz/G4sPzzM8ByNfS1M4+nPoazYf1viKjxl8kqYWFIOBTxsf +1knX/6j4Jk3JeG6Zc7aPD29mLuj+lkL+P6Yk0FZKAHYDnHHJudLUKinsNpEX +gOj5EbPGcmnqVU3z67nKApDSkkHFZmnK4tP2gLGaAjjik3B2Vac0teOgiN+h +JYBlZQ+OnhmUpr7Isf3ydQRwStE74OMoGWr/MzWfCAMBKOg9VWnRkKHsx3kV +3lgqgJF6f/7MmSFDJbobnrEFAZxXHJd03lCGOlqkZT9/owA2lHl0pK6UoY6r +b3svs1UAl31GHtXYJEMlrU9elW8tgHFaUZOddpLn953VDbATgOaLC6q5B2So +//UHAvAcsNk031GGStj9oneOowC2r9mLz11JPMuVKtvOC+DGicvn5W7KUHuG +/1KNuiKAaW5xJ1wfyVCfkn4EOnkLQNtZ9U3HaxnKwr7TbY6vAG5vuavpFC5D +mXSe+Nz4WAC7FbX/dsTJUE+cZi589UoAD2JKfrn+kqEWlWuN2vZWALprPork +CmSo2YZ7lkiHC0A/8sXZF9Uy1Hnnkpgv0QJ4LBc2ewFXhlIJfnxjzw8BHFj3 +b9rfXhlqWOLDT8NSBeB/SGv3mWGylFlqvvanTAEYnLiZpzlWlhp7x3DsrgIB +xG2asyt+iix1pdnXX61cADEdcyiTebLU/dKWr6xaAUxx8JFPBlnK1G79wcQW +AUhC1s7X3SFLfbwYEB7aLgDL8J0r3I7KUjE63Xff9AtA4+ov7aSrspT9CfNh +EdKtsHmSH5/zTJaKWxek8kehFbquxT0dHiNLffva+b1tbCuofTOaPiZfltob +taFLb0IrhEZN8JVuk6VCTZ/8cZ7eCiGXdpbWKQ+jXp5tnJ81uxUmjOLJRi4c +Rv2vP2gFqSPVSid3DaMu3Lya9dGoFfb5zhGpXh1G7XPKHJi/vhUM3IvTP4QO +o9r4qsnpm1vBeXnl+dkFwygdqb1TTu9sBW1cJftcMowaFvpGZaZdK5goCZ26 +5gynbtU1B3AcWqFSTw1X2g6nYqP0KTzdChxFH/6Z+8OpGxqOl95ebAW7n7tF +j1KHU9Jjv2Q882wFy2U3uG/6h1PTXwu+vrrdCnFuij8C54+gBMlzDL4+aoXH +dzqO3zwxgrK9dGx94atWKDu0QLg3dATl/Ott2/D3rfBAPveEVuMIKkkntV/l +C9l/wK5rIdPlqIxpYTN/fW8FWfPD8j9t5ajH0dbnJlGt8Fy5a8DxiRw1vSqr +UTO9FbwFw/Z8y5ajnALlXRP+tsK3hqe6j6Xkqau9o+dLl7TCjM7wg/IL5Kmt +7NKR/KpWqBm/frTqAXmqxumknHtDKxTssp0e4ytPGfr9mRXDaQXNr33vuN/l +qfWbOEfvt7XCGy31p/E18pT686IcpZ5WOBIa2z15uAL10ePGzsXCVnDbWJKs +qatA/a8/aIOSQVdhmKkC9X8RdTHT "]]}, { Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + Thickness[0.01]], LineBox[CompressedData[" -1:eJxTTMoPSmViYGDQBGIQDQMNnCnCwgsP28+aCQb2Bzzf5L5bdn0/hL/S/sGK -uHOfDR7sNwaDzfYN7YUFi5c+gsrvtF9g8f+0StOT/RDTDtgz/Et+strmGVT9 -YfuG/Wrpj1he7E8Dg2P2Dh/EVNjfvITqP2n/4PH36uovr/efPQMG9g8kjouL -S76DmnfBfsJJ3/XNGh+g6i/aXwgrqf/v8RFq/mV7Bi3zx3szPkH1X7EPmMtz -/FDTZ6h91+wFsi7x9k36AjXvhn1A8/oGyylfoebdtN+Q3qLS0fINat5t+wbT -OdGvEr5DzbtjP2HDk+56tR9Q8+7ZX1BYtoXz+g+oeQ/sJ7B4rvme9xOq/oH9 -hSdzOfze/4Sa/9D+w3xJr5URv6D6H9lv0F0ea7bmF9S+x/YXlLYHrn/9C2re -E/sHV1cvj5L8DTXvif2C+8bMfBa/oeY9tX/A3XvExPs31Lxn9gL7evfeDvsN -Ne+5fYGb66Yj8b+h5r2wT7D9/KMtG2beC3sH9QDWYw0w817aN+x6+K97Ocy8 -V/YLTvk4PngJM++1fYHzDpmjIX+g5r2xF2DmDfj68w/UvDf2F078r9X7/Bdq -3lt7B/nmdsPM/1Dz3tlb6JREn7zEcABi3nv7gkt3zixawXQAYt4He4Gb9nvX -5rAfAACDRkyK +1:eJw1mXk81N/3xy0hbaKFklIqlfrQqlKdSEJFaVdU2lVoU1FCEZVKpZ0oKSQU +iuiM7Pu+bzPMYMzYtzFj+d33++s3/3ich3nf9733vF7Pc+6duVa2ZqckxMTE +5MeIiVF////jLHtyypSAJDi2Z4gTvGQLrF/uwX5XmwilBTn7TzL3wJlrXkpe +vQhrblzU+I9lCZztMG0h7w845Nqsrdh+Cpo5C1DC7xdMUX3yXOByHk5u0Z2u +NuknnC5/+NxB9hKUp89bPen6NzDZfO/mmTtXYfKzpa8tdnyEsrQI0b95NyDf +487+ArvHIGUrP9Or2xGc18x8cSHrFv5YHVSc0nkHxhbc3Dw52A/HPv7lEzPJ +Fe5Jeu1R9gnFnslrnujq3IOnWetePl8WheGfckvvOrlD8+4bJfuK4vBCcADn +vywPuG2bYluSwMBTbnmreqY8BM/ZG1+u6k5Cb+2DyUUHvWDsGjXLdNk07Ead +FzlvnoB4zPW0p+KZaCS3sdCO9xSc/NYXelVm449gT6HM2Gdg237eCV/k4Zpw +yS3f5j0H62KpRgWlAiyZExpqofMCLDmPLI7tL8SXojurZpn5gM+SrAWGbkV4 +Qc+1pun0SxAPZGzKDCzG0z2RQYybryBq98WvjVElaCMv9zTowWt4vbLAyje6 +FN++oT/AMOJfbAsqQ+aj3Ulvgt7C/Bd/Myo8ytGAt2bil8h3kKlgaH/0cAUm +RRldT4x7DyEpHlfuzK7EI1xPcW6iL6R9c05cV1iJCp79oSppfjAvXfPYY/sq +rH/+zP5o5geIU3xpent8NTbdC9MqO+UPT9/9fCLtXY3nry1a48bxh8A9HqpL +ZGrQSTkua93JAOiDqRLNF2tQ5bpVZw8rAO4dO7Bqc0oNbveY+yXG8iPsit79 +a8XEWpQ27ec7VX4E802SD3FrLZpkNfzbue8TBIjOhzfa1GI8FBtE532C7+Nv +TI1/WoustuiX24wDQcZrSsien7WYXO7xY0xKIHy/s8kurLQWLYd2vOXDZ/jY +IDidIazFn0ckTEbiPgPzt97jL3PqMLnva86GNUFgO6LcuG1rHT7O2jzjc2QQ +GP26ZxNyvg6nVGVorV32BS4zb6nnPatDswX6U/u+foFGhzHyMXF1aBwSnlQ7 +/yuEuCtrHG2ow6FzE6DL/ytUi7PWn5JmovVJc3ctlWAYN+AocFRmjuYnGJhf +LXO7tZh4SzbzxrLpIXBE3jM+24CJM6J4avxnIXB7heiftAUTL74ZflsiFwoG +E6JZAVeYeCdWopb7KBSi/GKU/B4w0XiqgL9o3DfI5I6cEQUwMTe4Nu3Z/W/g +1vo0LzaWiRMcYmzUpcKgOficaUUBE6Xc7rAaXcOgY/aDpkMtTIzLXKdaIPYd +/Hd0vdKRZOGi7ZwljU7foW/Fx2NOs1i4W9pVfOHQd+gpeKM7bw0LVw3KBT51 +DIdXiyvWq+9iYfbSJwoLheHAXHdsh5c1C5v6n/ue3hABW9kufr33WHjFRNw9 +xjECNozzPiT+gYXj3j75J/EnAlJDvW5H/GZhaOWmPduFEcBKvz5OspCFBybL +rX26LhKeHDcVG2hh4SQdsUsFNyIh79rUo88k6zHPXGF40u9I+CCVtjBPuR7f +2G6tM+yPBAn5MwfCV9aj3c03U++s+QH9r3o6Vmyvx903JvlFXvsBTm9tuw9Z +1ePGC4GOzKgf8Eqp3HL+zXpcse9w2PieH7BF4b+Vz57U40r68xOc71+y+/S5 +HjdJL5144PJPMLnxcfrBP/W4N3erzvXInxDOZiyIyK/Hqw+dE553/ISA7Gzf +UE49+m+sfv5NMwrUtVKdjIX1WMw++DfRJgo2yIWlP5rUgNNc+jYUhUUB55yL +4+V5DXhMIVqOxY8C1c1bXolWN2DM6xdreBrRwPPuUl5k1IBTp/pEdlpHg/HR +J7KCww14516Mc09wNKz/OuPYeZsG7OUKPnU3R0P8Be85rs4NeFX/iHK7egzk +f+vbtuFZA448ZzY2no4B+7NGFW8+NaCu1vRlNZ9joMnJpjAtqgE5dl5Ti9kx +cCDPeEV3SgO27zPwzVL7BVmHagXKZQ14sG5zWpLVL4DZixfqNTeg+sTbz+ID +fkH0LI24UwMNaF4nHI5m/oJl+9hR7uPY5Pm4CRFzfkNQ2t7pn5XZ2Gj350+I +5W9QvXqrlrGUjfpaw+ODfH+Dn/nhiZUb2SjxwnUooPo3KDt2fuwwYePC94ZP +/ZRj4V3Jpg9jjrHxm+Gu5HfmsaBivUVi+iX2qH9iwX/tSNZ8VzY2PZ4/+XV5 +LMzXvTyo9ZyNrxZ1qr9SjIOQu++frw8kz58eYb7cHwcrxJy8daPZOM/IVOeV +TxzEx0zv25rKxsE85prXxXFg8OV04rYyNq4X/Sx6M+UPFBVc7DZoZmN1Zrr8 +e7M/cHzN0kdbBthYu2lOp5/3H2gvDni4cRwHtx74delj/h9wCcvtXKXMQfmp +3s+D5OJhKuPH38VLObjp2rf9oSbxEDTBpEt5IwfzHWT/RHjFw8bn/o/Gm3Aw +ef5XRkx2PJTsCfESWHJwwzoF2YTxCTBgYcVqtOXgHqeC1UnGCbA+Ea9UOnNQ +rodjkOGZAK9u/9Mv8ubgubemG/LSE2DSc+u9BR85ePrSpOklMn/BX/z3x+Kf +HBxzc15xpcFf2JkRolmTzEHdyIf2TLe/MKVFT9RSwkG1mcZDnOS/IDjhLDXc +yMFPPy3O8iQRetecMJku4GDm7dRfHXoI8id4JStlG/HxjXu8XhcE/Wal9/tn +NmLvp1eSIgbCi1Sev5NGI/6vO2CA2PAJduiGRjyQamnnOocBHo9dTtfubETR +/ObCMcCARTf01acfbcQO5ffq9y0Z0BD3beEeu0bUDnWwkXViQNz+uJM+Lo2Y +W3j3y0NfBnzbfpFV/awRfz37VTgxgfz/Tcr7xYHk+ZZpHU+qGVC/OemlY3Qj +3qzyG5EfZMBC3dN5hamNuOekmfgL5US49/a7gWZ5I9520+qdppMIQzveDz7l +NuLApnVVr8wT4dlBzc5+YSOmPr3wc4ZDIuglnJl/ckIT1jtk3n73JhEmOG59 +WaLShCp3LuqpxCaCxWKVblPNJtSbYyf7oTwR3h7d0lS6uQl3HS4sVBUkQrLK +78vWZk1ouPKF30fFf1B9wtFn3Mkm1PgSfWG+9j+oX+5l+utaEw7ErNkYtP8f +lN5v9be734ThVoqTF9n/g1+n3nuuedOEu0MOcIJ9/oF71htZ2dAmrPbqj9eI +/gd6sRzV5vgmNJvY/zKs+B+0/uecV5TbhD8W7b+i2fMP3Jaem5bNbEJR3VSz +yClJMO6Hf1d+VxOuoPmWBM648Ez9mGbcMy9yerRZErD2ii6LKTajedjjwTWX +k0Dr8uzpGoub0aQ4i/3bOwkuKD7dZaXTjItenc1bH5kEL/V3zQva2YwdvSfj +4/OT4PuA5cO+o83o38EI3dSRBD/WxD/cc7kZN96/5cuQS4YvojNqCfeakRH7 +yltPMxncDa3MVr5qRi0PBY9kk2TYpxKqFBPcjB5dfGcDm2SY7KBnvzW+GXMF +C2+leyVDvOWi86zcZhS+Zdw0DksGs6wj/Z6sZpxaEXszOzsZyrFuJvQ0o3bK +dwcTfjIkq28dEZPh4vNLOo7541PgZZtqbt4MLs6qPepoppECxlOv3A9dysWq +cbMci41TgP1aR+MFcDGz39Zhv3UKHL3lEOtpxsW2wMM3yz1TAP9qrnh0iou6 +CnXXzYNTQOzYYZ93N8j3QXitOj0F1I8N1f96yEWXZWFXLJtTQAunKbP8uGhX +1W/HlEkF1duBGxV/cPGxUeVFK/VU6HgTbGyewsW663ut2QapEDRtgV5IORdP +059U0O2YPl+GT+Y7bbJVs1sqxC++02E3wkWJe7strD+ngvI/iy9NCi2o+nPJ +QX5yKhyL/WF4fmELXvj4zsyGnQruck7FonUt2Lo7cEeHZBp4J6Pxm50t6Jeo +b3BZLQ1ul18P3XK8Be913oIevTTYtT2oT3i1Bd+ydqy1t0qDMSrbl6JHCzZ6 +R2kJXNLAb+fpHU/ft+AxiahFDgFpMKOmf79NRAvKrdyuOshIgxtZI9sPJbdg +m5qDohMzDeKVnDR2l7fgmJLNk8TE0oGdfLl3H78FPx6oHuM6Jx3+Plr44bQY +DzUSPEWSkA6qy+pVXKfy8JWUUZebZTpIBX2+9HURDzu1ZnJlnNLher/d24oN +PFwKQ3Wevulwbq7+62m7eWim1VU6PoGMrzbn/JFTPDwyZiDHqzod6ofFp3y/ +ycPdf+RT5AbTwfoH/8m4xzxU37ch3ls5A65sqmNd+shDbsGNn1N0MkDqU8VY +dgwPnyxPC/Exz4BZzKoxx7N4qHpV/aOiQwbE9XJKmut4o/UnA5gN/Y6OPTwU +BKh4K8dmwIMQ+X4lWT6u9/rp4VueAb+NVm5LVOHjmcOHnecIMuBi4pELV1fw +0XHCtBsBipkQLP/49IptfLzmz7RV086EC+vTVosO83G/4t8zn/dnwk+dsZW5 +dnxUvRR2VN0+E5yn7d4T5sbH/LDvB4J9MqEkLSDg5Vsyfk6iqUZ0JoSbCZMf +hPORk9e4Law4EybEmCd4JvPROFpls2ZPJnR3/nvwvIKPr2+fXhs5JQsspVcu ++9rGx8xFiVorV2aBaXdIYJpkKwZuUFscbZYFiv/KtDuUWrFuk+tc7ctZMObW +6WWq/7Wik2btjFjvLFCae8DtwJZWvDVJW0EnkjwfGQwvD7ZibdWjcQn5WRC6 +1PJI9cVW/PyqTgI6skDz+dWqxXdbMVNXU8SQy4ZSNj/e6XUr7qt07NbTzIbA +uWliVWGtqHc8hZdskg1vjSS/bEpqxcel49kGNtnw40hAeHB5K8J60+p0r2xo +Nw+YOautFfc+elJsHJYN+/Ulm30k2zAnm/4ASylNUXFGGwaJpFNM+NnwtJwf +/OG/NqxR2pSQPz4HTt696qep34a35l+ONtPIgaMzLHtTD5F49qewYuMcuPM2 ++PspW/J96YLP+61zIEX6QOZ4tzb0rxH5lnvmgKblacPYt22Y8VHtpXlwDjD8 +yxbZRLTh7v2Gj6vTc+Babsj5JaltuElwzt2yOQfMmuomt1W14QMPDyemTC7s +5tkrxXa24QaZQHsr9Vy4UWnr+lCmHXdejbdhG+RCclSmySmVdvyXV0B4kAur +HO7fNljZjtkcjmWzWy5MfCE2dZlRO352Fe63/pwLXuefKioebcetQXKm/ORc +iBLT9hhzrR2/71qwzYadCy57ek71PmjHBhcd6JDMg94T6RFc/3bkrDPTvqyW +B1NW/DzLiiHfv3FOs0cvD0oToryqs9tRd5OLur1VHmyWyZlTVd+Ofg/ezBG4 +5MGuSYOzawTtmGbxQ9EhIA/cuP5bL8l04K9fWXKDjDyIWmL645pCB15/zZFx +YubB70yPEkeVjtH+IB+eZuwMv7uoAxdfnzjIkMuH9ep+4LWSPL9cWeAyJx9i +G266v97UgaGai3v0NPNhwgjz7mejDpS8pN0hCfmw/GaRdtTeDkzs3cpPNsmH +JWa7PyYf7UB2wt5mN8t86Pc0Tyq17sDzGSeIfvLhlWr725ZrHXhQ6QpTxikf +xk+XWyzm0oEhIa5ET/lgZh13UfFRB1o5Pyv39M0HG5XOs1qvOtDpzUeir3w4 +ovlz5vaPZP59P/LHJ+TDbH+xu2fCOrDRJ4nILR+ibCsC3H53YOzu4nSvavL+ +voP2gUkdOCDOSTbh5wM+fjvyL7cDg4N6GXKDZD3afhtZFR2kfkgTPRYAs/2E +1gi7A81zpsd6KxfAulhe2ayODjxsqk70WQAznq9etV7UgVkp2pFTdArg9m3d +rQekO/GbliHRawGcvSE3/qp8JwqfHAz2MS+A0rsf3J7O6sT4hrNEvwWQ86Ez +6pt6J/I0bgYoOhSAYbbUm/QVnfjgrCfRcwEYyVYvZ2/sxHc03wogf//VOyOG +nTgTyXDBBVATlesyc28njq0g04stAFs13trVRzvxXFMGwW0BeHzMCDS17sTV +LRVkwAKYv8I65dy1TrzK4rpZNpP3FWa/vevciXNzBlzmCAqg3bVzvu/DTtQN +kyV+KIQ5+uUnYl52Yo7LDIcAxUIonOZyIC+gE7OMFxN/FMIEAW+k6Vsnao9d +d1lNuxCyWpQsxH534vQ4Q+KXQpBvk7FVSupEq2MHrT/vLyTn79jVWrmdqCo6 +Q/xTCMsWLo3cVtGJCt7XrdTtC+HIvXttFuxOFF98n/ipEFK3coSX2sn+/CN2 +9imEs9YmpXeFnVhgGUT8VQhbutD5uVQX/hwk6YguhAM164T+k7vw2XuCl+RC ++KwRr/dNuQvPbyoxDisuhMU1BubRC7tQr57Ij10ILZ0Vm+OXd+EUDyLnnkJg +nbvWx9jQhSzNMcSPRTB16wzHpG1dGFIxRSdyShE43U3JTTLrwstuasSfRaC2 +wKEz0aILV9H9WxGILdFuSDjbhV31ZDi9Ipj+bPDTryvk+RdkemZFcNIic2W4 +UxceNSTLtSoC/kP/Z4GeXTh5+BIZsAi+q9xhvHrRhfHRJB0uRfBF4XSCx4cu +PGVL0utdBJXW+zyvh3TheA0il4AiMFy4c/7J6C781hxBJlgErfo7H5swunDb +VyJnRhFkpu5LW5PVhcxzlD2KoD70dN6s0i68uozYjVkEK3vuBImxulCqu10S +Ooog4UPAjnpeFz6JGyEfst7vWYmJfV3Y7kqGkyuGN9IKGn7i3dhnTKY3pxjU +H3uE2U/oxs8KZLmaxbB4q6bRdsVuHK7YRHhQDP4a0sPK87pRLICkw6QYHulO +zG5e2o3fzpD0WhZDm7v+z0ht8v1lRC42xZAoCv1pr9eNou7bZILFMN5/S472 +zm70jyVy9iqGzCvjxXoPdGO7E7GHbzEM2Uvu+G7VjZwtxG5hxRAYrBF54mI3 +uo0l9k0oBhx/T3Paje7R+lMMu3wnpP1z7UbGUzJcdTHst0y5fsGrG833kunx +iyHf5Luuwutu9FMkyx0kz9ukzY/62I0elWT7xpeA6t/Jc83CulHFl6RDuQQE +Gx6s4f/qxsNHSXo1SkCft/KU679u1JtL5KJTAlIZE8Om5nRjfj2ZnXEJrC9V +nPSprBvHBRI5m5cAW8HMY1l9N7acJPawLgHxO/HKUfxuvLKA2M2hBF7MPJC+ +pr8bv3IoHpSAL2fu42jxHnT9TPGgBJSYsy5qTehBnVMUD0ogAe2/Bk3vQfEF +FA9KYMN6y7uKc3uwjE2Wm14CPqZFQ64aPfgnkGxfeQmkj5Qoclf3YPhJko7m +Eig3Pl1gtLkHI+aT9ApKIFHr3pLPxj34j03kIlMKbpGaaqK9PdgQSOSnWArz +c87+2X60BxVOETmrl4LvXc3ul+d6cNcCYg/tUugqvptZfaUH33OI3QxKYW7i +KV0Vpx4cIKv9vL8UNAxLDhz06MFTdH9dCpOtCyc+ftaDzIVkOPtSyFtoceLv ++x60biLTcysFa6drB7lBPSjxlSzXpxTq7JRbJ0X24FcKp59L4b9hk7maf3rQ +cjHFg1I4uHByr1FKD6q1kPQml4IF1/Ls0bwe7A+h5FIKG7fpONpW9GD5eYoH +pdAHn5c5NPRg1lKKB6XwqOj9nTutPZjbSuwhWQbD4vMu3envwarvFA/KwCBr +lYSDeC8KbCkelIG1ZskK2/G9uHA5xYMyOP+fpOTRab1o3kXxoAwWzbtVaDin +Fx/+pHhQBvdODoktXdyLf65SPCiD273uj8eu7MWm1WT7LpeBYomSY+2GXpzc +T/GgDHZK/kwNM+hF7d8UD8pgnvO+S/a7evEQVT4CysBnu5jjWvNedFpP5BdZ +BsGnfjZ0n+hFXxHFgzI4nGsT+vViL/6Op3hA/u+2onD/9V4soOzGLINXD4cP +DDv3Ygtl344yWMAs3PDhQS+K0/1BOey+G+687kUvTkmkeFAOs669UMvx7cV5 +rhQPysE12mWB+Zde1NxC8aAcPPWvuzMjelGHwimUg9a8awbH4npRn8KzSTlc +M3E8VZHUi4buFA/K4WCGZ8P2nF403kbxoBzKn/kzfpX24vaxRH5O5SAIwcFZ +TPJ9qrx5lcMv+aZXjtxe3PqA4kE5TE+b/qyoqxc3bKd4UA6Ts0x48wd7cdUE +igflEKLy5JOtVB8upIFQDg1/y+J+TupDpccUD8rhQnlOWodiH04wpXhA3vd8 ++vGFc/tQbDLFg3K43xnpvndJH3ZT2ze+ApQ6P6x1XNmHTVQ6lCsg7BnT/u2G +Pqyk0qtRAfqlV3R/bO3DAkouOhVQ++fQ638mfZhOyc+4Ahy3PHPMOtCH8ZSc +zcl4F1V42cf68AdlD+sK+LNW1Jh6rg9DKbs5VMCxIA3b2Mt9+JFarWcFSMd8 +vxvo2DfaH1RA5Jl78z3u9eFzarjgCrD88233Sa8+fERNL7YCJkSqj1/3sg/d +qOWmVwAa9u6S/tCHt+jtq4DLrtPUsr/04U0qHc0VsNTSw+VBRB9eotIrqAB2 +1c4LurF9eJGSi0wlBIhONXQk9uEZSn6KlXAsIb/xdWYfnqTkrF4J8+Y+tl9X +1IeWlD20K6Fxod+zwqo+tKDsZlAJ4bliOifZfXiQ5kEl3FSKsW3jk5jmQSUY +jPmrdam3D/dSw9lXgjHzSDRvqA/3UNNzq4R4YekqC+l+NKWW61MJr/csDU+Z +1I87qe37XAmsliPzFyj2ozGVjuhKeMU4+8JxTj9uo9KbXAlxxaYj6er9qE+X +D/I+dYVTE7X6UZeSH7sSdH+Hpxiu7cdNlJx7KuHr/UVzHTf34wbKHpJVcMvn +1vVAw35cS9ltShXEsULTk3f14yrKvmpVcPZCzNTqg/2j99dV4Lz6/eGWY/2o +RQ2nVwVSGy1828/24zJqemZV0Oc6UMGz60equ7K3qoI9Mpfk627040Jq+y5X +gUpm0pYM536cR6XDpQrMsjrtQjz6cQ6VXu8q6B0neu36tB9nUXIJqAJJz7o/ +u1/343RKfpFV4LT1Q4Wifz9OoeTMqIKTm9d3FX/pRwXKHvlk/jcjpDzD+3Ei +ZTdmFdzsFJ+66lc/ylD27aiCwC//qZT+7cf//eZYDRver5lrm9qPYjQPquHa +6kn1Izn9OEhNb041uFQEz/Us6cd+arma1XDMQ5Y5rqYfu6ntg2qYordMxY3d +j21UOkyqSX8xraKf148tVHotq6G3hDHlRHc/0nKxqYa5EVo5qcJ+bKDk51QN +831OSqlJCLCWkrNXNQzcOxJ/XVaAVZQ9fKvh0x2lruTJAqS6P+Owapjt9jpo +nJIACyn7JlSDjU91heEcAebS/UE1eEewH95ZKMBserhq8CyNiP++TIDp1PT4 +1bBXRvdC6SoBJlHLHayGbj2ft306AvxL86AGTnqGbZPbIsB4mgc1EFLpeUXV +WIAxNA9qIGnNktlLdgvwJ82DGojwfbxt6UEBfqd5UAN2cr/aFx4VYAjNgxoY +8+jT9JmnBRhI86AGrKfsjZe6KMBPNA9qIOhzOpN7RYB+NA9qIEZP/F6qgwD/ +93NjDbxqGfr8zkWA9HDBNdDZf3rZWQ8BvqB5QMZLYYtpPBEgjb/0Ghg0u67K +9hHg/3BK5u8/+9Hz9wK8R/OgBuy/V25Z90mANO4FNWB5K3RbSbAA6fIhUwsn +xnm/OhMhQLocKdbCvYMPV3bECPAazYNaSDz9Vtk2QYC0PbRrYebqv6bsJAFe +pBNcC0+T+vJMMwV4nuZBLagp6L+PzBfgGZoHtZCvGhQlWyZAejj7WnjXPmvG +wRoBWtA8qAVXp68Z7xsEeITmQS3czzFMLeMK8ADNg1oIqh6aJNshQDod0bWk +H077pNUnwJ00D2phvU7QPZNBAdLlo7gWIh68ibSSGMCtNA9qYfPbgCUXxw4g +Xd56aqHt3N/2i5MGkC6XknXwa6Bd7NTUAaTL75Q68DNaY2k2cwDpcq5WBx8O +ecusUR0Yve+tg7+LxYfkFg4g3W7o1YFFuGUYU2MA6fbFrA4a6lzvf10+gHQ7 +ZFUHO/9cfHhGewDp7btcB29158SqbBxAFZoHdZB1+dXkLL0BnEnzoA7YJqXe +toYDOI3mQR3UlVRtGG8ygFNpHtRBksxXeb89A0jLmVEHHuz1kxcdGsBxNA/q +YMWFF2uDLQdQmuZBHfzzi3ow9+QA0uW8ow60b72T9j43MHp/wISnY4y+9dsM +4B1aD0zI005w3Hd1AOnh5ZjQMU1wNeTmANLTUWSCwG/gVZ/TANLTn8MEdmEi +e929AaSXq86EX5G7Dl/1HEB6ezSZcEEnSPT58cCofpggY/cvJff5ANLbD0xw +N/0c2/Z6AG1pPTGBX2FSJuU3gHR6TZiwWg5nT/00gLQc9jPhZHvvkxlfB5Bu +Ly2ZYO/QvWR62MDofS8TbCJ+tcv+GBjlDxNEkpu5PTEDo/pjQlGT57yyPwPI +onnEhJ7DPu8iGAN4lNYjE44cs9rrkjKAtL28mDCxt2OHUeYAHqb1yYSxM3Xd +xuYNIG1fXyYY55kN/S0aGNUrE0qnLoy+UD4wyi8mhLTEfZOvGRjVLxNSd8mz +w1gDWEDzjAnLti0+rNs4gHT7ksyEqhwJheyWgdHzDxPy2b5jTdoHcCetbybI +PxJuSuseQLqdqmbC6ySlaG3BABrRemeC9UOB9YfBAUyl+ceEuw1vjg2LCVGf +1j/JV9agz14pIf6jBcSEJ/pzx3+UFaIunRAWuO6UYTROFI7ykQV/G79HzVMQ +4kbaHyzQn6zE3TddiH9oXrJAIVPPwnmmENfRCWbBwqma8h9nC/EXvWAWuLdV +j/kzTzh63mbB0kM71mYtFCI9nA4LdGRTmgqXCEfrKwtKfz42LfxPOMpXFogO +BttmrBCO1lsWBAumGv5eI8RvNCBZwHxWUO63XoiLaAGy4IN63dzbm4QYRPOX +BdyYjWp79IQ4n/YfWc/m1mpVAyF+pHnMgpkprSaNRkJUpQXNAjF9uPlppxA/ +0AlmweUE1uGDu4U4i/YnCy4sL+kbs084en/Ngo4PM4yDDwpRiTYIC4bGhu/b +ekSIr2l+s+DFBZ8ZFUeFo/5lwc/MbJ+TJ4T4jOY5CyzU9mU2nRaiPG04Fjyz +/++XlbVwlO8sMEk+eKTkohBpueSz4OWE4li4JERafuUsOGXqnxdwVYh0u81k +AeNRgq/ouhDp9ryZBYHJGvN3OgqRtlsHC+T6W6xeOgnRma4HLJCeLzpU5iLE +Yer6YITka/sR2cluwtH6UA/iMeuSN3sIkT6OyNVDQ+jfmnMPhXid5kE9LFvG +2/fwsRD7aB7UA3sdLv3sLUT6eKReD2KF661+vRBiN82DevDstehLfCXESzQP +6sE+cBE3+a0Q2+gJ1kN+7dv1DF/haH2pB+/AqJaf/kLk0Tyoh/jeawMfPgmR +Pj7urweTwtrT94KEozyohx3r21ccDxaO8qAeIpd9sVjzTTjKg3q48026STJc +iCdpHtTD75iJeRmRwlEe1MOBHfHTPKKEeJzmQT1YXVT4s+mXcLRfqYeiGZOx +NVY4Wq/q4fvu6Lk+8UKsphNSDz1TJRpWoRDNaR7Ug/+JPomcRCGW0zyoh5iN +z1wskoV4kOZBPaz5VGLZmCrEMjrB9aD6gvH2TIYQ99M8qAe7yXtWs7KEWEzz +oB6WKHn9tydXiLtpHtRDnOhfT0K+EPNpHtTD4/FGfXOLhLiL5kE9fN42Z+Wd +EiHm0jyoh6HwraElZULcQfOgHl7rx1suqBRiFs2DergmdXenTbUQDWkeNIBP +15vrEbVCTKF50AAD48VreEwh6tEGbgC/3b9vqzYIMYHmQQO4J+EhE44Q19M8 +aIAfxxUvXWv6fx40gOpSTPLhCkf76wbIn/drdzhPiOE0DxogaevIzH+tQtSg +edAAghev5uS2C/ELzYMGsh/OR4s6hahG86ABlv7+XVnQLURfmgcNsOSRrndG +L/EjzYMGsH40825cvxBf0DxogLbfWyICB4Q4geZBA0TJJyh5iIToRvOgAeJe +usefHBKiOM2DBhhr6P9u/YgQHWgeNMCLBeNiZMVF2E2f5xvgpGby+EIJEV6g +edAAN07lvn8+RoRNdEPVAEf8T3SZSIvQiuZBA3z4/ddnzFgR1tENRwNs/l7n +HiUrwsM0D0jskppiOV6ElbThyP4uv2ImOVGER2geNMBh5Cz9OEmE1fR9QANc +XzJ7n85kER6ledAAXZdnZeXKi5BNG7gBsl4zHx+ZIsKzNA8aQPy9tT97qgjb +6AaoAV7dihs5PV2E12keNIDX+vxvDYqi0f6ADcyS0C/mM0T4iOYBG56b7OzI +minC6fT5gQ0BgVHu2rNE+InmARsUylnWvioiXE43nGyoay5+PzRbhP9oHrBh +QpnXrIOqIjSjGzI2vPw4oeXbXDJfmgdscN6+W2pwnghv0A0LG9ILDttsnS/C +ifR9FBvsVi9d4LmAvI++j2CDvf2/xWkLRbieBj4bKl/MvjWiLsJCGoBseP90 +86wVi0l+6IaUDX/PLRp3dIkIxQ1pg8DCTWY8dw0RPqULCPm/xvpTIUtFOJO6 +Tndig8cK5vWMZSJ8Q12/u7Hhjpm+Gvs/ESpkUoZjw9eHp88INUV4jz4AsEGs +1kB/wnIRttINORvuG3FiZ6wQ4W66QWYD5Oqmz1spwm90w0ref+GIrfoqEQ7T +PGDDBrXV4eqrRbidvv9gg2t31n21NWR+NA/YIKpWHZipLRrtD8j+162UnLRW +hGNoHrDhpmhM0CCJtWgesOG21gtW4zoRHqSByoYfTqzo7PVkf+kGmg0zGvnz +vuuI8MkyynBs+H46ZtHDDSL0o35OGmTDVbFNaSc2ivArfZ/GAeufd4e1N5E4 +h+IBBx7fuZ8rAyQfYZSBOdBw0ki7iMQvvChBc+DsiYy1bzeL0PkilWAOzHKU +KTqiS/ywk1owB8S+SUor64lw0zKKBxyY0pdQUExijYkUDzhwb8V04YMtItzW +SvGAA87r+Xqb9EX4MIfiAQekJm3+1kbiwTCKB+T5MPk177eK8PVjynAcCFM8 +zjQwEOExW0qAHMjf+V9oG4n37KJ4wIHbpjdfPt8mwivLKR5wIGqW3sfVhiKM +V6B4wAH7aI/cYhKv6KF4wIF/M3YqXzISYVEJxQMOvDR64jHOWIQff1E84ECv +vun0ABL/736HA8zxXsmrtouQ4UgZhAN7/Qyfp5B4siXFAw7sGnRx3bNDhA82 +UzzgQMWCdc9qSbxcjeIBB3gzbf6d3knyK00ZjgP3q1Sn8EkswaV4wIFvZ3bf +szER4dJsigccsMCRaW0kdg6neEDmV6+Rbm1Kvv+cMjAHzAtK3rJJHG5P8YBD +9DvkdXiXCN3NKR6Q/ZX/FJBHYo9NFA84wLJKLdm8W4S/51E8aITcO2eWhJPY +SZrqOBqh4OgRN2Uzkh8uxYNGcBA6ZLuTeHIWxYNGSDVNGukgcXUoxYNGiDq6 +eo75HqL/hxQPGsF4ScGSfyS+ZU3xoBHcwl/OW7xXhDsMKR40glW7m/QTEqsu +oHjQCA1cv9JuEgvEqAvHRhj3gfXswD4R5ldRPGiE4kkmOnEkDommeNAIW9ex +85T3k/U8pnjQCAdnB+66ReL/nU8bYfJfr4QqEhtupHjQCBeVAqavPyDCJVMo +HpB4We3hVySe3EwBtRGmDOl7dZO4/w/Fg0Y4cr8kxOQg4fljynBkPdlPor6S +OPMYxYNGqM66EiJ+SIS/llM8IM+7uzw6ROIgcYoHjcAX/jaPIPGr/G/EwI1w +YcnMadLmRA9+UUTQjfB46uc/5iR2Pk8Bn8w/9pDJdxLf0KZ40AjJSmtzxA6L +0E6C4kEjlKzYvNaMxLl5RcQgjXBKda3vJxJ3f6wigmmEnUKObB+J2Y4NhAeN +4M0wcjI6QvRqTnVYjfDflRNCXxLPBKpja4T5Ciudukl8bDFVkBrhqu9vWWML +EdrMoHjQBCrTet4HkHibHMWDJph3k6MtJDFnHMWDJriV8ahyjyXJ5wSKB02w +Urrl3ncSO06heNAEeppDa8YdJf5TpXjQBKH6qR2nSfy/80IT2Bls/ZFM4tjt +FA+a4OEqB0e1YyKcYE0VkCaQkDu14y6J5z+mgNoEBSVSC9gklvi9hwzYBCKP +I1IGx4nemqgTXBPcWXSu9SuJZ6pQHWATmEdp1EywIvXo4AWSkCZ4ujSw+BKJ +97y5SibYBKrehUVlJJ7JvEUM3ATj6mMqN50g4y11I4Jugh1zdnODSDzmjhdJ +cBM0GwaMyJ0k8ynzIQtuglrLLyoOJJ6w2o/woAn+O35iC4fEYm5BxCBk/3w8 +IsxOiVDv53cimCZohczAJBLnYwzZwCYIOL5Ide1poueQv4QHTaAt/DgvgsRF +V1KJ4ZogQnb9N40zpF4o5xIBNsH4p63xISSWCyghCWmC7V4Je5edFeFsqRrC +gya4KB5y5SeJnbZRPxA1wSX+jxkbzxHenuURQTfBIZNyg0wSq53pIgluAjX1 +mSJza1I/9anfm5ug0P7Gmnbr/+8PmuHYxm6B+3kRNryhbhyaodjhgd68CyKU +V6AKSDMs0dw0JZHEj89OITwg3zefdP7ERREe8J1BeNAMtweFRrI2IrSNmEMM +1wyO08ZE/CBxccACwoNmsPy82PeorQjvX9IgPGiGed/Oy0+2I7yas5zwoBnS +FmdOSCZxYegaYuBm2DV76xPHS0Sf0zcQHjTDX8/q12sui3D/UV3Cg2aYeOHp +4l4SP3I3oAAIkHJM99cVEU56tJ3woBn2+uxk3roqQl79LsKDZph077vHtmuk +ng7vJzwg61lXFa9kL8KaGgvCg2YIjSq61UHiDpdThAfN4N33Kj33OtmvlouE +B81QOazu//OGCE0UrxMeNINnzl3JDzeJ38e6EB40wzur0K6nDiI0/vuQ8KAZ +FP76XfR0FOHxta8ID5qBV2dx1eOWCJn2nwgPyPvTm6Uf3xZhxs0IwoNmyLGH +BW+dRKik+5fwoBlKecfzvt0Rjd6PNoOu+i6pVGfSj8yqJjwg4y8el8ZxIbxY +zic8aIatnU+mTrhL+stxQ4QHzVBzh9W69p4II75MIh1WM1QUD5tdcCPrkZ1L +DNcMOh1NW4Lcyf5priIFqZmc794zGu+LcMZMQ8IDLixxUMlY5inCsRlHCA+4 +ENN8zsLxAan3Gy4TA3Phq4rr7byHIpx31YPwgAvDSqcXL/Ei67f7QHjAhd+V +044/fCzCUq1fhAdcKLXynt/9hKwnOo/wgAuHIsuvHPcW4dtjjYQHXPgzofy/ +8mdkvs8EhAdcsP/juPrQC/L+HdLfi4258DAh6T7bR4RfHsktjTbjQr9CxAKH +VyL02juVdGxcSPizWW7mGxHGfZpKOkAu1P66pp/8lvjBYTLpKLlwQMY05cZ7 +wssymfnal7mwOCTbW9tPhKx4IeEBF/b5twWL+Ytw4WIu4QEXKrlRE4sDRPhj +VhHhARfi3OckRH4i/eGr34QHXOi0/+/3m88ifE/3B1xwjmMNP/wiQtE8e8ID +LlzYvc7bI5j0XytNCA+4EK6z2vZJKNF71lzCAy5sv1ny2j+M1OOWjqfKsVzQ +HTdzUnw4qf/efyYNMrjwtE0ijxVJ9PvX5VF1OhfWLXxaJR9F+v0rW8Yl5HNh +Q2Tiyh0xIlwdIebhW86Fl09elT39LcLkK7FSTkwyfqJ8Wl0cqQd/L961bCbr +N9CSWJcgwpinKuLQwYW/s7s93iPRW0u60xwBF+4Ymx8e90+EmGk7ODLChVcZ +p266JotQ6vpcB6ZMC4SYrDWTSRPhhpWt/Qy5Fjj4qGfvuwxyHhkpvBag2AL+ +rm9dNmUTf1cVdrvMaYG7y5eUd+SS/KbxL1mpt4DYm08HfxSI8EOSaoeeZgso +xUpL3i0m/smzsVHTboEM7z1lVmVkf3mlfElogelqD0p2V4rwlOKh82yDFhi6 +EDJkWkPOB3t6uckmLeBsG2VqwST9tl/o2c/7W+Dtkq9ZNxvIfgodm9wsW2CX +n9ulz42i0fsDMr/MHbpMrghl6q3JCaQFHoUPrV/SSvJ30ZMUkBZQ2Pna8m4H +4b3svwYZpxZY/mnWN143yV/U1BPNbi3Aj3ygdqKf8MXOpT7dqwV0b9Ync4WE +TzpjrYJ9WkBrQO3pnWERpkwPZnn6tkDcclO3+RKDOEHi5HHrzy1QM+9kYLnU +IBoOrWUZh7WAb7ZV6zvZQXQYu+i4RnQL9P23/ZjNxEF8q7acNT6hBbhGKkOm +8oMYYbL3OD+5BW6oVCRtnjaIcZ7erOxssp5gp6jNMwZRr+LJ8bDiFoj0mCi7 +R2UQc3X7mF7VZLy9biKHuYN4JCn5qA27BS5Manz4e8EgdluIakz4LTArWjNu +/JJB9JZ/e1izpwVGDK3cr/43iCtq/cvlBltgWubtjq4Vg1ieJLevQ5IHR9e6 +Cty1B/Hev8b8/PE8YD639dPaMIjalQt2RE7hwYvqrfXtmwexdVxOqrcyD24p +SCUnbx3Er3urN19W48Gb1WFbwo0H8eKvPXFmGjzgb910PNx0cLQ/4MGlLb9n +pewdRPF0h9ApOjxY+p+yfcehQSy5tkStR48HKtJnLi4/OojfNui9LTbmweas +dxIeJwfxwax/k6PNePD6duzqnnODeH5aiLuPOQ/mqzCk7W0HcY+6UHTNigec +4PBrE6+R/TL7Ybffmgc1ah6ucQ7k/S8L2Wsu82DMQ6Nlt50HcWm3+UFFBx6c +rOu+ts99EJed257V78IDger9I1seDaKW4NPGck8eJJpKsgyeDeJa/5Phv715 +EH/+rOSx14NocNxL9c0bHrRdjUl67DeIOVXzn98M4MFNP7kV5YHk/RHLZc2D +efBI+aWlbugg+tX+dF0fyYPZfCOjzMhBbDkdOjIzlgerJmt0Xf49iPOMlJxF +DB7k3V93SAcHUd9NKFmdzoNWs2tOaqmDaKZs9jA+nwcPL9Ue18gZxJ3j50z3 +LedBeMNVyT3Fg7h83/HA20we7A9ee+Jt1SBKDiitsWzmgdO/xS7iDYPI6Nua +tamDR+q7oYVHC9k/k+YTcwQ8ONL+vP+/rsHR/oAPkyUn7uodGMQ7470+MGX4 +sNX65+kq8SFss3uilyjHB7EF93VYskOoryXDDVDkw4aVHrnSCkP4wKjnmesc +Pgy+iJmzY+YQxsfv33xCnQ+6xgqakfOGsNTzv84tmnyQ3vNucLXGENZGOH6e +r82HXeG7PSpXDmHh8k0WUsCH2UdXF/ptGMLICfZKjQZ8uGBlUOm6dQiddNXK +Uk34oBd7z9/dZAhX5W9982U/H16e6JgfcmAIy37XWHpY8sHuuOeZ1mNDeFrU +on7uNB9yf5ie3WU9hIH5fs1GNnzIszn1oPzKEO6/tMRniT0fXnzjaz28Tcav +8Vo23okPqhc4h8/eH8Lp0zIieW58sA0zHW/nPYTzlarnZnvx4Z6dBnx8R8Zr +TL39zYcPR6Jv9A9/HsLXzp4pj3z5MOCovco9YgjFG9UGLnzmg2XymV7tP0NY +Of2l0s4wPrg+ltWZmjpEzitMtWXRfLhYOUtKuWAIeZXiyhMTyPq/BuzZUU3e +ZyMa4ieT9fW/Wvi1aWj0/oAP+ekjt//rHsLWvmv3vxXzoUC54lDd8BA68vuW +Parmw7MOtbi4ccPoFGbKOM/mw8xtTD/G9GHsX+e8aTufD2fmTBrbOW8Y2d4e +X5f08MHxZljvds1h3BJ9dlh2kORj398zBTrDODVQdTNXshV4PzZbuhgO4xHL +iIvp41thx7NVFYf3DeN0tuL9L1Na4XL3m/JjVsOot/rAI3flVjhcanfkqS0Z +f7fN7VNqrSCrE3uy5Rb1fgtzfY1WcJh7pdPmwTA6t6qpqa1shShPP4nZr4fx +8vUXsyR0WqFHt7tDLmgYGfXOD1l6rXBTafE0i6hhtNPk2iYat4LJxM22UknD +eMsiJyPArBXOqK4dGVs4jNwLy964mrdC9m75lDOsYfxpIVt7wqoVbgRkMeZ2 +DmO15vHXW61bwVbuTNca8RE807AqXf1yK/x413Doi/wI7rhx7+I4h1bYYKDb +f3neCD5tM/VodWmFCXLOmW9WjuBqg1dKBZ6tsLjvQ5Hy1hFcd8d8drR3KzwR ++SsM7B8Z/X2hFWDO3fvLz43gEZ+9D5wCWmH9cYMVKY4j6HD5YceJ4FZwTGxR +iHo8gn1am7KNIltBcrPd4uGAESzKv6CiFdsKldWl1z5Fj+AkM0X29MRW6H81 +W/ApYwSDojaqDqe3guWlbREjNSMYIKgr4OS3gvy53X4xXSPYqzIsyClvhbsw ++zhbUowRMv+1TwyzFT4fGjPp3SQxBk74/uVDcyvwJar23ZkhxlhRCpqeHa2w +T+fjWu/5YgwJl51LrwhagS1hHpOvSf4/sczPQqwNXh+SyNuoI8bYKIa9BmPb +YFfdBZdkAzHG+7qmD8smt0HzyvPZu8zEGCahu33lldrA8sBQeL2FGGPPicHW +rjltEG2kttThnBgjXKbZu0C9DVrH1WxWvCbGOPZ6qmeYZhtIvVvSFussxrCa +5lrkrt0GgwPjV1k9EmPEO2ldsoA2KFN3UZj8WoxxtniO1fJtbeA9/4Fn0icx +hvX0XUESpm2g0bHwza1wMUaCfuLGgv1t8OnBAV2dP+T7R68s8rVsg+FuZdeR +VDHG//qDNli79OrhjEIxRtyht/1Lbdpg78pjOa9ryXzWyVV3XGsDU1lm2cUW +McZhqZQpP26T8b93Oxj2iTFCE/742bm1QePcdzGLJMQZJlbdt5Z6tYHrydIH +kyaJMwy6z3/nvGiDkWuf+wdmiDNe2i1Y+f59G1jsHzvUskCcsapyzvhdgWQ/ +pUbespaLM5ZoHV4j/q0NYu56FtRsFGdcu1wWFf6T7Ff+F/86I3GGQsAL98N/ +2uAZ/9DYpn3ijDHxz0LHJJH5lX0Y23NcnGGcVKAWmtkGbU9vBkjbiDPkH2rJ +HyxsgzWyqwLHOYozbjd5+UytJPutOaue5ynOeFLOjWCy2kBOasXhkLfiDENL +/RPx3Db47HFNziBMnBFyw/fbl842CI1rHP6bKM6IUu999HGgDWa/c1s8rVyc +YXV++5gw8XYYWWz2xLBDnPF7i79Cmmw77DqzQ+vQOAlGTET3rw75dpi65+qE +bQslGEd+bO1ZPLMdDFsz1BT0JRhfDF+mXZ7XDvWrd9rHnZBgvLvCWZ61pB16 +lg5LbnaTYPyvP2gHu8Lq7I9fJRjX79/JCtFphxMLufn1ORKMo3aZwuX67ZC0 +SG2yWK8Eo6N1SmL6jnZ4UfHggVBFkqEudmS27b52yFururnQUJIx5stHhQWW +7XDDoEHr/jVJhkd9k2/L6XZ4KlF8ZEagJCP6hwYDbdtB9WJXkkexJMNd0eZm +4I12kHPfdLpEegxDXD4847VLO9za+XvLyPoxjHkf2iLeP2iHQ0lHj0hfGsNo +S1yqGfG8HYKaVkW0fB3DsLh5Tr/ofTscjtOGb/VjGJdTAjukgtrBSees7PbZ +UowE9aQBhfB2aFF9vv/7ISlGxtzgBSm/2uGuqptNwjMpxouf+6/OYrSD5vpN +u29kSDHm1WRxlNLJfGz+DtcOSTHs/MY6xOW1g0K81PVOTWnGnf4Jy8XL2mHF +/Klx4UelGabN5eNaa9rBMYibNsNLmlFnd0HGid0OtXru/pq/pRla3mkLo1ra +wXaAu6WTKc3QN2o5+6SjHRZkTv1hKSPDmP6mOEeurx26o6R51zVkGCHO7vtW +i9qhIxbbNuyUYfyvP+iAyRWQEHZBhvF/o0woog== "]]}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxFzVFIU1EYB/Bzt6I2kGYRaS5xCypf6g6hXoz/ZbEXF1hKESLjktlDZI4y -R1k0KrDQllEU+VYQzOghVxoScQ8pK7WG2hLLOabNdrecG9bShlSyc6I/fA+H -8/9+n+loY1W9lhBSujLCymjI/yxY4hGfx0w77+eCQNjv7Tn8792FHU/Oje1v -NtGyXJ4hbKtJyi0l/L8PUoPXVblQTJlG8TTb2LU7ZeT9frRvvee4ntlMj+fi -x4UmqWBWV8j3B2FQtkUadm6i79/lAvVS7Obnuo3cG0GBc5paH2/g/VEc2dtn -O03Wc/8DQsl8e7DewPeDUB1Xqid8efzeOEq2r7PV9ui5N4Glh0WrOkbWcO8T -1uY5isu0q7k3CXlXv+unXcO9EGinutRa/UdhXhiyU/Sf35NVmBeBLBsONFkz -CutHQPdNlbedSSvMnwYxtXqb78T4/gzcb38s3i6cUti9LyDzp+62WN9wLwqi -dF81Zp6DeVFIbRUvD138CObNwh2dFI3tM2DeV8jC6MAJTQLMi0F0nDwbuJEG -81QQi2V8OfadeyrEeKlhSL/IvTjomN4dSP3iXgId9oPDjzzL3PsGuUpXqQ39 -5t4cvAMvKnTHiMS8OUhFHl/vFkFiXhJibyJfviZIzJuHs7bbXHNZkJiXgmgO -lr9+RSTmpZF2DWVvPcjiLxmtLlQ= - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiQIALB3xO+rz9u3/WTDCwd3Bf9EJ/GeMBCH+l -vUfJ5iOVZxkPGIPBZvuObJWJ9XNh8jvtFWxOBZ2JZDwAMe2A/Q7Tgy8SJWHq -D9t/WPda6PxThgNpYHDMvuFV84HyQwxQ/SftZ2y3Lipaz3Dg7BkwsN8xe7aG -6GoGqHkX7C1U7ZYf3wRTf9Feg82yp/UwA9T8y/Y/TkfEGt2C6b9iz/Dw6e3z -n2H2XbPfkFx3Yz4vzH037DMSX6y4rwZz/017hTNX1LotYO69bV/gyn3gnSsj -1Lw79h03drtI+jBCzbtnX8F+2EnRC2beA/sJjgemTbeDqX9gz/FiirGgHsz8 -h/Yf4meUOQnB9D+yX+Dy/YTuO5j7H9u/4M+w7z8E8+8T+w+9IXwFE2D+eWIf -cdrFITYc5v+n9jNeFyjEyMH898zeIGqJb9LB//sh5j23X3CCS9bR5/9+iHkv -7D8sOh6qdfvffoh5L+wX+D4NfVv2DxrfL+0Dsmx6RdT/7YeY98r+gUNCQ8XX -v1DzXtsztLhU3nn/F2reG3uFNScmyKrAzHtjf+DgvRVWq2DmvbVf0BmXFbHi -P9S8d/YV8xJ2V2yE+fe9PceU+59e2zBB/fvBfoGz6cRXSWwHAFMoMrQ= - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiQIATh/9+v54td2DWTDCwX1DHWsW2HcZfac9j -dKF4aqbsAWMw2GxfoXKSR+u6NFR+p/2bHVO0ufWkDkBMO2Cfczo1u75BAqr+ -sP2Bv/rfnK+LHUgDg2P2M3g/Fq8xE4XqP2kv47mab/cC4QNnz4CBvYRRTIiu -mBDUvAv2FvKVqYLTBaDqL9oXZPc9Nnfjg5p/2b5ircr7zcXcUP1X7Dlyjq6c -upUDat81e4fk9cLfudig5t2w3xH0WO99ETPUvJv2Bg63V558wwA177Z9g54J -y6P3f/ZDzLtjnzBvc8Ib9R/7Iebdsw8wmuov3/h5P8S8B/YMHS+DU7+9hap/ -YN+waNWtIJ2n+yHmP7RnWNPK7+t5E6r/kT3D/VfCDU0H90Pse2zPYMVXu/Td -HnuIeU/sHVY9V5Racc0eYt4T+wfvCrza9j2yh5j31J7BY8mBgzde2kPMe2Zv -IFDm0OX3wR5i3nP7hui9Lw2bPkPNe2E/wfrkmUdN36DmvbD/kC286JfXT6h5 -L+0FdLQ4nS7/hpr3yv7DzXMTvYX+Qc17bX+B9Y9+3u//UPPe2DtcdXZr2Mfg -ADHvjf0MfVHtJjtGB4h5b+0lxEPjuDIZHSDmvbNfsGxx+GYJRgeIee/tHS5V -sQi9h5n3wZ7hcXTZsbrv9gAXRipD - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiQAI2dxwXb9++f9ZMMLBfoO/mGlf1GMpfae+w -4dXqx/Oe7zcGg832Das7ms/ffgmV32mvoKvs5NH0ej/EsAP2DNHRWtc43kLV -H7Zf0BR7Inb+u/1pYHDMfkOJZ8Bi7Q9Q/SftFfY1TW+T/Lj/7BkwsC/Y+sL3 -rNgnqHkX7C/4vr0tLP8Zqv6ivUOB9GJz3S9Q8y/bO6TFvf1l/RWq/4p9wdOr -rKlu36D2XbP/UHyk6af7d6h5N+wLRN4FXrP5ATXvpv2GuYlchxV/Qs27bR/w -/+MHky8/oebdsb9gtliFc9MvqHn37AOO+NneifoNNe+BfYFQ3gfvt7+h6h/Y -M0TWya7I/AM1/6G9wGu3KRMu/IHqf2RvUNd+xkT5L9S+x/YFp6y6ApL/Qs17 -Ym/QcMRLe/JfqHlP7ANajGVnb/0LNe+pfUAKWzv3ub9Q857ZC3z6v6HzAcy8 -5/YP5GpP3vgIM++F/YWn6ySnsP+Dmgfkiz27k67xD2reS/sGS3m+/Jh/UPNe -2St0mvGcW/sPat5rewGriWrbNP9DzXtjL9DXLKX76D/UvDf2OxpKVbZVMByA -mPfW/saL3e/aHRgPQMx7Z9/wK8rTMI/pAMS89/YM6ff4cyJYDkDM+2B/43/V -75UenAcAqJJDhQ== - "]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], - GeometricTransformationBox[ - InsetBox[ - BoxData[ - FormBox[ - StyleBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}], - GraphicsBoxOptions -> {DefaultBaseStyle -> Directive[ - PointSize[0.009166666666666668], - RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]]}, StripOnInput -> False], - TraditionalForm]], {0., 0.}, Automatic, - Scaled[9.75]], CompressedData[" -1:eJxTTMoPSmVmYGDQBGJGIGZiQIAGzhRh4YWH7WfNBAP7A55vct8tu74fwl9p -/2BF3LnPBg/2G4PBZvuG9sKCxUsfQeV32i+w+H9apenJfohpB+wZ/iU/WW3z -DKr+sH3DfrX0Rywv9qeBwTF7hw9iKuxvXkL1n7R/8Ph7dfWX1/vPngED+wcS -x8XFJd9BzbtgP+Gk7/pmjQ9Q9RftL4SV1P/3+Ag1/7I9g5b5470Zn6D6r9gH -zOU5fqjpM9S+a/YCWZd4+yZ9gZp3wz6geX2D5ZSvUPNu2m9Ib1HpaPkGNe+2 -fYPpnOhXCd+h5t2xn7DhSXe92g+oeffsLygs28J5/QfUvAf2E1g813zP+wlV -/8D+wpO5HH7vf0LNf2j/Yb6k18qIX1D9j+w36C6PNVvzC2rfY/sLStsD17/+ -BTXvif2Dq6uXR0n+hpr3xH7BfWNmPovfUPOe2j/g7j1i4v0bat4ze4F9vXtv -h/2GmvfcvsDNddOR+N9Q817YJ9h+/tGWDTPvhb2DegDrsQaYeS/tG3Y9/Ne9 -HGbeK/sFp3wcH7yEmffavsB5h8zRkD9Q897YCzDzBnz9+Qdq3hv7Cyf+1+p9 -/gs17629g3xzu2Hmf6h57+wtdEqiT15iOAAx7719waU7ZxatYDoAMe+DvcBN -+71rc9gPAACP0kyM - "]]}}, {{ + AbsoluteThickness[1.6], + Thickness[0.01]]}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ + AbsoluteThickness[1.6], + Thickness[ + 0.01]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}}, {{ Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}, { + AbsoluteThickness[1.6], + Thickness[0.01]]}, { Directive[ PointSize[0.009166666666666668], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ + AbsoluteThickness[1.6], + Thickness[ + 0.01]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}}}, {{}, {}}}, { DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {False, False}, @@ -367624,9 +370124,8 @@ PmbQeTci0z7Ed/OatlK7+zXH9pdHmP/9HM7///v+HzuKo1w= Identity[ Part[#, 1]], Identity[ - Part[#, 2]]}& )}}, - PlotRange -> {{0, 1.}, {-9.27870848509426, 2.191589488959629}}, - PlotRangeClipping -> True, PlotRangePadding -> {{ + Part[#, 2]]}& )}}, PlotRange -> {All, All}, PlotRangeClipping -> + True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], @@ -368236,8 +370735,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -368245,35 +370745,11 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}, {DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -368282,8 +370758,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -368291,52 +370768,11 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #2}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -368345,8 +370781,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -368354,42 +370791,11 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}, {DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #3}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -368398,8 +370804,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -368407,44 +370814,11 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #4}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -368453,8 +370827,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], { - LineBox[{{0, 9.75}, {20, 9.75}}]}}, { + AbsoluteThickness[1.6], + Thickness[0.18]], { + LineBox[{{0, 10}, {20, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -368462,52 +370837,11 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= GrayLevel[0]]], PointSize[0.5], RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]], { - InsetBox[ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}, { - DefaultBaseStyle -> {"Graphics", { - AbsolutePointSize[6]}, - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.528488, 0.470624, 0.701351], - AbsoluteThickness[1.6]]}}], - NCache[ - Scaled[{ - Rational[1, 2], - Rational[1, 2]}], - Scaled[{0.5, 0.5}]], Automatic, - Scaled[1]]}}}, AspectRatio -> Full, - ImageSize -> {20, 9.75}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + Thickness[0.18]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.09205128205128206] -> - Baseline)], #5}}, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, @@ -368578,8 +370912,8 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= Automatic, Method -> "Preemptive"], RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -368627,8 +370961,8 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= Automatic, Method -> "Preemptive"], RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -368676,8 +371010,8 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= Automatic, Method -> "Preemptive"], RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -368726,8 +371060,8 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= Automatic, Method -> "Preemptive"], RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], @@ -368776,112 +371110,24 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= Automatic, Method -> "Preemptive"], RGBColor[0.528488, 0.470624, 0.701351], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], - "}"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Thickness", "[", "0.01`", "]"}]}], "]"}]}], "}"}], + ",", RowBox[{"{", RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - DiskBox[{0, 0}, - Offset[{3, 3}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - CircleBox[{0, 0}, - Offset[{3, 3}]]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}]}, { - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, 4}], - Offset[{(-2) 3^Rational[1, 2], -2}], - Offset[{2 3^Rational[1, 2], -2}], - Offset[{0, 4}]}], - Line[{ - Offset[{0, 4}], - Offset[{-3.4641016151377544`, -2}], - Offset[{3.4641016151377544`, -2}], - Offset[{0, 4}]}]], CurveClosed -> True]}], ",", "9.75`"}], - "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{0, 3.75}], - Offset[{3.75, 0}], - Offset[{0, -3.75}], - Offset[{-3.75, 0}], - Offset[{0, 3.75}]}]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}, - AbsoluteThickness[1.5], - Dashing[{}], - LineBox[{ - Offset[{-2.75, -2.75}], - Offset[{2.75, -2.75}], - Offset[{2.75, 2.75}], - Offset[{-2.75, 2.75}], - Offset[{-2.75, -2.75}]}]}], ",", "9.75`"}], "}"}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", - RowBox[{ - GraphicsBox[{{ - GrayLevel[1], - PolygonBox[ - NCache[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}]}, { - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}]}]]}, - AbsoluteThickness[1.5], - Dashing[{}], - JoinedCurveBox[ - NCache[ - Line[{ - Offset[{0, -4}], - Offset[{(-2) 3^Rational[1, 2], 2}], - Offset[{2 3^Rational[1, 2], 2}], - Offset[{0, -4}]}], - Line[{ - Offset[{0, -4}], - Offset[{-3.4641016151377544`, 2}], - Offset[{3.4641016151377544`, 2}], - Offset[{0, -4}]}]], CurveClosed -> True]}], ",", - "9.75`"}], "}"}]}], "}"}]}], ",", + RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", RowBox[{"Joined", "\[Rule]", RowBox[{"{", @@ -368914,9 +371160,10 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= 3.795228698556491*^9, 3.795228829933517*^9, {3.7952328614346867`*^9, 3.7952328691117477`*^9}, {3.79525637996977*^9, 3.7952565021604767`*^9}, 3.795256708483235*^9, 3.7952600260945587`*^9, 3.795260578404459*^9, { - 3.795260637324193*^9, 3.795260648171019*^9}, 3.795260701739809*^9}, + 3.795260637324193*^9, 3.795260648171019*^9}, 3.795260701739809*^9, { + 3.795320421346336*^9, 3.795320464054949*^9}}, CellLabel-> - "Out[1190]=",ExpressionUUID->"1800a7ca-a7ba-4ad4-9250-89f0e06d5f1b"] + "Out[198]=",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] }, Open ]], Cell[CellGroupData[{ @@ -368951,7 +371198,10 @@ Cell[BoxData[{ "\[IndentingNewLine]", "}"}], ",", RowBox[{"{", RowBox[{"w", ",", "0", ",", "1"}], "}"}], ",", "\[IndentingNewLine]", - RowBox[{"PlotStyle", "\[Rule]", "Red"}], ",", + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"Thickness", "[", "0.01", "]"}], ",", "Red"}], "}"}]}], ",", RowBox[{"PlotTheme", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"BaseStyle", "\[Rule]", "16"}], ",", "\[IndentingNewLine]", @@ -368975,15 +371225,14 @@ Cell[BoxData[{ "]"}], ";"}]}], "Input", CellChangeTimes->{{3.795271185567038*^9, 3.7952711857395077`*^9}, { 3.795271221072744*^9, 3.79527136918993*^9}, {3.795271403221795*^9, - 3.795271409324882*^9}}, + 3.795271409324882*^9}, {3.795320473116149*^9, 3.795320494687904*^9}}, CellLabel-> - "In[1200]:=",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], + "In[202]:=",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], Cell[BoxData[ GraphicsBox[{{{}, {}, TagBox[ - {RGBColor[1, 0, 0], AbsoluteThickness[1.6], Opacity[1.], - LineBox[CompressedData[" + {RGBColor[1, 0, 0], Thickness[0.01], Opacity[1.], LineBox[CompressedData[" 1:eJwd2Hk8VVsfBnBCJUWmRJMyNFGSW7eSp2hSFEWiDE2mZJ4qhUII1SXJUIpy CylRKUWFSoYMGc85ezuGZB92A7kyvcv71/58z+ectfZeZ631e9ZeeMRt7/FJ QkJCM4WFhCauO4931xR/M9fL/Sf+z/g4C1EDJXdKUQd30v8yeTvGYvWthOQn @@ -369074,7 +371323,7 @@ WMRr/nXZlPzOX3xRYe5vFh78ZLOFLIuw9t0fJv/HYomRC1Xcz2L1ZIdJOX9Y iArXp18ZZDGgqKwlMsKCzt/gbEc+v5bzxdFilEWhc9pKLXLtuO2alTnG4voC iYGJ9xzH39f8/33H/wARqcpD "]]}, - Annotation[#, "Charting`Private`Tag$44521#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$10117#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{False, False}, AxesLabel->{None, None}, @@ -369320,9 +371569,10 @@ PmbQeTci0z7Ed/OatlK7+zXH9pdHmP/9HM7///v+HzuKo1w= Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.795271186187059*^9, 3.79527122750694*^9, 3.795271258408072*^9, { - 3.795271313958558*^9, 3.7952713706693087`*^9}, 3.795271410179556*^9}, + 3.795271313958558*^9, 3.7952713706693087`*^9}, 3.795271410179556*^9, { + 3.7953204865681677`*^9, 3.795320495074655*^9}}, CellLabel-> - "Out[1200]=",ExpressionUUID->"ba728254-68b9-4aa7-97ba-0338f6ad9ecb"] + "Out[202]=",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] }, Open ]], Cell[BoxData[ @@ -376921,432 +379171,431 @@ Cell[CellGroupData[{ Cell[413067, 8956, 184, 3, 72, "Title",ExpressionUUID->"17a23e7a-f1a2-46ea-aa7f-7bc099f9933e"], Cell[CellGroupData[{ Cell[413276, 8963, 158, 3, 67, "Section",ExpressionUUID->"ee199b1d-a6a4-4eb3-9e41-ea5673045d1a"], -Cell[413437, 8968, 1466, 46, 56, "Input",ExpressionUUID->"7095246d-1bb6-4365-aab0-c9dbac90ab2b"], -Cell[414906, 9016, 197, 3, 35, "Text",ExpressionUUID->"d408aeeb-1654-4525-903e-88994da645ee"], -Cell[415106, 9021, 3240, 96, 213, "Input",ExpressionUUID->"f51f78c8-fe8e-48f3-a562-1209bfc50f71", +Cell[413437, 8968, 197, 3, 35, "Text",ExpressionUUID->"d408aeeb-1654-4525-903e-88994da645ee"], +Cell[413637, 8973, 3240, 96, 213, "Input",ExpressionUUID->"f51f78c8-fe8e-48f3-a562-1209bfc50f71", InitializationCell->True], -Cell[418349, 9119, 2221, 60, 131, "Input",ExpressionUUID->"dd062623-5a91-460e-945c-d5f15e24abfb", +Cell[416880, 9071, 2221, 60, 131, "Input",ExpressionUUID->"dd062623-5a91-460e-945c-d5f15e24abfb", InitializationCell->True], -Cell[420573, 9181, 198, 3, 35, "Text",ExpressionUUID->"683219a6-4bcc-4fb8-93b5-7c590bc511b5"], -Cell[420774, 9186, 5783, 167, 405, "Input",ExpressionUUID->"c5e15fc2-7ce6-4ed3-bc7f-bcdc9085134d", +Cell[419104, 9133, 198, 3, 35, "Text",ExpressionUUID->"683219a6-4bcc-4fb8-93b5-7c590bc511b5"], +Cell[419305, 9138, 5783, 167, 405, "Input",ExpressionUUID->"c5e15fc2-7ce6-4ed3-bc7f-bcdc9085134d", InitializationCell->True], -Cell[426560, 9355, 3684, 108, 207, "Input",ExpressionUUID->"8db93606-ec73-4fe8-9228-51f79c4ef957", +Cell[425091, 9307, 3684, 108, 207, "Input",ExpressionUUID->"8db93606-ec73-4fe8-9228-51f79c4ef957", InitializationCell->True], -Cell[430247, 9465, 2221, 60, 131, "Input",ExpressionUUID->"3c5be8aa-305f-4c0e-a51a-4bc92cdcf171", +Cell[428778, 9417, 2221, 60, 131, "Input",ExpressionUUID->"3c5be8aa-305f-4c0e-a51a-4bc92cdcf171", InitializationCell->True], -Cell[432471, 9527, 256, 4, 35, "Text",ExpressionUUID->"264d5181-32f7-492d-a01f-33c1ad90708e"], -Cell[432730, 9533, 1844, 48, 131, "Input",ExpressionUUID->"f6517707-c164-4ea9-b57c-8d4d27eafad3", +Cell[431002, 9479, 256, 4, 35, "Text",ExpressionUUID->"264d5181-32f7-492d-a01f-33c1ad90708e"], +Cell[431261, 9485, 1844, 48, 131, "Input",ExpressionUUID->"f6517707-c164-4ea9-b57c-8d4d27eafad3", InitializationCell->True], -Cell[434577, 9583, 1774, 49, 131, "Input",ExpressionUUID->"33dfcd59-33cc-4f88-bc22-62c17b91dbeb", +Cell[433108, 9535, 1774, 49, 131, "Input",ExpressionUUID->"33dfcd59-33cc-4f88-bc22-62c17b91dbeb", InitializationCell->True], -Cell[436354, 9634, 1758, 44, 152, "Input",ExpressionUUID->"9663902a-8667-481b-b613-f1c2b56b8e76", +Cell[434885, 9586, 1758, 44, 152, "Input",ExpressionUUID->"9663902a-8667-481b-b613-f1c2b56b8e76", InitializationCell->True], Cell[CellGroupData[{ -Cell[438137, 9682, 1934, 64, 52, "Input",ExpressionUUID->"9c77e315-84f3-4bb8-b779-5d21ee96f65c"], -Cell[440074, 9748, 304, 5, 34, "Output",ExpressionUUID->"7775f4e6-2ee1-497c-a9f8-3118f95930d2"] +Cell[436668, 9634, 1934, 64, 52, "Input",ExpressionUUID->"9c77e315-84f3-4bb8-b779-5d21ee96f65c"], +Cell[438605, 9700, 304, 5, 34, "Output",ExpressionUUID->"7775f4e6-2ee1-497c-a9f8-3118f95930d2"] }, Open ]], Cell[CellGroupData[{ -Cell[440415, 9758, 2570, 84, 54, "Input",ExpressionUUID->"5723b756-79d9-4c12-ac51-e690c38ba91f"], -Cell[442988, 9844, 228, 4, 34, "Output",ExpressionUUID->"765ed458-56ac-4e75-a8ca-0144cacbffa3"] -}, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[443265, 9854, 253, 4, 67, "Section",ExpressionUUID->"4d1b8cb8-9fb8-4b2a-afd6-5af66132ddc3"], -Cell[CellGroupData[{ -Cell[443543, 9862, 230, 5, 54, "Subsection",ExpressionUUID->"d24bb10a-a08d-4cb4-adc6-90eacbbb945e", - InitializationCell->True], -Cell[443776, 9869, 7603, 179, 528, "Input",ExpressionUUID->"a8bb5ed2-fac9-4aa5-a25c-81e18795f4fd", - InitializationCell->True], -Cell[451382, 10050, 2716, 69, 218, "Input",ExpressionUUID->"a2ccdecb-28b2-4c3c-84ab-5afe89d58a90", - InitializationCell->True] -}, Closed]], -Cell[CellGroupData[{ -Cell[454135, 10124, 274, 5, 38, "Subsection",ExpressionUUID->"ca17dcd4-e326-4661-a50d-7b0ce07059ce", - InitializationCell->True], -Cell[454412, 10131, 6488, 176, 377, "Input",ExpressionUUID->"92967e1f-6355-4b81-ac65-f6c0f4ff666f", - InitializationCell->True], -Cell[460903, 10309, 27387, 666, 1518, "Input",ExpressionUUID->"9abb7cac-1b8f-4b43-a136-4cd9bce3cc62", - InitializationCell->True], -Cell[488293, 10977, 4332, 106, 262, "Input",ExpressionUUID->"2dce9a5b-3b5d-4949-b107-05aa1822d60f", - InitializationCell->True] -}, Closed]], -Cell[CellGroupData[{ -Cell[492662, 11088, 206, 4, 38, "Subsection",ExpressionUUID->"232b8dc1-eaeb-49ed-b40b-dc263e25682e"], -Cell[492871, 11094, 18081, 406, 1014, "Input",ExpressionUUID->"410c3fa2-cb14-4cc4-9b04-ad072825be35", - InitializationCell->True], -Cell[510955, 11502, 3474, 86, 325, "Input",ExpressionUUID->"1d5e885a-baac-43eb-9625-c1fa09ad5f06", - InitializationCell->True], -Cell[514432, 11590, 4444, 107, 262, "Input",ExpressionUUID->"e40ddaef-eae7-44d0-8099-fbb4ba4277f8", - InitializationCell->True], -Cell[CellGroupData[{ -Cell[518901, 11701, 6776, 168, 170, "Input",ExpressionUUID->"8ba52260-4a02-47d4-a165-72b9af474a77"], -Cell[525680, 11871, 1839, 27, 70, "Output",ExpressionUUID->"a9f5f624-3fc9-41ae-ba10-7420b360c0ce"] +Cell[438946, 9710, 2570, 84, 54, "Input",ExpressionUUID->"5723b756-79d9-4c12-ac51-e690c38ba91f"], +Cell[441519, 9796, 228, 4, 34, "Output",ExpressionUUID->"765ed458-56ac-4e75-a8ca-0144cacbffa3"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[527568, 11904, 239, 5, 38, "Subsection",ExpressionUUID->"96327bf7-70f3-43bb-8490-464ddbf6040c", +Cell[441796, 9806, 253, 4, 53, "Section",ExpressionUUID->"4d1b8cb8-9fb8-4b2a-afd6-5af66132ddc3"], +Cell[CellGroupData[{ +Cell[442074, 9814, 230, 5, 54, "Subsection",ExpressionUUID->"d24bb10a-a08d-4cb4-adc6-90eacbbb945e", InitializationCell->True], -Cell[527810, 11911, 931, 27, 70, "Input",ExpressionUUID->"31b37f25-f703-4a5d-a3f2-706d2a244af3", +Cell[442307, 9821, 7603, 179, 528, "Input",ExpressionUUID->"a8bb5ed2-fac9-4aa5-a25c-81e18795f4fd", InitializationCell->True], -Cell[528744, 11940, 4942, 146, 222, "Input",ExpressionUUID->"aefc8b38-3601-4764-834f-0da8de30c104", - InitializationCell->True], -Cell[533689, 12088, 18792, 485, 502, "Input",ExpressionUUID->"45f203b6-e174-40f4-80af-faf5a87fbca8", - InitializationCell->True], -Cell[552484, 12575, 1268, 33, 48, "Input",ExpressionUUID->"bd6156e7-a937-4a23-abe0-7f6b0b1ebcc3", - InitializationCell->True], -Cell[553755, 12610, 2906, 74, 220, "Input",ExpressionUUID->"1ececf73-4af0-463c-a3d3-dd6f0bc99cdb", +Cell[449913, 10002, 2716, 69, 218, "Input",ExpressionUUID->"a2ccdecb-28b2-4c3c-84ab-5afe89d58a90", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[556698, 12689, 304, 6, 38, "Subsection",ExpressionUUID->"5cb94a26-6007-4cf8-a288-bab050e9c43c", +Cell[452666, 10076, 274, 5, 38, "Subsection",ExpressionUUID->"ca17dcd4-e326-4661-a50d-7b0ce07059ce", InitializationCell->True], -Cell[557005, 12697, 7043, 184, 179, "Input",ExpressionUUID->"e53ceb67-f409-40f4-a11a-700c5912ce09", +Cell[452943, 10083, 6488, 176, 377, "Input",ExpressionUUID->"92967e1f-6355-4b81-ac65-f6c0f4ff666f", InitializationCell->True], -Cell[564051, 12883, 2749, 70, 220, "Input",ExpressionUUID->"60958193-26e3-45e1-b807-38f510c54d01", +Cell[459434, 10261, 27387, 666, 1518, "Input",ExpressionUUID->"9abb7cac-1b8f-4b43-a136-4cd9bce3cc62", + InitializationCell->True], +Cell[486824, 10929, 4332, 106, 262, "Input",ExpressionUUID->"2dce9a5b-3b5d-4949-b107-05aa1822d60f", + InitializationCell->True] +}, Closed]], +Cell[CellGroupData[{ +Cell[491193, 11040, 206, 4, 38, "Subsection",ExpressionUUID->"232b8dc1-eaeb-49ed-b40b-dc263e25682e"], +Cell[491402, 11046, 18081, 406, 1014, "Input",ExpressionUUID->"410c3fa2-cb14-4cc4-9b04-ad072825be35", + InitializationCell->True], +Cell[509486, 11454, 3474, 86, 325, "Input",ExpressionUUID->"1d5e885a-baac-43eb-9625-c1fa09ad5f06", + InitializationCell->True], +Cell[512963, 11542, 4444, 107, 262, "Input",ExpressionUUID->"e40ddaef-eae7-44d0-8099-fbb4ba4277f8", + InitializationCell->True], +Cell[CellGroupData[{ +Cell[517432, 11653, 6776, 168, 170, "Input",ExpressionUUID->"8ba52260-4a02-47d4-a165-72b9af474a77"], +Cell[524211, 11823, 1839, 27, 70, "Output",ExpressionUUID->"a9f5f624-3fc9-41ae-ba10-7420b360c0ce"] +}, Open ]] +}, Closed]], +Cell[CellGroupData[{ +Cell[526099, 11856, 239, 5, 38, "Subsection",ExpressionUUID->"96327bf7-70f3-43bb-8490-464ddbf6040c", + InitializationCell->True], +Cell[526341, 11863, 931, 27, 70, "Input",ExpressionUUID->"31b37f25-f703-4a5d-a3f2-706d2a244af3", + InitializationCell->True], +Cell[527275, 11892, 4942, 146, 222, "Input",ExpressionUUID->"aefc8b38-3601-4764-834f-0da8de30c104", + InitializationCell->True], +Cell[532220, 12040, 18792, 485, 502, "Input",ExpressionUUID->"45f203b6-e174-40f4-80af-faf5a87fbca8", + InitializationCell->True], +Cell[551015, 12527, 1268, 33, 48, "Input",ExpressionUUID->"bd6156e7-a937-4a23-abe0-7f6b0b1ebcc3", + InitializationCell->True], +Cell[552286, 12562, 2906, 74, 220, "Input",ExpressionUUID->"1ececf73-4af0-463c-a3d3-dd6f0bc99cdb", + InitializationCell->True] +}, Closed]], +Cell[CellGroupData[{ +Cell[555229, 12641, 304, 6, 38, "Subsection",ExpressionUUID->"5cb94a26-6007-4cf8-a288-bab050e9c43c", + InitializationCell->True], +Cell[555536, 12649, 7043, 184, 179, "Input",ExpressionUUID->"e53ceb67-f409-40f4-a11a-700c5912ce09", + InitializationCell->True], +Cell[562582, 12835, 2749, 70, 220, "Input",ExpressionUUID->"60958193-26e3-45e1-b807-38f510c54d01", InitializationCell->True] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[566849, 12959, 163, 3, 53, "Section",ExpressionUUID->"4d7afddc-b921-44b5-9fa0-ac8dc495c621"], +Cell[565380, 12911, 163, 3, 53, "Section",ExpressionUUID->"4d7afddc-b921-44b5-9fa0-ac8dc495c621"], Cell[CellGroupData[{ -Cell[567037, 12966, 351, 6, 54, "Subsection",ExpressionUUID->"ce385583-ea65-4a06-8936-11067ed4d51c", +Cell[565568, 12918, 351, 6, 54, "Subsection",ExpressionUUID->"ce385583-ea65-4a06-8936-11067ed4d51c", InitializationCell->True], -Cell[567391, 12974, 11762, 239, 543, "Input",ExpressionUUID->"048b6e06-91fb-4079-9a96-1c4668badd2a", +Cell[565922, 12926, 11762, 239, 543, "Input",ExpressionUUID->"048b6e06-91fb-4079-9a96-1c4668badd2a", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[579190, 13218, 445, 7, 38, "Subsection",ExpressionUUID->"561497f7-77d5-45c2-b2c1-8ec8688cdef1", +Cell[577721, 13170, 445, 7, 38, "Subsection",ExpressionUUID->"561497f7-77d5-45c2-b2c1-8ec8688cdef1", InitializationCell->True], -Cell[579638, 13227, 33477, 645, 1712, "Input",ExpressionUUID->"97f68742-0353-4bae-8e16-a918addb4907", +Cell[578169, 13179, 33477, 645, 1712, "Input",ExpressionUUID->"97f68742-0353-4bae-8e16-a918addb4907", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[613152, 13877, 463, 8, 38, "Subsection",ExpressionUUID->"02f7b3e0-451f-44d4-9e30-af75a871add3", +Cell[611683, 13829, 463, 8, 38, "Subsection",ExpressionUUID->"02f7b3e0-451f-44d4-9e30-af75a871add3", InitializationCell->True], -Cell[613618, 13887, 35835, 711, 1600, "Input",ExpressionUUID->"78669560-ad83-4d11-a841-008a3eebc66c", +Cell[612149, 13839, 35835, 711, 1600, "Input",ExpressionUUID->"78669560-ad83-4d11-a841-008a3eebc66c", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[649490, 14603, 358, 6, 38, "Subsection",ExpressionUUID->"b4e4480a-c4ce-450d-8a61-22daf4862170"], -Cell[649851, 14611, 1951, 50, 137, "Input",ExpressionUUID->"6b08e0d4-ebe6-4bde-be57-d6a8e3da22a5", +Cell[648021, 14555, 358, 6, 38, "Subsection",ExpressionUUID->"b4e4480a-c4ce-450d-8a61-22daf4862170"], +Cell[648382, 14563, 1951, 50, 137, "Input",ExpressionUUID->"6b08e0d4-ebe6-4bde-be57-d6a8e3da22a5", InitializationCell->True], -Cell[651805, 14663, 51552, 942, 2241, "Input",ExpressionUUID->"ec017ba5-094b-4b45-9e78-75bf660db09f", +Cell[650336, 14615, 51552, 942, 2241, "Input",ExpressionUUID->"ec017ba5-094b-4b45-9e78-75bf660db09f", InitializationCell->True] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[703406, 15611, 155, 3, 53, "Section",ExpressionUUID->"a4a8920c-c244-4cba-a9f4-76cb9ee1d017"], +Cell[701937, 15563, 155, 3, 53, "Section",ExpressionUUID->"a4a8920c-c244-4cba-a9f4-76cb9ee1d017"], Cell[CellGroupData[{ -Cell[703586, 15618, 371, 10, 54, "Subsection",ExpressionUUID->"df37bd0c-d724-4a87-aa39-6a1fb630e7fe"], +Cell[702117, 15570, 371, 10, 54, "Subsection",ExpressionUUID->"df37bd0c-d724-4a87-aa39-6a1fb630e7fe"], Cell[CellGroupData[{ -Cell[703982, 15632, 233, 4, 45, "Subsubsection",ExpressionUUID->"2112ca8e-f1bd-4577-8021-a601835d47cc"], +Cell[702513, 15584, 233, 4, 45, "Subsubsection",ExpressionUUID->"2112ca8e-f1bd-4577-8021-a601835d47cc"], Cell[CellGroupData[{ -Cell[704240, 15640, 2364, 50, 157, "Input",ExpressionUUID->"3e59d1f3-5efb-4f2f-a753-75930841bd89"], +Cell[702771, 15592, 2364, 50, 157, "Input",ExpressionUUID->"3e59d1f3-5efb-4f2f-a753-75930841bd89"], Cell[CellGroupData[{ -Cell[706629, 15694, 1356, 25, 24, "Print",ExpressionUUID->"98a719be-5a0c-4289-bc28-b2afc2c9e012"], -Cell[707988, 15721, 1141, 17, 24, "Print",ExpressionUUID->"2f57758a-fba9-4b98-9b2d-2eb406f14c94"], -Cell[709132, 15740, 1115, 17, 24, "Print",ExpressionUUID->"9c87348c-3799-49e0-9fe5-3a7b1aa41173"], -Cell[710250, 15759, 1249, 21, 24, "Print",ExpressionUUID->"dbba1cb2-2ffd-436b-bb9f-11dc13794759"], -Cell[711502, 15782, 1141, 17, 24, "Print",ExpressionUUID->"14a63871-780c-4da0-9d45-b43b0c585912"], -Cell[712646, 15801, 1113, 17, 24, "Print",ExpressionUUID->"6051c33a-1fb9-411d-81d1-4a05d254703e"], -Cell[713762, 15820, 1249, 21, 24, "Print",ExpressionUUID->"efe03c47-f4d7-4339-8bce-4cb7b35c0dc5"], -Cell[715014, 15843, 1137, 17, 24, "Print",ExpressionUUID->"eb0ffe00-5256-4311-82d2-9b4f6a77815f"], -Cell[716154, 15862, 1770, 36, 25, "Print",ExpressionUUID->"f36183a4-9b2d-4b86-93a5-a375ebbb72e6"], -Cell[717927, 15900, 1922, 40, 40, "Print",ExpressionUUID->"c6c2dc25-e375-489f-99f7-b5d1c39a65e5"], -Cell[719852, 15942, 5076, 135, 50, "Print",ExpressionUUID->"345a5be5-3dd6-4219-b17c-29e9e48e8e5b"], -Cell[724931, 16079, 3033, 74, 44, "Print",ExpressionUUID->"4f1c8d0a-932b-47aa-82a2-7045db6b8b9b"], -Cell[727967, 16155, 1115, 17, 24, "Print",ExpressionUUID->"ca744b5f-1619-40de-aaed-4fade3c59dba"], -Cell[729085, 16174, 1247, 21, 24, "Print",ExpressionUUID->"9cdb50df-f6d3-4e89-a4e1-2da7f77f3bce"], -Cell[730335, 16197, 1135, 17, 24, "Print",ExpressionUUID->"24ab190e-8cb2-4324-b845-6634b9da80f8"], -Cell[731473, 16216, 1145, 17, 24, "Print",ExpressionUUID->"c4b5db40-c5e7-45ce-ace1-aa693d7e49ad"], -Cell[732621, 16235, 1119, 17, 24, "Print",ExpressionUUID->"8d45746f-fb4a-47cd-bc3f-7b1a9b8a4df7"], -Cell[733743, 16254, 3041, 74, 44, "Print",ExpressionUUID->"1d8543c2-add4-4c15-8a21-b53be46f5e6a"], -Cell[736787, 16330, 1184, 20, 24, "Print",ExpressionUUID->"05291796-e83a-4928-af1e-3c05bea53ed5"], -Cell[737974, 16352, 1218, 21, 24, "Print",ExpressionUUID->"7d1ccf25-9947-462b-8246-b1b0eeb4ab89"], -Cell[739195, 16375, 1184, 20, 24, "Print",ExpressionUUID->"ee657ad3-309e-4995-b4c1-dcc030b6db9c"], -Cell[740382, 16397, 1222, 21, 24, "Print",ExpressionUUID->"4a13789a-3f59-4148-a460-38f61701a989"], -Cell[741607, 16420, 1224, 21, 24, "Print",ExpressionUUID->"89442823-5dd8-4419-a465-1f9a462a1046"], -Cell[742834, 16443, 4494, 111, 44, "Print",ExpressionUUID->"bc234380-60d3-4715-96d1-f97ec6bfc667"], -Cell[747331, 16556, 1113, 17, 24, "Print",ExpressionUUID->"5a068aa4-37a3-4766-bb34-d17ea4e5b8c9"], -Cell[748447, 16575, 1247, 21, 24, "Print",ExpressionUUID->"b95bae56-ba11-478e-b24b-21bb4c73c78c"] +Cell[705160, 15646, 1356, 25, 24, "Print",ExpressionUUID->"98a719be-5a0c-4289-bc28-b2afc2c9e012"], +Cell[706519, 15673, 1141, 17, 24, "Print",ExpressionUUID->"2f57758a-fba9-4b98-9b2d-2eb406f14c94"], +Cell[707663, 15692, 1115, 17, 24, "Print",ExpressionUUID->"9c87348c-3799-49e0-9fe5-3a7b1aa41173"], +Cell[708781, 15711, 1249, 21, 24, "Print",ExpressionUUID->"dbba1cb2-2ffd-436b-bb9f-11dc13794759"], +Cell[710033, 15734, 1141, 17, 24, "Print",ExpressionUUID->"14a63871-780c-4da0-9d45-b43b0c585912"], +Cell[711177, 15753, 1113, 17, 24, "Print",ExpressionUUID->"6051c33a-1fb9-411d-81d1-4a05d254703e"], +Cell[712293, 15772, 1249, 21, 24, "Print",ExpressionUUID->"efe03c47-f4d7-4339-8bce-4cb7b35c0dc5"], +Cell[713545, 15795, 1137, 17, 24, "Print",ExpressionUUID->"eb0ffe00-5256-4311-82d2-9b4f6a77815f"], +Cell[714685, 15814, 1770, 36, 25, "Print",ExpressionUUID->"f36183a4-9b2d-4b86-93a5-a375ebbb72e6"], +Cell[716458, 15852, 1922, 40, 40, "Print",ExpressionUUID->"c6c2dc25-e375-489f-99f7-b5d1c39a65e5"], +Cell[718383, 15894, 5076, 135, 50, "Print",ExpressionUUID->"345a5be5-3dd6-4219-b17c-29e9e48e8e5b"], +Cell[723462, 16031, 3033, 74, 44, "Print",ExpressionUUID->"4f1c8d0a-932b-47aa-82a2-7045db6b8b9b"], +Cell[726498, 16107, 1115, 17, 24, "Print",ExpressionUUID->"ca744b5f-1619-40de-aaed-4fade3c59dba"], +Cell[727616, 16126, 1247, 21, 24, "Print",ExpressionUUID->"9cdb50df-f6d3-4e89-a4e1-2da7f77f3bce"], +Cell[728866, 16149, 1135, 17, 24, "Print",ExpressionUUID->"24ab190e-8cb2-4324-b845-6634b9da80f8"], +Cell[730004, 16168, 1145, 17, 24, "Print",ExpressionUUID->"c4b5db40-c5e7-45ce-ace1-aa693d7e49ad"], +Cell[731152, 16187, 1119, 17, 24, "Print",ExpressionUUID->"8d45746f-fb4a-47cd-bc3f-7b1a9b8a4df7"], +Cell[732274, 16206, 3041, 74, 44, "Print",ExpressionUUID->"1d8543c2-add4-4c15-8a21-b53be46f5e6a"], +Cell[735318, 16282, 1184, 20, 24, "Print",ExpressionUUID->"05291796-e83a-4928-af1e-3c05bea53ed5"], +Cell[736505, 16304, 1218, 21, 24, "Print",ExpressionUUID->"7d1ccf25-9947-462b-8246-b1b0eeb4ab89"], +Cell[737726, 16327, 1184, 20, 24, "Print",ExpressionUUID->"ee657ad3-309e-4995-b4c1-dcc030b6db9c"], +Cell[738913, 16349, 1222, 21, 24, "Print",ExpressionUUID->"4a13789a-3f59-4148-a460-38f61701a989"], +Cell[740138, 16372, 1224, 21, 24, "Print",ExpressionUUID->"89442823-5dd8-4419-a465-1f9a462a1046"], +Cell[741365, 16395, 4494, 111, 44, "Print",ExpressionUUID->"bc234380-60d3-4715-96d1-f97ec6bfc667"], +Cell[745862, 16508, 1113, 17, 24, "Print",ExpressionUUID->"5a068aa4-37a3-4766-bb34-d17ea4e5b8c9"], +Cell[746978, 16527, 1247, 21, 24, "Print",ExpressionUUID->"b95bae56-ba11-478e-b24b-21bb4c73c78c"] }, Open ]], -Cell[749709, 16599, 603, 14, 34, "Output",ExpressionUUID->"6787be6a-ebe0-46c1-a3de-4e52c7ddea3d"] +Cell[748240, 16551, 603, 14, 34, "Output",ExpressionUUID->"6787be6a-ebe0-46c1-a3de-4e52c7ddea3d"] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[750361, 16619, 255, 4, 45, "Subsubsection",ExpressionUUID->"916ae58d-fbdb-4d89-a6d8-52bed8896a14"], +Cell[748892, 16571, 255, 4, 45, "Subsubsection",ExpressionUUID->"916ae58d-fbdb-4d89-a6d8-52bed8896a14"], Cell[CellGroupData[{ -Cell[750641, 16627, 1718, 42, 178, "Input",ExpressionUUID->"c62f9fb7-edac-4cb2-a77f-e2f363d45b95"], +Cell[749172, 16579, 1718, 42, 178, "Input",ExpressionUUID->"c62f9fb7-edac-4cb2-a77f-e2f363d45b95"], Cell[CellGroupData[{ -Cell[752384, 16673, 429, 12, 24, "Print",ExpressionUUID->"18de5ede-2afa-4e95-afc0-dd508da049b4"], -Cell[752816, 16687, 231, 5, 24, "Print",ExpressionUUID->"b6833e2b-96fe-46ef-8531-71b4f8a96205"], -Cell[753050, 16694, 584, 14, 24, "Print",ExpressionUUID->"bda76ca6-1851-44db-8569-ed5f228cc3bf"], -Cell[753637, 16710, 365, 9, 24, "Print",ExpressionUUID->"d5639e6b-5e49-4be1-af55-5d08362fcbc6"], -Cell[754005, 16721, 487, 12, 24, "Print",ExpressionUUID->"b0ec54e4-c836-4242-82b7-0e7018739505"], -Cell[754495, 16735, 568, 14, 24, "Print",ExpressionUUID->"98faee64-9b3a-4652-8b89-a03ef39b3bf0"], -Cell[755066, 16751, 1805, 42, 74, "Print",ExpressionUUID->"6430ff0d-65f7-4550-91a5-89d3027aa11e"], -Cell[756874, 16795, 3591, 105, 40, "Print",ExpressionUUID->"4a894436-c741-47ab-9f31-da57cd424df5"] +Cell[750915, 16625, 429, 12, 24, "Print",ExpressionUUID->"18de5ede-2afa-4e95-afc0-dd508da049b4"], +Cell[751347, 16639, 231, 5, 24, "Print",ExpressionUUID->"b6833e2b-96fe-46ef-8531-71b4f8a96205"], +Cell[751581, 16646, 584, 14, 24, "Print",ExpressionUUID->"bda76ca6-1851-44db-8569-ed5f228cc3bf"], +Cell[752168, 16662, 365, 9, 24, "Print",ExpressionUUID->"d5639e6b-5e49-4be1-af55-5d08362fcbc6"], +Cell[752536, 16673, 487, 12, 24, "Print",ExpressionUUID->"b0ec54e4-c836-4242-82b7-0e7018739505"], +Cell[753026, 16687, 568, 14, 24, "Print",ExpressionUUID->"98faee64-9b3a-4652-8b89-a03ef39b3bf0"], +Cell[753597, 16703, 1805, 42, 74, "Print",ExpressionUUID->"6430ff0d-65f7-4550-91a5-89d3027aa11e"], +Cell[755405, 16747, 3591, 105, 40, "Print",ExpressionUUID->"4a894436-c741-47ab-9f31-da57cd424df5"] }, Open ]], -Cell[760480, 16903, 1884, 31, 34, "Output",ExpressionUUID->"f4c8dae2-68fa-4e53-bdf6-6bc65a14cf2a"] +Cell[759011, 16855, 1884, 31, 34, "Output",ExpressionUUID->"f4c8dae2-68fa-4e53-bdf6-6bc65a14cf2a"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[762413, 16940, 256, 4, 37, "Subsubsection",ExpressionUUID->"0ee50853-a75f-47cc-b687-aea7fad6ed03"], +Cell[760944, 16892, 256, 4, 37, "Subsubsection",ExpressionUUID->"0ee50853-a75f-47cc-b687-aea7fad6ed03"], Cell[CellGroupData[{ -Cell[762694, 16948, 2029, 50, 199, "Input",ExpressionUUID->"67a487a6-512e-40f9-a49a-d68ceffe932e"], +Cell[761225, 16900, 2029, 50, 199, "Input",ExpressionUUID->"67a487a6-512e-40f9-a49a-d68ceffe932e"], Cell[CellGroupData[{ -Cell[764748, 17002, 431, 12, 24, "Print",ExpressionUUID->"71a7e56c-c20b-48de-bb1a-54d1b03f7eb4"], -Cell[765182, 17016, 231, 5, 24, "Print",ExpressionUUID->"e2b5bbb6-5304-499c-b3ee-37130807a328"], -Cell[765416, 17023, 898, 19, 24, "Print",ExpressionUUID->"06086497-5aef-438c-a7fe-cb4f7ba2de56"], -Cell[766317, 17044, 365, 9, 24, "Print",ExpressionUUID->"ba98b3fa-5b38-4e96-a7c0-0e5ac325e637"], -Cell[766685, 17055, 488, 12, 24, "Print",ExpressionUUID->"763682e9-3905-44c5-b453-a72972d8bdcc"], -Cell[767176, 17069, 881, 19, 24, "Print",ExpressionUUID->"3ec57ee6-910f-487c-a096-4470cfc665be"], -Cell[768060, 17090, 4513, 91, 176, "Print",ExpressionUUID->"c961b348-c348-44a2-98dc-807f0ffe34de"], -Cell[772576, 17183, 3597, 105, 40, "Print",ExpressionUUID->"99ad0086-556d-49f4-b5f4-253a438f130c"] +Cell[763279, 16954, 431, 12, 24, "Print",ExpressionUUID->"71a7e56c-c20b-48de-bb1a-54d1b03f7eb4"], +Cell[763713, 16968, 231, 5, 24, "Print",ExpressionUUID->"e2b5bbb6-5304-499c-b3ee-37130807a328"], +Cell[763947, 16975, 898, 19, 24, "Print",ExpressionUUID->"06086497-5aef-438c-a7fe-cb4f7ba2de56"], +Cell[764848, 16996, 365, 9, 24, "Print",ExpressionUUID->"ba98b3fa-5b38-4e96-a7c0-0e5ac325e637"], +Cell[765216, 17007, 488, 12, 24, "Print",ExpressionUUID->"763682e9-3905-44c5-b453-a72972d8bdcc"], +Cell[765707, 17021, 881, 19, 24, "Print",ExpressionUUID->"3ec57ee6-910f-487c-a096-4470cfc665be"], +Cell[766591, 17042, 4513, 91, 176, "Print",ExpressionUUID->"c961b348-c348-44a2-98dc-807f0ffe34de"], +Cell[771107, 17135, 3597, 105, 40, "Print",ExpressionUUID->"99ad0086-556d-49f4-b5f4-253a438f130c"] }, Open ]], -Cell[776188, 17291, 1148, 21, 34, "Output",ExpressionUUID->"405408f9-86ee-4449-b493-8570f34de569"] +Cell[774719, 17243, 1148, 21, 34, "Output",ExpressionUUID->"405408f9-86ee-4449-b493-8570f34de569"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[777385, 17318, 403, 6, 37, "Subsubsection",ExpressionUUID->"9fab35af-6cbe-44d1-9ca7-015d79f7329a"], +Cell[775916, 17270, 403, 6, 37, "Subsubsection",ExpressionUUID->"9fab35af-6cbe-44d1-9ca7-015d79f7329a"], Cell[CellGroupData[{ -Cell[777813, 17328, 2639, 60, 220, "Input",ExpressionUUID->"6785214c-a659-429d-b0c8-65145baef6c6"], +Cell[776344, 17280, 2639, 60, 220, "Input",ExpressionUUID->"6785214c-a659-429d-b0c8-65145baef6c6"], Cell[CellGroupData[{ -Cell[780477, 17392, 455, 12, 24, "Print",ExpressionUUID->"e1ca9bc1-4e35-4999-858e-e32adfa40a6d"], -Cell[780935, 17406, 241, 4, 24, "Print",ExpressionUUID->"0be23692-28cf-47f4-8d57-af248bf736f1"], -Cell[781179, 17412, 213, 4, 24, "Print",ExpressionUUID->"a5d297b8-ecf6-4bd0-86cc-5c463506aa36"], -Cell[781395, 17418, 347, 8, 24, "Print",ExpressionUUID->"26bfa0b2-e403-476e-a59d-1ceac44990e5"], -Cell[781745, 17428, 243, 4, 24, "Print",ExpressionUUID->"bb133899-d444-469b-afb7-dcd7822cebef"], -Cell[781991, 17434, 213, 4, 24, "Print",ExpressionUUID->"13b957a7-ea9f-4af4-ab13-c38712093726"], -Cell[782207, 17440, 347, 8, 24, "Print",ExpressionUUID->"829f77f5-c2db-4cf3-9e6f-45c0015ef361"], -Cell[782557, 17450, 237, 4, 24, "Print",ExpressionUUID->"702ffd12-1a1f-4663-a054-78d30aced16a"], -Cell[782797, 17456, 1258, 29, 25, "Print",ExpressionUUID->"65a3d129-3c24-4f1f-8c48-fe2127c8aa38"], -Cell[784058, 17487, 4415, 90, 176, "Print",ExpressionUUID->"55df615a-3036-41a2-aded-50602b6aedd3"], -Cell[788476, 17579, 4140, 121, 42, "Print",ExpressionUUID->"2adebf11-9228-493a-a51c-bc490a2ba81a"], -Cell[792619, 17702, 2134, 61, 44, "Print",ExpressionUUID->"887c5e00-4476-4389-bb40-4613021b9efa"], -Cell[794756, 17765, 215, 4, 24, "Print",ExpressionUUID->"89e46027-afa9-4d7f-aee2-5f45a329c866"], -Cell[794974, 17771, 347, 8, 24, "Print",ExpressionUUID->"c02a2efb-2690-4133-9669-ef51afaa2ef8"], -Cell[795324, 17781, 235, 4, 24, "Print",ExpressionUUID->"4893f371-883a-4e95-8d5d-7111dfe15f7d"], -Cell[795562, 17787, 245, 4, 24, "Print",ExpressionUUID->"041ba7c2-7316-438b-b862-ca02c59c80c5"], -Cell[795810, 17793, 219, 4, 24, "Print",ExpressionUUID->"4cfc241d-564a-46a4-a045-e981c3be32fb"], -Cell[796032, 17799, 2139, 61, 44, "Print",ExpressionUUID->"eb6a6bdc-b876-456d-8342-868a3b10d877"], -Cell[798174, 17862, 3571, 98, 44, "Print",ExpressionUUID->"349ec471-3660-487f-b5af-e90eb3b1f0cb"], -Cell[801748, 17962, 211, 4, 24, "Print",ExpressionUUID->"0a0f8758-33c1-4cf0-8f8d-21fefc800f5b"], -Cell[801962, 17968, 349, 8, 24, "Print",ExpressionUUID->"e228bff6-eff0-497e-a38a-d884968aba10"] +Cell[779008, 17344, 455, 12, 24, "Print",ExpressionUUID->"e1ca9bc1-4e35-4999-858e-e32adfa40a6d"], +Cell[779466, 17358, 241, 4, 24, "Print",ExpressionUUID->"0be23692-28cf-47f4-8d57-af248bf736f1"], +Cell[779710, 17364, 213, 4, 24, "Print",ExpressionUUID->"a5d297b8-ecf6-4bd0-86cc-5c463506aa36"], +Cell[779926, 17370, 347, 8, 24, "Print",ExpressionUUID->"26bfa0b2-e403-476e-a59d-1ceac44990e5"], +Cell[780276, 17380, 243, 4, 24, "Print",ExpressionUUID->"bb133899-d444-469b-afb7-dcd7822cebef"], +Cell[780522, 17386, 213, 4, 24, "Print",ExpressionUUID->"13b957a7-ea9f-4af4-ab13-c38712093726"], +Cell[780738, 17392, 347, 8, 24, "Print",ExpressionUUID->"829f77f5-c2db-4cf3-9e6f-45c0015ef361"], +Cell[781088, 17402, 237, 4, 24, "Print",ExpressionUUID->"702ffd12-1a1f-4663-a054-78d30aced16a"], +Cell[781328, 17408, 1258, 29, 25, "Print",ExpressionUUID->"65a3d129-3c24-4f1f-8c48-fe2127c8aa38"], +Cell[782589, 17439, 4415, 90, 176, "Print",ExpressionUUID->"55df615a-3036-41a2-aded-50602b6aedd3"], +Cell[787007, 17531, 4140, 121, 42, "Print",ExpressionUUID->"2adebf11-9228-493a-a51c-bc490a2ba81a"], +Cell[791150, 17654, 2134, 61, 44, "Print",ExpressionUUID->"887c5e00-4476-4389-bb40-4613021b9efa"], +Cell[793287, 17717, 215, 4, 24, "Print",ExpressionUUID->"89e46027-afa9-4d7f-aee2-5f45a329c866"], +Cell[793505, 17723, 347, 8, 24, "Print",ExpressionUUID->"c02a2efb-2690-4133-9669-ef51afaa2ef8"], +Cell[793855, 17733, 235, 4, 24, "Print",ExpressionUUID->"4893f371-883a-4e95-8d5d-7111dfe15f7d"], +Cell[794093, 17739, 245, 4, 24, "Print",ExpressionUUID->"041ba7c2-7316-438b-b862-ca02c59c80c5"], +Cell[794341, 17745, 219, 4, 24, "Print",ExpressionUUID->"4cfc241d-564a-46a4-a045-e981c3be32fb"], +Cell[794563, 17751, 2139, 61, 44, "Print",ExpressionUUID->"eb6a6bdc-b876-456d-8342-868a3b10d877"], +Cell[796705, 17814, 3571, 98, 44, "Print",ExpressionUUID->"349ec471-3660-487f-b5af-e90eb3b1f0cb"], +Cell[800279, 17914, 211, 4, 24, "Print",ExpressionUUID->"0a0f8758-33c1-4cf0-8f8d-21fefc800f5b"], +Cell[800493, 17920, 349, 8, 24, "Print",ExpressionUUID->"e228bff6-eff0-497e-a38a-d884968aba10"] }, Open ]], -Cell[802326, 17979, 430, 11, 34, "Output",ExpressionUUID->"6c1199a2-66c6-41e1-8087-8b3ca321744f"] +Cell[800857, 17931, 430, 11, 34, "Output",ExpressionUUID->"6c1199a2-66c6-41e1-8087-8b3ca321744f"] }, Open ]], Cell[CellGroupData[{ -Cell[802793, 17995, 2636, 60, 220, "Input",ExpressionUUID->"b165eb07-394b-422d-86b6-8b350c62f097"], +Cell[801324, 17947, 2636, 60, 220, "Input",ExpressionUUID->"b165eb07-394b-422d-86b6-8b350c62f097"], Cell[CellGroupData[{ -Cell[805454, 18059, 1617, 29, 24, "Print",ExpressionUUID->"7cd3d7d5-bfd9-4ba8-95eb-8a273007eec3"], -Cell[807074, 18090, 1404, 21, 24, "Print",ExpressionUUID->"25dd9505-d9d5-4b44-85b4-58b263399dd0"], -Cell[808481, 18113, 1376, 21, 24, "Print",ExpressionUUID->"62384b25-74a9-4b98-a53c-e951f2cd7ae6"], -Cell[809860, 18136, 1508, 25, 24, "Print",ExpressionUUID->"2ff77254-17a0-4c73-aae3-e74468ef7923"], -Cell[811371, 18163, 1402, 21, 24, "Print",ExpressionUUID->"60b9da38-3fff-45f9-b0e0-075dd44d4d0f"], -Cell[812776, 18186, 1374, 21, 24, "Print",ExpressionUUID->"6fee7a81-b149-4bf1-b3e5-4b078c8b5d36"], -Cell[814153, 18209, 1508, 25, 24, "Print",ExpressionUUID->"668e2e7a-de4f-4973-bd1d-38d87303540a"], -Cell[815664, 18236, 1396, 21, 24, "Print",ExpressionUUID->"5886f196-9686-498a-bb53-6dfbbb381677"], -Cell[817063, 18259, 2002, 41, 25, "Print",ExpressionUUID->"b759df62-f250-4743-be0b-9db7f4052e69"], -Cell[819068, 18302, 1599, 29, 24, "Print",ExpressionUUID->"e84473ec-4401-4ede-ab1a-e09efd872fad"], -Cell[820670, 18333, 27708, 767, 52, "Print",ExpressionUUID->"18ad0204-f41d-4fc0-8359-a593c97d5619"], -Cell[848381, 19102, 31580, 860, 54, "Print",ExpressionUUID->"e2a1058e-0be6-4015-adfb-c8b39363ce2d"], -Cell[879964, 19964, 1374, 21, 24, "Print",ExpressionUUID->"3ccbd586-deed-4e2e-8bfe-9d7bfe9a32fb"], -Cell[881341, 19987, 1510, 25, 24, "Print",ExpressionUUID->"75a7c5fc-ad65-46a7-8667-73010aa62cfa"], -Cell[882854, 20014, 1396, 21, 24, "Print",ExpressionUUID->"3766da05-65c3-43fb-be93-80604e392258"], -Cell[884253, 20037, 1404, 21, 24, "Print",ExpressionUUID->"2b832767-ed8d-4857-9a8f-f6f23d6d40ae"], -Cell[885660, 20060, 15151, 386, 247, "Print",ExpressionUUID->"ab11d78b-6256-4991-9b17-41e50e7fce9e"], -Cell[900814, 20448, 14304468, 340820, 392, "Print",ExpressionUUID->"1b700a43-47cd-449a-8d48-cfc20871d2c5"] +Cell[803985, 18011, 1617, 29, 24, "Print",ExpressionUUID->"7cd3d7d5-bfd9-4ba8-95eb-8a273007eec3"], +Cell[805605, 18042, 1404, 21, 24, "Print",ExpressionUUID->"25dd9505-d9d5-4b44-85b4-58b263399dd0"], +Cell[807012, 18065, 1376, 21, 24, "Print",ExpressionUUID->"62384b25-74a9-4b98-a53c-e951f2cd7ae6"], +Cell[808391, 18088, 1508, 25, 24, "Print",ExpressionUUID->"2ff77254-17a0-4c73-aae3-e74468ef7923"], +Cell[809902, 18115, 1402, 21, 24, "Print",ExpressionUUID->"60b9da38-3fff-45f9-b0e0-075dd44d4d0f"], +Cell[811307, 18138, 1374, 21, 24, "Print",ExpressionUUID->"6fee7a81-b149-4bf1-b3e5-4b078c8b5d36"], +Cell[812684, 18161, 1508, 25, 24, "Print",ExpressionUUID->"668e2e7a-de4f-4973-bd1d-38d87303540a"], +Cell[814195, 18188, 1396, 21, 24, "Print",ExpressionUUID->"5886f196-9686-498a-bb53-6dfbbb381677"], +Cell[815594, 18211, 2002, 41, 25, "Print",ExpressionUUID->"b759df62-f250-4743-be0b-9db7f4052e69"], +Cell[817599, 18254, 1599, 29, 24, "Print",ExpressionUUID->"e84473ec-4401-4ede-ab1a-e09efd872fad"], +Cell[819201, 18285, 27708, 767, 52, "Print",ExpressionUUID->"18ad0204-f41d-4fc0-8359-a593c97d5619"], +Cell[846912, 19054, 31580, 860, 54, "Print",ExpressionUUID->"e2a1058e-0be6-4015-adfb-c8b39363ce2d"], +Cell[878495, 19916, 1374, 21, 24, "Print",ExpressionUUID->"3ccbd586-deed-4e2e-8bfe-9d7bfe9a32fb"], +Cell[879872, 19939, 1510, 25, 24, "Print",ExpressionUUID->"75a7c5fc-ad65-46a7-8667-73010aa62cfa"], +Cell[881385, 19966, 1396, 21, 24, "Print",ExpressionUUID->"3766da05-65c3-43fb-be93-80604e392258"], +Cell[882784, 19989, 1404, 21, 24, "Print",ExpressionUUID->"2b832767-ed8d-4857-9a8f-f6f23d6d40ae"], +Cell[884191, 20012, 15151, 386, 247, "Print",ExpressionUUID->"ab11d78b-6256-4991-9b17-41e50e7fce9e"], +Cell[899345, 20400, 14304468, 340820, 392, "Print",ExpressionUUID->"1b700a43-47cd-449a-8d48-cfc20871d2c5"] }, Open ]], -Cell[15205297, 361271, 1286, 19, 34, "Output",ExpressionUUID->"26d14335-f2f0-4b31-9720-697c9ee153f3"] +Cell[15203828, 361223, 1286, 19, 34, "Output",ExpressionUUID->"26d14335-f2f0-4b31-9720-697c9ee153f3"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[15206632, 361296, 453, 7, 37, "Subsubsection",ExpressionUUID->"fbc9a1ba-4402-4010-8a10-c7d928092fc8"], +Cell[15205163, 361248, 453, 7, 37, "Subsubsection",ExpressionUUID->"fbc9a1ba-4402-4010-8a10-c7d928092fc8"], Cell[CellGroupData[{ -Cell[15207110, 361307, 6160, 162, 422, "Input",ExpressionUUID->"af55c487-4651-47bd-8641-cf2a2beef891"], +Cell[15205641, 361259, 6160, 162, 422, "Input",ExpressionUUID->"af55c487-4651-47bd-8641-cf2a2beef891"], Cell[CellGroupData[{ -Cell[15213295, 361473, 645, 15, 24, "Print",ExpressionUUID->"5e657d85-888d-4915-8e5a-8dc34ab2c451"], -Cell[15213943, 361490, 432, 7, 24, "Print",ExpressionUUID->"e9ee23f7-6dc8-4a12-a753-d1502a3c0a01"], -Cell[15214378, 361499, 404, 7, 24, "Print",ExpressionUUID->"9d90bf6b-9a29-43be-bb16-411219d9935d"], -Cell[15214785, 361508, 536, 11, 24, "Print",ExpressionUUID->"21eb6892-2a46-4d7f-8e57-3b2ba0241565"], -Cell[15215324, 361521, 430, 7, 24, "Print",ExpressionUUID->"f2bfbca5-9453-4000-ac35-4a5c3ca43f01"], -Cell[15215757, 361530, 402, 7, 24, "Print",ExpressionUUID->"09864b43-ef7a-4208-b327-d44b6679755a"], -Cell[15216162, 361539, 538, 11, 24, "Print",ExpressionUUID->"3e5c4110-820b-4dd6-84e0-965b4465e8b3"], -Cell[15216703, 361552, 426, 7, 24, "Print",ExpressionUUID->"3e75a57d-e616-42a7-84b8-1cc511ec2946"], -Cell[15217132, 361561, 2395, 46, 44, "Print",ExpressionUUID->"baa65ee9-8268-4bed-a9c4-2e77c9ccf102"], -Cell[15219530, 361609, 29458, 514, 548, "Print",ExpressionUUID->"35211a82-36d3-42b6-855c-45137bd74ae3"], -Cell[15248991, 362125, 4354, 125, 50, "Print",ExpressionUUID->"0e840ca0-7aa7-4f62-a567-0dc2120bc3ba"], -Cell[15253348, 362252, 2323, 64, 44, "Print",ExpressionUUID->"e52b41bb-9387-45f6-9eb6-7a9147133fa8"], -Cell[15255674, 362318, 402, 7, 24, "Print",ExpressionUUID->"d184c217-20ce-4400-833c-3989b229c3d2"], -Cell[15256079, 362327, 536, 11, 24, "Print",ExpressionUUID->"5bca5581-006c-4652-85f5-7129407de355"], -Cell[15256618, 362340, 426, 7, 24, "Print",ExpressionUUID->"89ab306d-79c5-4274-b614-87357c2415d7"], -Cell[15257047, 362349, 432, 7, 24, "Print",ExpressionUUID->"19fec9fc-341e-4955-b9de-6aa908e5fbb2"], -Cell[15257482, 362358, 407, 7, 24, "Print",ExpressionUUID->"74708ff8-638b-47a7-821e-a9ea50328b86"] +Cell[15211826, 361425, 645, 15, 24, "Print",ExpressionUUID->"5e657d85-888d-4915-8e5a-8dc34ab2c451"], +Cell[15212474, 361442, 432, 7, 24, "Print",ExpressionUUID->"e9ee23f7-6dc8-4a12-a753-d1502a3c0a01"], +Cell[15212909, 361451, 404, 7, 24, "Print",ExpressionUUID->"9d90bf6b-9a29-43be-bb16-411219d9935d"], +Cell[15213316, 361460, 536, 11, 24, "Print",ExpressionUUID->"21eb6892-2a46-4d7f-8e57-3b2ba0241565"], +Cell[15213855, 361473, 430, 7, 24, "Print",ExpressionUUID->"f2bfbca5-9453-4000-ac35-4a5c3ca43f01"], +Cell[15214288, 361482, 402, 7, 24, "Print",ExpressionUUID->"09864b43-ef7a-4208-b327-d44b6679755a"], +Cell[15214693, 361491, 538, 11, 24, "Print",ExpressionUUID->"3e5c4110-820b-4dd6-84e0-965b4465e8b3"], +Cell[15215234, 361504, 426, 7, 24, "Print",ExpressionUUID->"3e75a57d-e616-42a7-84b8-1cc511ec2946"], +Cell[15215663, 361513, 2395, 46, 44, "Print",ExpressionUUID->"baa65ee9-8268-4bed-a9c4-2e77c9ccf102"], +Cell[15218061, 361561, 29458, 514, 548, "Print",ExpressionUUID->"35211a82-36d3-42b6-855c-45137bd74ae3"], +Cell[15247522, 362077, 4354, 125, 50, "Print",ExpressionUUID->"0e840ca0-7aa7-4f62-a567-0dc2120bc3ba"], +Cell[15251879, 362204, 2323, 64, 44, "Print",ExpressionUUID->"e52b41bb-9387-45f6-9eb6-7a9147133fa8"], +Cell[15254205, 362270, 402, 7, 24, "Print",ExpressionUUID->"d184c217-20ce-4400-833c-3989b229c3d2"], +Cell[15254610, 362279, 536, 11, 24, "Print",ExpressionUUID->"5bca5581-006c-4652-85f5-7129407de355"], +Cell[15255149, 362292, 426, 7, 24, "Print",ExpressionUUID->"89ab306d-79c5-4274-b614-87357c2415d7"], +Cell[15255578, 362301, 432, 7, 24, "Print",ExpressionUUID->"19fec9fc-341e-4955-b9de-6aa908e5fbb2"], +Cell[15256013, 362310, 407, 7, 24, "Print",ExpressionUUID->"74708ff8-638b-47a7-821e-a9ea50328b86"] }, Open ]], -Cell[15257904, 362368, 213, 4, 34, "Output",ExpressionUUID->"d65e723f-e743-4581-8b62-2854e88b5641"] +Cell[15256435, 362320, 213, 4, 34, "Output",ExpressionUUID->"d65e723f-e743-4581-8b62-2854e88b5641"] }, Open ]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[15258178, 362379, 358, 7, 38, "Subsection",ExpressionUUID->"491de680-c9e3-454b-b686-26f591044928"], +Cell[15256709, 362331, 358, 7, 38, "Subsection",ExpressionUUID->"491de680-c9e3-454b-b686-26f591044928"], Cell[CellGroupData[{ -Cell[15258561, 362390, 354, 6, 45, "Subsubsection",ExpressionUUID->"172bd626-9282-4dfe-b851-e29fb57597aa"], +Cell[15257092, 362342, 354, 6, 45, "Subsubsection",ExpressionUUID->"172bd626-9282-4dfe-b851-e29fb57597aa"], Cell[CellGroupData[{ -Cell[15258940, 362400, 2334, 47, 157, "Input",ExpressionUUID->"b8c06118-4240-483f-9825-6cfed15bddfd"], +Cell[15257471, 362352, 2334, 47, 157, "Input",ExpressionUUID->"b8c06118-4240-483f-9825-6cfed15bddfd"], Cell[CellGroupData[{ -Cell[15261299, 362451, 740, 17, 24, "Print",ExpressionUUID->"c6d037c6-a718-48ba-a7a2-13e79e7e2f07"], -Cell[15262042, 362470, 525, 9, 24, "Print",ExpressionUUID->"2d9557dc-ede7-4640-83bb-61f84d0d5ae2"], -Cell[15262570, 362481, 499, 9, 24, "Print",ExpressionUUID->"2d316d40-4cb8-4985-9f1a-685f7b1b7e35"], -Cell[15263072, 362492, 631, 13, 24, "Print",ExpressionUUID->"c73198f3-fd91-4204-93db-dd4e829a50ce"], -Cell[15263706, 362507, 525, 9, 24, "Print",ExpressionUUID->"36d34948-9054-49ae-9735-fd162c41f3a9"], -Cell[15264234, 362518, 497, 9, 24, "Print",ExpressionUUID->"67be06bd-1ac5-4c64-94d4-55739396d1b0"], -Cell[15264734, 362529, 631, 13, 24, "Print",ExpressionUUID->"b3996d6f-2f75-4686-abe1-5f911cb2c3b8"], -Cell[15265368, 362544, 519, 9, 24, "Print",ExpressionUUID->"3eb01122-38fe-4123-9825-e8f913b89208"], -Cell[15265890, 362555, 1311, 31, 25, "Print",ExpressionUUID->"fb74ae7b-25d8-4f33-937d-3c1a7c1b1bb7"], -Cell[15267204, 362588, 1590, 35, 90, "Print",ExpressionUUID->"03308377-ff00-427e-a783-db7589a813e2"], -Cell[15268797, 362625, 4406, 126, 42, "Print",ExpressionUUID->"916c2c0c-5ff1-4d1d-ad50-2d5895670eb9"], -Cell[15273206, 362753, 2418, 66, 44, "Print",ExpressionUUID->"e6af6bee-05ac-482e-af87-9383f7fad6e6"], -Cell[15275627, 362821, 497, 9, 24, "Print",ExpressionUUID->"0dbc4193-e28b-444f-aa27-eff0a1df5112"], -Cell[15276127, 362832, 629, 13, 24, "Print",ExpressionUUID->"5c9b7ffa-578c-45e4-a5e2-baecabe1e175"], -Cell[15276759, 362847, 519, 9, 24, "Print",ExpressionUUID->"b0b69762-b290-4f15-99f1-ea80134db95d"], -Cell[15277281, 362858, 529, 9, 24, "Print",ExpressionUUID->"8ed54b5a-3adb-428a-925f-dea7e71df0f5"], -Cell[15277813, 362869, 502, 9, 24, "Print",ExpressionUUID->"b82f3934-3350-4bc7-a99e-23ab9e73a9d3"], -Cell[15278318, 362880, 2431, 66, 44, "Print",ExpressionUUID->"253633b5-dbb8-4704-b4c9-665fdcf982eb"], -Cell[15280752, 362948, 3866, 103, 44, "Print",ExpressionUUID->"09aa33ba-d845-4e78-b6bc-508c8897d991"], -Cell[15284621, 363053, 499, 9, 24, "Print",ExpressionUUID->"34111fd7-cd62-4072-a074-f0f6d7faa98f"], -Cell[15285123, 363064, 631, 13, 24, "Print",ExpressionUUID->"40b81c1c-3016-4d08-94fd-0a2d7466dabc"] +Cell[15259830, 362403, 740, 17, 24, "Print",ExpressionUUID->"c6d037c6-a718-48ba-a7a2-13e79e7e2f07"], +Cell[15260573, 362422, 525, 9, 24, "Print",ExpressionUUID->"2d9557dc-ede7-4640-83bb-61f84d0d5ae2"], +Cell[15261101, 362433, 499, 9, 24, "Print",ExpressionUUID->"2d316d40-4cb8-4985-9f1a-685f7b1b7e35"], +Cell[15261603, 362444, 631, 13, 24, "Print",ExpressionUUID->"c73198f3-fd91-4204-93db-dd4e829a50ce"], +Cell[15262237, 362459, 525, 9, 24, "Print",ExpressionUUID->"36d34948-9054-49ae-9735-fd162c41f3a9"], +Cell[15262765, 362470, 497, 9, 24, "Print",ExpressionUUID->"67be06bd-1ac5-4c64-94d4-55739396d1b0"], +Cell[15263265, 362481, 631, 13, 24, "Print",ExpressionUUID->"b3996d6f-2f75-4686-abe1-5f911cb2c3b8"], +Cell[15263899, 362496, 519, 9, 24, "Print",ExpressionUUID->"3eb01122-38fe-4123-9825-e8f913b89208"], +Cell[15264421, 362507, 1311, 31, 25, "Print",ExpressionUUID->"fb74ae7b-25d8-4f33-937d-3c1a7c1b1bb7"], +Cell[15265735, 362540, 1590, 35, 90, "Print",ExpressionUUID->"03308377-ff00-427e-a783-db7589a813e2"], +Cell[15267328, 362577, 4406, 126, 42, "Print",ExpressionUUID->"916c2c0c-5ff1-4d1d-ad50-2d5895670eb9"], +Cell[15271737, 362705, 2418, 66, 44, "Print",ExpressionUUID->"e6af6bee-05ac-482e-af87-9383f7fad6e6"], +Cell[15274158, 362773, 497, 9, 24, "Print",ExpressionUUID->"0dbc4193-e28b-444f-aa27-eff0a1df5112"], +Cell[15274658, 362784, 629, 13, 24, "Print",ExpressionUUID->"5c9b7ffa-578c-45e4-a5e2-baecabe1e175"], +Cell[15275290, 362799, 519, 9, 24, "Print",ExpressionUUID->"b0b69762-b290-4f15-99f1-ea80134db95d"], +Cell[15275812, 362810, 529, 9, 24, "Print",ExpressionUUID->"8ed54b5a-3adb-428a-925f-dea7e71df0f5"], +Cell[15276344, 362821, 502, 9, 24, "Print",ExpressionUUID->"b82f3934-3350-4bc7-a99e-23ab9e73a9d3"], +Cell[15276849, 362832, 2431, 66, 44, "Print",ExpressionUUID->"253633b5-dbb8-4704-b4c9-665fdcf982eb"], +Cell[15279283, 362900, 3866, 103, 44, "Print",ExpressionUUID->"09aa33ba-d845-4e78-b6bc-508c8897d991"], +Cell[15283152, 363005, 499, 9, 24, "Print",ExpressionUUID->"34111fd7-cd62-4072-a074-f0f6d7faa98f"], +Cell[15283654, 363016, 631, 13, 24, "Print",ExpressionUUID->"40b81c1c-3016-4d08-94fd-0a2d7466dabc"] }, Open ]], -Cell[15285769, 363080, 718, 16, 34, "Output",ExpressionUUID->"35486405-0b25-4af2-ab43-3dd2013e59da"] +Cell[15284300, 363032, 718, 16, 34, "Output",ExpressionUUID->"35486405-0b25-4af2-ab43-3dd2013e59da"] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[15286536, 363102, 305, 5, 45, "Subsubsection",ExpressionUUID->"3a40b7e4-1dce-4502-b50f-97aee4ec77ca"], +Cell[15285067, 363054, 305, 5, 45, "Subsubsection",ExpressionUUID->"3a40b7e4-1dce-4502-b50f-97aee4ec77ca"], Cell[CellGroupData[{ -Cell[15286866, 363111, 4603, 110, 305, "Input",ExpressionUUID->"41dabfd8-9ba5-45f1-a785-c6ff45efdd28"], +Cell[15285397, 363063, 4603, 110, 305, "Input",ExpressionUUID->"41dabfd8-9ba5-45f1-a785-c6ff45efdd28"], Cell[CellGroupData[{ -Cell[15291494, 363225, 613, 15, 24, "Print",ExpressionUUID->"4beae4a3-2223-40fc-a085-43b54ecb27d6"], -Cell[15292110, 363242, 398, 7, 24, "Print",ExpressionUUID->"28cbc62f-cdd1-483a-8952-4804f7a47909"], -Cell[15292511, 363251, 369, 7, 24, "Print",ExpressionUUID->"ca0fcf66-45f0-4240-8f98-6c9ed8af5395"], -Cell[15292883, 363260, 504, 11, 24, "Print",ExpressionUUID->"dc2777cf-7cdf-41fb-9bc3-c705580cecb2"], -Cell[15293390, 363273, 398, 7, 24, "Print",ExpressionUUID->"e16cbec8-aa23-4f55-8492-33c7b948a7d3"], -Cell[15293791, 363282, 369, 7, 24, "Print",ExpressionUUID->"ef7f5fa4-6c4e-48cc-91f2-e4dd8923203c"], -Cell[15294163, 363291, 506, 11, 24, "Print",ExpressionUUID->"d44c8a51-6300-4785-b6a6-a59268a3101a"], -Cell[15294672, 363304, 392, 7, 24, "Print",ExpressionUUID->"4d522628-1cb4-4518-b400-6cec9a3dcc9a"], -Cell[15295067, 363313, 1874, 39, 44, "Print",ExpressionUUID->"97d3b9a9-2fd3-4f5b-8787-1422e01d24f9"], -Cell[15296944, 363354, 10923, 202, 360, "Print",ExpressionUUID->"c8cc98a0-6d29-483b-8968-dda3070268bd"], -Cell[15307870, 363558, 4282, 124, 42, "Print",ExpressionUUID->"a9cbc2de-4f72-4a07-b61e-db34c0221632"], -Cell[15312155, 363684, 2292, 64, 44, "Print",ExpressionUUID->"e9b0ddd7-099c-4c82-b7ec-04862aef720a"], -Cell[15314450, 363750, 370, 7, 24, "Print",ExpressionUUID->"e911fecf-40cb-44b0-af37-3f61a8602649"], -Cell[15314823, 363759, 504, 11, 24, "Print",ExpressionUUID->"4efbd4b9-a133-4ba9-95d0-2187909a9fe1"], -Cell[15315330, 363772, 392, 7, 24, "Print",ExpressionUUID->"820ed9e6-98c0-4921-84c4-6fb18c4316e6"], -Cell[15315725, 363781, 402, 7, 24, "Print",ExpressionUUID->"09cec480-642f-4ac8-9669-6e09585fa95c"], -Cell[15316130, 363790, 376, 7, 24, "Print",ExpressionUUID->"49a8247d-f859-4776-8093-08f9a1df0d1e"] +Cell[15290025, 363177, 613, 15, 24, "Print",ExpressionUUID->"4beae4a3-2223-40fc-a085-43b54ecb27d6"], +Cell[15290641, 363194, 398, 7, 24, "Print",ExpressionUUID->"28cbc62f-cdd1-483a-8952-4804f7a47909"], +Cell[15291042, 363203, 369, 7, 24, "Print",ExpressionUUID->"ca0fcf66-45f0-4240-8f98-6c9ed8af5395"], +Cell[15291414, 363212, 504, 11, 24, "Print",ExpressionUUID->"dc2777cf-7cdf-41fb-9bc3-c705580cecb2"], +Cell[15291921, 363225, 398, 7, 24, "Print",ExpressionUUID->"e16cbec8-aa23-4f55-8492-33c7b948a7d3"], +Cell[15292322, 363234, 369, 7, 24, "Print",ExpressionUUID->"ef7f5fa4-6c4e-48cc-91f2-e4dd8923203c"], +Cell[15292694, 363243, 506, 11, 24, "Print",ExpressionUUID->"d44c8a51-6300-4785-b6a6-a59268a3101a"], +Cell[15293203, 363256, 392, 7, 24, "Print",ExpressionUUID->"4d522628-1cb4-4518-b400-6cec9a3dcc9a"], +Cell[15293598, 363265, 1874, 39, 44, "Print",ExpressionUUID->"97d3b9a9-2fd3-4f5b-8787-1422e01d24f9"], +Cell[15295475, 363306, 10923, 202, 360, "Print",ExpressionUUID->"c8cc98a0-6d29-483b-8968-dda3070268bd"], +Cell[15306401, 363510, 4282, 124, 42, "Print",ExpressionUUID->"a9cbc2de-4f72-4a07-b61e-db34c0221632"], +Cell[15310686, 363636, 2292, 64, 44, "Print",ExpressionUUID->"e9b0ddd7-099c-4c82-b7ec-04862aef720a"], +Cell[15312981, 363702, 370, 7, 24, "Print",ExpressionUUID->"e911fecf-40cb-44b0-af37-3f61a8602649"], +Cell[15313354, 363711, 504, 11, 24, "Print",ExpressionUUID->"4efbd4b9-a133-4ba9-95d0-2187909a9fe1"], +Cell[15313861, 363724, 392, 7, 24, "Print",ExpressionUUID->"820ed9e6-98c0-4921-84c4-6fb18c4316e6"], +Cell[15314256, 363733, 402, 7, 24, "Print",ExpressionUUID->"09cec480-642f-4ac8-9669-6e09585fa95c"], +Cell[15314661, 363742, 376, 7, 24, "Print",ExpressionUUID->"49a8247d-f859-4776-8093-08f9a1df0d1e"] }, Open ]], -Cell[15316521, 363800, 348, 6, 34, "Output",ExpressionUUID->"5d85519f-a96a-4162-98a1-786507cd35ab"] +Cell[15315052, 363752, 348, 6, 34, "Output",ExpressionUUID->"5d85519f-a96a-4162-98a1-786507cd35ab"] }, Open ]] }, Closed]] }, Closed]] }, Closed]] }, Open ]], Cell[CellGroupData[{ -Cell[15316954, 363815, 201, 4, 98, "Title",ExpressionUUID->"403ad24b-6148-464c-a5e4-e415e314b48d"], +Cell[15315485, 363767, 201, 4, 98, "Title",ExpressionUUID->"403ad24b-6148-464c-a5e4-e415e314b48d"], Cell[CellGroupData[{ -Cell[15317180, 363823, 179, 3, 67, "Section",ExpressionUUID->"cf8f6c8e-c59a-4828-8c32-df4820734500"], -Cell[15317362, 363828, 1143, 22, 199, "Input",ExpressionUUID->"0527fb6c-d312-49f0-a800-b985047134b5"], -Cell[15318508, 363852, 10839, 310, 535, "Input",ExpressionUUID->"f9315378-c650-4b01-adc0-3a8dfaf073d2"], -Cell[15329350, 364164, 1301, 31, 30, "Input",ExpressionUUID->"b56bceab-741c-4959-a22e-ad09614a0733"], +Cell[15315711, 363775, 179, 3, 67, "Section",ExpressionUUID->"cf8f6c8e-c59a-4828-8c32-df4820734500"], +Cell[15315893, 363780, 1419, 28, 241, "Input",ExpressionUUID->"0527fb6c-d312-49f0-a800-b985047134b5"], +Cell[15317315, 363810, 10838, 310, 535, "Input",ExpressionUUID->"f9315378-c650-4b01-adc0-3a8dfaf073d2"], +Cell[15328156, 364122, 1300, 31, 30, "Input",ExpressionUUID->"b56bceab-741c-4959-a22e-ad09614a0733"], Cell[CellGroupData[{ -Cell[15330676, 364199, 4231, 79, 367, "Input",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], -Cell[15334910, 364280, 116990, 2301, 249, "Output",ExpressionUUID->"4d6efaed-d366-4dc1-848d-9a8ed0223d0b"] +Cell[15329481, 364157, 4230, 79, 367, "Input",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], +Cell[15333714, 364238, 194924, 3447, 249, "Output",ExpressionUUID->"f32313db-6739-49bb-97dc-469998c9c5f7"] }, Open ]], Cell[CellGroupData[{ -Cell[15451937, 366586, 2828, 62, 367, "Input",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], -Cell[15454768, 366650, 115090, 2268, 270, "Output",ExpressionUUID->"1800a7ca-a7ba-4ad4-9250-89f0e06d5f1b"] +Cell[15528675, 367690, 2827, 62, 367, "Input",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], +Cell[15531505, 367754, 193023, 3411, 270, "Output",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] }, Open ]], Cell[CellGroupData[{ -Cell[15569895, 368923, 2222, 56, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], -Cell[15572120, 368981, 18338, 343, 246, "Output",ExpressionUUID->"ba728254-68b9-4aa7-97ba-0338f6ad9ecb"] +Cell[15724565, 371170, 2361, 59, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], +Cell[15726929, 371231, 18375, 343, 246, "Output",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] }, Open ]], -Cell[15590473, 369327, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], +Cell[15745319, 371577, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], Cell[CellGroupData[{ -Cell[15591391, 369355, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], -Cell[15593437, 369413, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], -Cell[15595067, 369443, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], -Cell[15595531, 369453, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] +Cell[15746237, 371605, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], +Cell[15748283, 371663, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], +Cell[15749913, 371693, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], +Cell[15750377, 371703, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] }, Open ]], -Cell[15597186, 369485, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], +Cell[15752032, 371735, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], Cell[CellGroupData[{ -Cell[15598180, 369514, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], -Cell[15602231, 369620, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] +Cell[15753026, 371764, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], +Cell[15757077, 371870, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] }, Open ]], Cell[CellGroupData[{ -Cell[15603103, 369642, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], -Cell[15607104, 369734, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] +Cell[15757949, 371892, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], +Cell[15761950, 371984, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] }, Open ]], Cell[CellGroupData[{ -Cell[15650659, 370525, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], -Cell[15651648, 370556, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] +Cell[15805505, 372775, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], +Cell[15806494, 372806, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] }, Open ]], Cell[CellGroupData[{ -Cell[15652181, 370575, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], -Cell[15653620, 370622, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] +Cell[15807027, 372825, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], +Cell[15808466, 372872, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] }, Open ]], Cell[CellGroupData[{ -Cell[15653932, 370632, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], -Cell[15655242, 370678, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] +Cell[15808778, 372882, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], +Cell[15810088, 372928, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] }, Open ]], Cell[CellGroupData[{ -Cell[15655435, 370686, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], -Cell[15667538, 370925, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] +Cell[15810281, 372936, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], +Cell[15822384, 373175, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[15676429, 371083, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], -Cell[15676588, 371088, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], -Cell[15677637, 371111, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], +Cell[15831275, 373333, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], +Cell[15831434, 373338, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], +Cell[15832483, 373361, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], Cell[CellGroupData[{ -Cell[15689398, 371431, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], -Cell[15691945, 371476, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] +Cell[15844244, 373681, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], +Cell[15846791, 373726, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] }, Open ]], Cell[CellGroupData[{ -Cell[15766023, 372966, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], -Cell[15767468, 372997, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] +Cell[15920869, 375216, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], +Cell[15922314, 375247, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] }, Open ]], -Cell[15841686, 374485, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], +Cell[15996532, 376735, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], Cell[CellGroupData[{ -Cell[15842604, 374513, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], -Cell[15844121, 374555, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], -Cell[15845816, 374584, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] +Cell[15997450, 376763, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], +Cell[15998967, 376805, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], +Cell[16000662, 376834, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] }, Open ]], -Cell[15847513, 374613, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], +Cell[16002359, 376863, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], Cell[CellGroupData[{ -Cell[15848507, 374642, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], -Cell[15850408, 374689, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] +Cell[16003353, 376892, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], +Cell[16005254, 376939, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] }, Open ]], Cell[CellGroupData[{ -Cell[15851334, 374710, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], -Cell[15855274, 374800, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] +Cell[16006180, 376960, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], +Cell[16010120, 377050, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] }, Open ]], Cell[CellGroupData[{ -Cell[15898951, 375591, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], -Cell[15900829, 375649, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], -Cell[15901504, 375670, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] +Cell[16053797, 377841, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], +Cell[16055675, 377899, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], +Cell[16056350, 377920, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] }, Open ]], -Cell[15902193, 375692, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] +Cell[16057039, 377942, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] }, Closed]], Cell[CellGroupData[{ -Cell[15904344, 375766, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], +Cell[16059190, 378016, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], Cell[CellGroupData[{ -Cell[15904530, 375773, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], -Cell[15915806, 376011, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] +Cell[16059376, 378023, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], +Cell[16070652, 378261, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[15925244, 376171, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], +Cell[16080090, 378421, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], Cell[CellGroupData[{ -Cell[15925419, 376178, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], -Cell[15937268, 376431, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] +Cell[16080265, 378428, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], +Cell[16092114, 378681, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] }, Open ]] }, Closed]] }, Open ]] diff --git a/Manuscript/Cx_H2.pdf b/Manuscript/Cx_H2.pdf index 1450ee6445f201b54e3187985384c87d584f2034..f3ccb0bb521bddb9101156166b9f883aafb596df 100644 GIT binary patch delta 5704 zcmZXTS2WxU*T#b&di2g{qfg8zgAgJ{FVUlmE_!d_uSA=u5nc2yI?-EnVRWJeWAq3S zqQ{r>uJ7uceYMxKf6ue_zSv3HgT0 zD<&>O2XOI2)3qubk(hmwrK8<2dVr`uk8>iZ^R;;P)EL&!T_4rY< zKSZM4=+tUB(_cKWb@I*M-u9;X^UEBb2;DXlz1E z%!Xg4B)5=;eg%7xPxB4yI|9?jtu%@%bH+y3vg_dJQ^_Q#Q26i7c+z|sd6Dr&ed(yV zM1AHAT!(e6*o~0X_@}FDpTlr19cv}EksJ)W;yYB)2?>I()Vdu`jtcbgO1$nl5%vMZ zKXdeq4dtA^KZ+8W#!D%mRiTB2vY7rLjs1Rf>OSNt0Wrr z#uh<$`Mh4$L2QfO$Er%coDo-~NsCp-GBJB+h0*Ipy2YjO`Tba;*+J~rzd4?t#AFdA4$mWjkAw|k5TINZ0?!oZO z#3$>0`3)2U&f1jms_z9noObY$&Flu_+bd-!GemNfXK#NA+h^8f#McfgAI4&s?g06o zMUK(9*X8B)3z|E|t5Oe}q1mU$2`#2~sa8?xxgKDkFH z#OMY1lmB*Zi}vXGNFuaN$6vs?nZ9eT2KSZRBqw~yPUoQ5uj4W=*Ji-Fw_V0~?=vO6 zupY|kK7R-Rk7qrK0o{|Mn>5*8La~I)FCV#%z0lXaC-IUu^rs0aNU9bRnaA!V0sDHq zF56_)FroZ4w{ib96TeK^Rs=Ymq?Y>(&Y z*$D4>yRr<)iV2IgRt$W7h=Zdi$vnyogQtE8>0uEm?M@6wo2jR|#wqGb_c=J0UrG@b zEVK?wSsN;HV;|2yw%_~inNDjF^~-pJT4KV=M^wD$L_FA_DP&vC(gzLvxw_afhhzcc zmZoaGWD}|OVl)B!$FB74hpXeSfXmyf%Z1z@xjz*BZcYx)$ixEgF21Z)1D7^ru@VN* z(!~&5FFP*t>XM#U2Lcucr^cjy6>9#DuaBgD%$Od|cjwfZ{?XFhyv~Wd_OWb7ZPU~n z6Tnl@zeWms{DcY*F*RC~`n%)oMUT;aMN+xdgE5*(Ggcrv74h3gz+G-`t2u zqOk(?hO{bz$!JX)>-KdGzr7kg^pAVZL6lk6&lvPaF#(MIULuE7BTao%!Q!wVeQ(@9 zX#1^K%_a%@h2zEJ->Ylql3@!SUoi^tsU_>yt`35j$@*g%jHlDzRjQr?)_;YDPSpB^ zVCZE~_rgZuol#d?@>zO~3u^Ly$HlKPzuigl;{svLNpigNA^+e%R?N^(l+MeHe76t~ zW-YywOyM!3g&GonuOaT;1Q>6?B1*+;w8i@eD*SELX3txc)X{l0OX+RyA)iY3Q;P1X z8M4UzvxHthd(o+_!U&-7*xtpFN~U6&0r|W+67$T;RIMy|sHva(I=a9)Iu;%Dee)v6 zkbxez$>`AY(%!tGn3A;J`*N0tQ`fjqy!Yy40}l}-^+WT?q9T=Zpzd92H$AJ^tbgg0 z+vn~~?w|G_BGk5OB+d^w3dSG#f6(>IsbAVT zS$v{(SjBcZ8QtP4`H#uUEW12msA=(^1IGD>T>a;NN&{APET69qDcYkhmpN?jiy5== zqa>uj2~?y&>3*7t`M0&B^6;b0M9m8wB052NmbE3U?j1+=@N(%JDy`NiDq$*j=sxoM zm#sIzlboBiM;Myx+zIY;^NE4e9jl$&gS{`s*XWzd6Xo8WUx*O{tmNQFamqu@kvd1k z(DI9U@uMSJlC?NDjgB16_zohsCmkYSnQsiJh_pcfGibcYMQQO1y-LhouKM!byy+Xt z*Bj%*kxhAwW-yOp%ySdX;R z^IPVOK~fucFN=JP9X;BsnnqTyogUZ^1Uc;9xHza2enKuWIUT4`d`b}`S|*@Mjufm4 zkLm<88^n#gpVyT)?M@5qudAxsQIr%n(9cX~ym#1hLY+eVt>C+P>Z*3yS%#=yXMOMx zCtPR80%GQuR{wy_;GO4&OeOQGxL)W^3$pmAH9C7*b zR52A*L|mCYPG5pzC;96q`Rk7?Zt(8|+B;JI21p8gXziTvh`$Zm8zTwc`_3H9)ix#= zyw4PP({7!$T^QE^x-L`BmC8R9X|$Pwe|VpstLqjy5k_x_|Bgn{^qUB z%3|K@ktdJBbzz@<@T8Yz5-t9@qMtX9-71t4q%kHT2Yzqux? zRVOeG*W7t!yjp8zU1Ku`1i(ZdTpM#XBg<;FFtb*|qYd>S^+mdvzpEz4#ufDxxD5Xx<;uP!Bqq(|%<^TbouuCK*W&m%X+S*8h^j^V4!{;46 zMZFwOSI$=Oe6HM}TZJeg;&*&fPmn#FZIkIbZk^8bl0iQs?_=GU2$-*C7w&PV{>ic>;V&9vpVsUwHIzh0q5 zeH?Z%9@%@=Ri*gC>KA;aRnTJ1Qq~kDLPtFXlwKG8Z~o^lg29irzVM`FJdGS@!O8 zWhRp7Y}5f*V>hV|9IRB9ir#sFRSozNS>Z%HuqfU-zf2wqzD`&bO3!!ej|qnEy@sus zkdVM50jMxA)lcO>5Ppt#tfO41giTWRp4UTyinQ?V{)k^zSe;B}U_rkQ6!J!e`x3>U znM>@BVzAQZ{Mdu#BO?}?{Z*nq&KMQZzX-tV&j3dxV#E$E%que-w5^ZJ_0hiR#6PQK zZ<%u5-+;@gUrT3C&{R zG+R(<%uE_|@i#v#EYUUGH|yO*24p6qh6NTyL%sD{iEg*~86;;VMS0h!!PIQg&Hsu( z9OzBlnO3x%|454}Nv5+8>`w%}Vb5yy*Rbr~Ds&qgg0x0iIK1*r_iT z{nw5y3Sy>8V;2Z8m95D|^Bm(=@OHG5vrGZ}W-e17zpwW>L{N#%ug zWAu}l*sCE)_Cm1kk67gz+Sq~zb|kSM(n8jK-%T+D8TS&;$>$2fjD*#L-c9jULtsYy z(q+SCM9HyjyG{+Gb7};>mRq30xtVl?LXs46RxwG-B*YEh7iM&{bISXv=k#>F02q@x zOm;5FY86lp+(j4YnQJ)+@o)BwAh-k}`|PDp%L~v2-Y_+Ht%I-Y8Y&Q@WZ`Ft6BXG9 zBZ$f_1#()1f-?(hV&BBJyEC)LvhYErUo=<@Nw=3*7~QAhjrR&0g;QEvZa=kATV_xG zauU-nG*b4K-5TNbB?8-X$%&*6&?QOmM#TD4GkU+Q*P@*>?%!{k!am&>r(3h|D^MFPswke$~+NT zQ?PDbN@@i2oCJ6Y7N(=+RkovySnR9~Uh^`@OOkrW^j3m~S=M=jWg*q=iHE)AjA3!K z&h+c$YD47JE7S;&^(R1l7>2gjP*C-}rl1#G4Z=;Qy`rDtEQF}T_6uIHnh_14@pJ8Ztuk`z%r{u0AA?Q^+ICwG2wc8zu{3zRNg ze{|`JTj_S|1~y~;4bX}fLTVR?8x3d)NxY;t)7%b3f%l&Z7B0O1=HFE5SKO@P>UFVb zA2;8?BQcDoK&@e`1DRni+3g=U=m9b9tTe4hpM3Wrb}V6(Hw3LJtM*o7f{#GFi|y2t zgK5epnEkm!rG$jJI~$207jpN$0ofA$g?@piZ*MfV=Dz9aZ@lgrnJYOBapAXgl&w@} z%-mJXyc;VS%B!3fQgt}3F9sIsy8`n19}iZSr4;bs0No0xt6+(7{0wyh;!`fO1~x;* zT17^gPyR#hZZIkAU$UiRfsSODi^G}c$NEUpfm^uYOq2ZGxcLJuxIgWYsXGKfZ^Y{fv|0oZe3p<~0z4??u2#>E_euoK4q>r=W zGdHcVfpPj$c8MUpChS(2_)`{Fsyhk~y;R(5%L)sSH-`^#>!~Iu4 zdsmZDsL50m3o)j)P$XeZ5ItHJtM?^(jZXCF zC*PSfb7sEp`Ss5AUiUN49qtw4^~D+!5pMfT@WQV5o|9)cs(av$*alT6NHM&!=bmZ> z%}kXKsNY(wMdq|beeNrsdy9JOytWSdIpA_Wo>%pwQ#BxhP|c@7{rr}=93mftM%Lbd z@#)^#c@}ht$efxoKK+32SV?)##?w*IhIgAZSm%);KRB99=)hIKh0cRqDA9}}KDPER z_6ju;mDJO1dhexvgXkRWS%%pTosZ+0Si^l4>*}56>=rScLD68Lg`La_N?QkSS_N_9 zPln|CJUDgrty=D9n#Hbm`4Y7rP9mSw7c)+9pQ%D-n~D`n?64`xlZKKo$x}R{xy9Hn z)scSQ62g)^=Xkv*Kt8f^rCE@cqux)295B~y+E{dIEj$CR&GH?ceE^Ro{R@f!njnJ3HJ~c*bLmG>_ zK|XS7_mLB+^6rF61`wmpirD3=SLS0~3e0KX_OyH+s;TG}W>_?gk2*%YA;!?7`=eQ$ z;3}aPJwU@Or6UBColp=zmNj4&+ZptFK%QcMM?J6_st6AzUM&*@p})Y`R-w3<&b$uiT1=M4Rg;l;iw^LjfZnya|9{X~avSc=-2 zLhD$H#Vs^<{h$`{)nH&jWuTm@vpk+jq$!wK!0rVkr-nvn#rSoS*(e@O$l|Ua{iDx=&lF-9<{4A* zIk_m4b~G@ZJF!`Cb0~V>K-razq=q-%NUO?h9zx{6O@mlc>2#I7C*4PJPTR$>@^M^g zAh;%J$P$-%jW&Y$m6eY@?Uh~gJ-=Hax8P;z+lkn$O^uT_rm+@O&D&_s!cF@AEq*yj zW%cflNhD`Oj3^tyvy&pcvtl?%oI{;(N<&rV$Q?fhh+t~)$aaxl#Js%K6p+1@|K8MZ z-&9dWfp`MKMq&iV7Hc$CWYCIZD%AJUB-b7_8;eJreYz7C*+G8$vE<;ULF|n6frfL(EcF;hZ2|*NF8$iqRd7~hwP@4kRpUBa$)O( zW(hPU(MzC=rc0GYdk&}a4sNhTI+&<_KetsVg216r`)Jr>N3!evghoBbz3A|FG*hfb zbzgVwY?#8qCq9WjkwM4WN%Y5OzSps1aVDLV5ztw`Bt*;JLQ~wA6u(6>e>{VA<=7{R z2nQtwkZdTAy>b(56)4CVrv)p~Wh{IIycI}Kp{-lt(==KTA zK4RX3Z1bHFo%xWEfr3h}(0E6N^PxvCE1+9Ja3Vgkbm4QjM~%$Hu(lXR7$?Z4BIoBL z1B?e};PWL4IgBvD{N|x=xe&alhUMjqub;~>;N3b{>&-w}A9GV;Ip{3h>dR`9{f1(+ zR-b6$nrtKvt+yveQt{ERAOW1OgJWy44G8O>vtE37%9u&4`-&_>l{ehsLo1bFc>u=l zl5~8qlZ_KxKjtel9$tlqWU7>vGjBR(FvLz1!HnPYJ&SjlHX+fkcLJ?*>Pw|i^CHQ& zyLLnaXQj$}Y~ts8L4nTr&BksXI79EggR9@B+ikT2=5Qu*ANg>5emvR%6V2{vL1cvF zgAoH?3Y1I*sC8(tj5nUP^5%K)c{eEmKz`wpN>q}x$?xxpCdp#B0PCu7` z-k3dMS;ECXb5yKXk~_`B#jMUTu!WdOxy^26>%{pz285f`?j1eeX|J<%)6Rgvl zpqd{_58nbjIroHKFXj{w_#AI#9*-5Uu0U-W@>q!v6Hb5M_DNbean3b}>0O)3qB?~9 z8DqUfJ2L<;$8G7@^E8N~yGYZvQ{DC!a`B&<^aVf7^_@L3g~VS!pVv| z-eU|s9&;!hR3cJZ9Y-vnp9SePiU10nN&4USwxnrsCP+oSydZKe? zFW1H;i82S?M3En0oEqc}a@>8? z8MuI&(*lU*_O^}%UHs)f=DgpfRD#Bl((T`{gGOf*@O1tEa23KIbJ;vwvzVg%nLbGH z5FmZk@fyW<@jUP4VaLaqozcFLo0-XUy33v`!_AbC(XE)|8Z3@GGuo7R7n0H?HA|i2 zDmSww0or!D)f^v49?2Sq+vLR$q4B)A zDl`TX*D%0?${H?*4h3z?++iOuE~NpHjC2@Jy52DT#|e z-kE}}kUr54-XP~5N2C4kK0AMG+Vs%QZ8LE$eg1A$cYj1$ZNzL``YXS;zpdu43Uq%v z*X9+{*r)e6H{s7P=AnIen>H3RX7~4^ZJAh5q49$FDu*qWOPH&*YlVkEeIvpZrCh#q zACVZ5GOlK5#k|c>B4)bw=E3tSPB}tNLO5duds0*PY%fRZ58cGJ>R#uag?@?n>JqzX zJmykl%M@XYIiX~0Z;xTd)2PPla=P3#f6MYy8_b*X^nS;Ad0N-g>{h<1|DyEbayS^>&g6Z}WP<((;puj0>crb9}1?!61? z_FES!XGZTMH%im+ZC^Cv{kgr^xHGp}y2Jl-D>X1oHPuHylE9?yj_@9P?fLB!rs zWQbrT+P^m8w|s6$Gh`$otkVU3XNdjoQeR0bdxFH(GwK1H&~?zE@~a$?r?{I{vw`cY z<{O9;lkhXC_!v3Nkey{MIV3B4x&FH1s`jR5ygnJGG5~10!0?RsbN_10QJo^i|LJ&``jExwPFYYsc`;}fZh??`zD*BZ$+vayNi>zR| zu7f--voDR~kDGtXUmf6fxv_7&I{9WGK<_-F=2bfU-Q4jvHziyHk!mg7-nPupVah0$ z`1)Z7^rKT>u{UV9zftm~IdBh*h+ux47Q=@xCf#CcD_O|!I#~isMM5I@XFO!^ohkQFfv*YN+6$TQ zT`QWU+rrQgbhw*bZorYFLNyuMfPZse$$K_!PWQk^)p-K5Em-D< z)rEG}@CR_G+kOaZ@(30wI|Wqoo?X75fT?dl;VjHx0?T4VF@Qoa)P$)n-zQilRB85X zzSmh^P3Go0j`R&Ro4!u~AXvqtK&W)ZZyuyWbT{@@$h6Fr1NIKL%LAtO+U?GHy=SV; z@x$?j)?t1WVU~JvC*_l7?Ttr;|*vNhnL6UoVStJBIPR=|AU};8J zN5s;nCRmGbgDf?~)@N2oPs$crF~G$6`g<6Mi1-GT1BAa!R%-G#~}o~V?sg=Z`3eN>afvOEJhziP=26oM4~ z43aa_ZzPBt5#sJxvw4~dn|8Sp_H4t~M9l+S;P?pjr!a|u)!x!DoT)DTBJLI3<7|@9 zy+D(MFTKB9n%u%4bF6TLJJ{Rd#V@bUg}|oBliUkH>KN?Grz?TeJkZTinEF;REaftL zGIUp#V$St+K-IfRWh8AQ+-&X)@VnAcRk+3<@_A@~&GCL-b$_E?4H+`6Cd^FtsoN4e z;|jqysVMUd8NVxgX>9wLPz?X6mKCY4#j&t9o1UMwacwH%S& z&&scYvG;?Vuq3{^ThTS<5JlBJI9u(_0Adiyqs}%uL5Vj*RfMXq#vL|KMKvZHIX|CP zvt4J`Gg4LMk}g%8x<7LE==TZdE10+rNU`9qW2+YAb2)l_IX|6!Lx|4HQ?=zEmer&v z6|k&5Ftoy9UdB5TWzPefegeOSSdsE^4_qY*j=8*tNjLMPj2+mtw$-kloKd)jFpnZi z5|E#b1adSug~l!-ndKfqMcq$xkU@h=s~HKV@XMVm#PuJnYSCdEHx=yP1`5@rPF{AF z`AD|gAqs%91;K7G8hOsmPr%$$F#jtUDOK*ah3(jao|X7Q7kB=vFcX*eYwc zf~SI_M%e;QikSd4lx&2ST1o)3>xivLzb`dA7*M*Z{Vkur2UkG z#&i6qOlD1R(*@1+okMWWD~P!p zC0~s7Kr7n|C(I3cgHvKujbT$z%}^a^4|LBeW33SVwJSFjR?lG@!IY;jF_RKw5E#e8 zA00aESZq$hpKHVLYnQy3nIPqg;-vNWUh@%u~$XMu-vr#HTc!} zcMBs(lsvf9`5nG><$vq{AW31pqpksKbsBFTB1gu2uw&QcHqOdJB!!5s$ueE`K;2+X z<#s#80w$m7e&T+52n6uWKFE0vPrfqF^9MM+(*NifR(4gFdwJ1@vs z`sHgUfbHpUe_7B=e(tDBX16DIwj~el!Feu`(Q9X%7xr<8{+BR>|IyPOE;oh5s{*;{DM@gCI<*Of_?-c>76MF6CD#pTL{ zxL>Trybg|-WT=&4yuMqtK-2J-`SWi?LXW+$yx87S6fYdS zRmh((aEG_A$%ld8S25ms}%AML&$JHPPJ|ykOaL(oQ3DO+E58`z`1s%G>xTn zx|_i%Eh?Qp7WnY5(KXhA=dw}Wv8LKQP;I=RxE#d!9X#tXD4U#mTdmFJMQyx!f@qM_ zY5e+%l@HFZV9m@+Gz02*zO-Pa3P2xy<5K&{G3vgn2CMNgJoh#0pu@nBjy@A-Ul0!5 z_2w-U4#n4G=y#i^l}cULcQYvf*36ucZVvn&-ERwh!Fe6M@g?whjxh=7B}y;S*N>A0 z)7{4)>>J6qzg+u$gCK+3){S$UtYH)UgDxj03*x@(zs|h^9lv2U z7e0niquwalGxVkT+O4_)8@ed5Jx5eE4kFi8O&RfGEDTJsxDv5TcEL;B`Zt|UGGZxv z`qFGpQ>7r6G8yH#oN;xJ_ioAFDKUuKb>JJ|{ue)h*nzHg4(}yH9#6Z`)=g@lDf#s4h||1J0*CMqnPQZ1=TAS6M^&JKO4NccY&j@%Uh diff --git a/Manuscript/Ew_H2.pdf b/Manuscript/Ew_H2.pdf index 12acb2e39876cfa724391a772fa0131de04ab4c3..6e0001b442589e541b1daa0b62aff5038e62b55c 100644 GIT binary patch delta 39176 zcmV(zK<2-Z*#f|l1CUIAoV`Jh?YeTMIoGeqVYz{KERrHcP8(<#Fi?ZG4fMe9z{qOb zF!DA~RRjP1=8CmeNO{hEuY9YFdiO-6wl=p!g@VD4i{<0o|M#b||EG-k@%h{F-;eW0 zTl@cAAHV+N@BZfFumAb{_}Blr54!8ee;nt>-|qka@5euWgrod_xUPTN=lX9)`%(MH zfBjhf$0+wlY30W_`^Rr~j2~C|`1<(!!yzO?H{FZK0FdtM(sfB&O*`*EG) z{ZV=Tm)}}T{n5_y`lvns%Wv)V$AF{kUw&15viJS3k)FTwz54LJIQRa<^I19m6W@DJ zT=3_UwEq*|IkvlhU$0Nf@t^q4YyYtE{;6{OC%(1rA2!~ti1UyAefM+zZO`kYjvr@R`|R6Xqrh$r4ej@j zbHN-}r&$}!H4mEY-hbZzX@hoe9rj%c?XmXX=Z|vgZ5L@}ul)+4iH*XtsGDu-7^0 z=yQBDUbL`(7mlC%0SbFRN&9BD-RRnA@2j#+bcp@ywtes3bDcj*x%v0i8|>cW^X*63 zmuuT=Rob|Tm#@aQ`|c3OcFf-CxX*op`lH@AZCvPWj}?Evew-tE?S4jS?`LM4J=%9{ zd;ijHuXgdzV;^^2KN>IBh0AmGABddW#6Mv6TV}g|F4+4b9CY-3Gp^nB`0YJ<(YEJV zXwUtJYj?ruTw}z|-uB?-82jNG$H%pM6|djE5&On$`;s|YgE^yXZ+oIa`*OEv(C+Hz z1v~os0Y{nhqwfdjx_Lm~*MHkHy6?6Te0tee<)V!XvF*|0dhc#u%Lg9mlh>PfdfQiY z_igWg2l=BnpJ2x0v2C4TcjtX)`-R6OTC^e-Y{$hOx1S80u*Wa^`nb>NfgQp4q8%-| za1KHwPpH=?hPn+L3Y z!re7X^y&R#L5sG1MHkyP4&3&PKCn?n~G3GjH*fuV7*!y|Hr_MWm;C`@wXNCK`FWR^=+g^<(9^m~S_L#Y!+kGLoeZ}?P zc3b=R!OshD$GdL-hc|Tp195ZzXU1z}&WM}%&!E}rh5uYF?%)0w-WvNqh?a2x-fH_l zEBf?Y(a^afyoQap{Ql293vE2E$2$2O!!g?ZvF+v$?BBahc6l7P-|qWA^SWq%<9)aM zj2&?#>=7x=#7G}*x_T_EkY{3 zV(m6<$E@-B9sy?|u_&}7@4MrFRTwtz(zX$HzMMWUKHWz+=I-{}arMRn@R%-yUYNTj z6V@uUaEaH73l=t_)3$dSaL|G1v>km`+G_`!wc<;@&<^~ta-IrL+kx-|N8~8cvbK|_ zau%gnXj-k|hzBa#wmT{uxUb>3cj$qGF#+w}k6<|~qH8p4MO1^Q@ux(8o5L~q#Vbw^ z$Bf5dJ8rbB#p4t9ejbnTAfS9js}VEcVG04yzOQibB?<=ub2%?X3wRKC4!CM0252}! zCOlVq5H#T#b;*Np1P^aLf9{PFbww&P9F7E$qSzfCMtig# zziW@<$|`aUylUXO){qM~1)jkxwp)g70}s}*@)my55g!se2(KwY7Y-zJtZ#T z4jMIH?f3)2CtMtV62pT*0X%K!BR}NmYs!Hv4<01U$Cpl7;=jJkcie(frt%>Ci^K2f zyIdku#(yxjM-Rt8QJ&cUMT&r9R)k3Wx9DfCh>7u+OAZ7@{P&6%#!>3YxL6Q`;#brX zFGKuAabtTBF5=jDufY>>Z+qCC_lYW_SUvs7Z4aK5>a4tf)EKqsK<(lJ!EkcyHPjd2D!Ywy;O03Xg(%Id7UA3ymtwGmHR^nCX3?Lo#Go;Ky_Y~dOVEsaqzT+_#_xMDkAGo-hhffpXW2~a$V zE7qBR+#liU=S3I0VVhC6hzC#iXEHd$!zj@Z>n1(7`oWA>30zg(hu>Wp`r2Y}hDU#n zNDNzd81?5w1KaA~8HZ207<92Qpha z=s{?l_8f9WY<@n);?6e*dIMV%m-D(5s<)?q@KRluVs%&T3ZBSf!&BsmH1_q&FU9lD z0EQEFrm3|niGc^tJg@R4&n*Y9`!yKhI|ppAcMi(SuDFA$QRmgs%jCLa_!*wl9tQXx z-G!ckaZI@QtZ&zj@bu{0r^5NA@gF?xQdjOiM&bNY7J5xa^UEp3wG_=Szqn9|nqAL- znjCuY?=cQ}FeVHaFHYyX@%3154@39G*LZj^5>PrDR%mK+S`m*Vtx zAPIg1gn!@2BXtggr$qDzf`Q*pSc z`)JVlPBbW=lFl)rDLq!$NWD1h(i6!|M>IN(BPhKH9JRqn;~m-V=U%C=JETfbn( zG(^x6g&$t6kr^?oI`BlPVCUL@Zu1?LXLu$r`?wi*;W>5LZwB7NfgL?dslJBIs6^j9 zrm?G_6pgrxK|tZyW4pT2e->v7YND%gV4+j5h`i-?N{lM$pr^+Jh>~=SIB$;vQ8CF;sUs2(0oE9lP8CnfJQ3{=Rveh$p#pwiQI*iE0X1+0C{$t?9cM%#I5g&) zHL3we)H^t!LWO#!a8!- zlZh`qQ)N(Iu5~hkZpV&Fhg>YcR=04SS%FoZ1~v8gsl|@~s_Hk(wr#XSE)2urQYmd! zM$q$g;6-hHva;Hm9EhN(zV?_-fd?TJ^;xDBt3`BNE8Ew9A}L+dkJe(^gvv3aL)7jM zIJ&+UgR`ic>zqAaAatRI`ydC;!6DQkdS3_rHTicPBea3Wt{N%Xl zsD0zNwY&{~E1uqcVHF*8wYLN9{radU5Q^O$7E4a_V7hsgJfy^^A2&I!F&r58E#K{m zKD86V-B-!luWUaEzE~ z^B@ZzBzW`sp(}DnH4AY}4Z9aVS_M<$Jghbf`9z?B}1@$32 z3~u{>jz|X^BXrEyM&N}5QF%Ke;8&ExXUx0Kc&EdGnl2`Umu!Ts+oe@FFj~Jg z)}rCyvxd2JU5qPU3dlh2ddS0R>no4IEA>WyafRQ)f%tv-*+9K~!tS!h*!kA&`dN+a ztio~Xf|6RgJ=TK*Ves~xS4GY_U@KO@fsFC?Tqzte`(8Br4hN>+J%dt_A@9I=J4JzG zkB|>|BHX}%xQMJ)KXt|^9W=(`FIy2Z$5MR&4n!3s*nA1WgHSmzvnLysvN820s~CcR zT!Agb`w%w9N853-Q=_83f?Cn_!U$>K0*oT6Y{bcd6i_zqFSr>wYK+GL)~Hn~K7+1^ z2oDEBD+V;p4h-A}UmtYrvkh15D#qq(#~ctH@>~%}fqdwsyv3vG#R3OrYcXcaBQW?L zC^zs%Mv*W;6P9J*z_Sa;icc3x>N`q*VmQfujzajp9~jK)k`6}Jz+J)-Pe6~mA{$|9 z50KSGw*!fE_jCvx7*1oH-F3+@>zr; z!zrJN>Nm(Em#*O0$M#Ev0BnR+)H-5}1IOSIQ8l0knPb0{>(&;e(bNeGS*NCdIcPW< zStQ+8)Wk6fzCF6)jpO=W{Vr=PDMX!U$*~`iZIgGZtwo6JCkE<=JQx;TM*QGFIT)p{ z8n?d1i~d99GCGhNCdUQGjVW~$-EKMXtfDNZU)KXix~9fyZ~*4HoDRWp?FhFWz3|oD zIvLKJ<9yf%o7Ygey0#ISB#M!L`dW@cFONOpxH02=b)rDwK_K0Zi_auV$Y@AW$`3~z z!TQ{Gpn!Y_^*2|H_~F5r<~lVFg#*DCe)gCBuRCncLc>O0-Ime;oE>$}wuGF(gR);+ zVrJk#P;1k%74_zT74_g>eDY9P*CPpza6dk%zB5m`nEkX{z$_eiB)3C7r|6bjTs*kzXk?*-g2zPv9^@3&w>4tY?-M?biS9Jm9`Qxv>plh_t+1_hIT zj|RY+FAwy%_JUgL?vki~dN!B4;D|?aKjM1)uRF-p(~l}@)+$V`4C+ZCAY00eQ~e_*!Px=9ID=gdn>ug0}jRce#WQ}QMTKGT58Qi1GVc$ z-k8_8<0U)c@T~-XS;NEUa@$Dd>ri!|_7eY!>C;ONJdocA>N!t;6flso?ExiF>T>Ng zItcz>5NR^d{`7wiVj-)vdX(7$dqRljSMIJHCkG2DP#>EpgOK3Ul2$ZChYu9X`pyX;) zLQpd7NZ`cSS~0Ty)9y#pk&x)j^p+XJtc;c;doQXuz9^mAxHQ9 zNC-K5vl!&6;$@_F$iagJ5Oj>n{;~x$*q0c8WDI={IEb$nA5f!%3IVRp z3U5ve)S;O^5x=lG87RcJy1XRB7xwj$KrhUAv!F!UXvXQTpxJAXcgIHpzi`~;BZ1$r z^??XGL(?zTL_WTyGxggpfmFaAEpUjf8b znE%aR5~lcn;+xltC0FspuzN&=JD{^VG{3)1yv_t}Bwkzxb5ha8VP3THoa6p+`sOBv zT89R=!i!MywkM{Y=fG5kRFGgBmt}9HsKg-7s^m)kw*@_pABT5enHzo)Uysxp^@}FzI*f%)~uh< z&zGb6t;;l*%%eWS`3bS1@UY5HG&Jm6wqC_{G`)&R#0L_B!s<8AXyjFKBTF;z7ST8s9PxG1~cm5*B7UIEf8MH^Yg#%s0o>Zy_curZXJ394KkR zadX~MkS9IiAmUkv0UHvYu$OVp!Io-zl%!^~Of$F|me%otDH~sLf};pahT}FpIr!W! zA%;XA>#f?RnMXK81`>I!w^>wFbnv9#T4W@aF@~R9zGs#(ho8n2;Sj$USxQZREJ2K7 zIMgySittP$iV^s3<>PQf;Jdv9KgrgNSg@4i1s+n)bxt_4Y)XD8z6qIU*|Es_FwUY^(x! z+7Lyb&O@pXLDZ|aFiIhaVNW@KBF5aw1O}7HQbISS7+L>q{9ce^b@khbA{@7DROiBG z=og@v^$CE65o5UE?kqr}aM@$h>@|$ z9s!Bf3)sXXhRuc$KCHKYC%DNThGQ5;4EDO-Vi-gaR?ppwA5=L1GAsy(FfA<1FO?2H zm0|_!{Szt}4xV*6_%Y2k^9RR^-HUc9Jtevq_LM#Kwaeh%+i*;abni$=uinn^Mso~P z{)X}qpIJMI=)u9@K|n8BrOZhcp|>50lgrY;^Z3XE59&aSVM=la z>rpSqa1c|DgXQRxxAE~Ph$+bt@b}H3Aa>6#hoabanE#7R>2}s5{O{$M4r@w#1pj?= z^owCkkXp<;ezz6Y1R4!4C;sL@)C>o^7-2y=WGnJ1ml7-ZIPTMtPstV8!Q;C}p>O&l zihOBDwsot1X^xP8jzb;=KCO+qi{sqm;454Sn)twPj#xVz9=5AFiam}A?+AnKHs<)r@wikTJW@cIa0_mPv=qk>D!@5;q@LU5UusP zq9pR(4)S<;4`y*FNqe;RzKf*uUN+&przZ%_`{rPj+}-VekmF`rW%R8&JgLtL%lqa~ zu4YKE5ny?FR9(&oj!fP+TdA5rDiL{fuw~uJn?ivIyeE1Hz+-@sL&=*R0n#0>xF(P; z97g0ErI>n&nF~jgLqTfaz(XEIsqu}NgF_@Bfw_9S^dUO#c?}SbW7xlZh$4vDY2D}P;F4Z^e_Jf!dH?bR2;?hUA?^!Db~J6 zOVYmC)K)kW5nNZDBm<>W4#b5(aCD{OWbKI7Rj2nt>zMFgRUSn@u^C`98UDCD3nbmi z`yjwbI9|nIr5ndnJmh4%;JfM}5gdw-WJu2D@TjTQ?FgWvdSnKV0;Z;g1@KkYk-iM@ zh2!LZ5trj-p=yEwzIy-2BNRb7%&f60K5S8f-2qcmsU-Y3+|>ml;a83S2=K!wd-2B& z7x6?ikmu7#{g4MdUkv8W@0~2Dk-Rp)7bOA%eUmlIDF$#7Nv=b1y^*~rS-g3?tOuFL z%PJGuIhHvO*^RS4Ll9PV8A_A!;@+xf7Rx zClC%*qLttqYtNdCFC0wPk#ybdc_KY=1mR$dwhIt0+9eW$Bpe*97Z`klgS?BtH#jbT zV{IxzY00}$ICxIOa++Z}zoBq-_+cOlS3QL)6z(<23eVyNO7xB8#fOy(xS<=06dM;4 zzlR)nyX8EwX}Oq4=64W)@yv6waSwPvHtsdIEjTVF!wHx*ju*SCc5rxlTu54D7TBG> z3aHB&{p9I##@{?$AOR-suKq9!)vI}bt0fMM)78$RwrRTBm0XyntKB4T@DTB>dL%VF z00-lq%7}2BhUNHEL{tlngM+{j*|=!ei-dz|I*K419H%+Ai}Zt@9)WLF>ma@oZSw+G zlWn=Q)*M@|WrZWMF)w8W#}-slE@g$M5em`sB=#*9{>mQlrGgK!_ z)$`VxNfF_7gynMmv01rXo-8yjnpNItT(#ty(6|q;lr*Ugy>ujUq-_B<9rT=GF$J_Tc@h&h33xyAtMeJ3AIz6?#S1wwg$$U`EDvEL+H zSM4uJww}}>3lm+S8bLNjo$gQQVWpmeST=?-!)-C#PiWUDTW1xKo&YhrW{8tzOHR=! zn-{|*%jPIdl#Ow^%kc}!*2nHS&;Z?M#kI!#{O)7@cTu*XOT`rMQTycWO0`ecH&gBN zrf$+B_sKr<$bB+An}u_KA?=a-WGH#*eO`v&BIHfYQ9Xj6^`-Y2fOP+O>wU)BspF;Z z$w$L_p2aL#fX2aJcG;ol*|ZWBOP2R_f!-%yQC9f8jB`=p^Ag)*g-p`00rbDSqB8mwZ|AGl*LK9mxk2L)Qy`u4`VLD7X$n6_@@V za9y)Bo!~lvz^3s+@l$$^srY%SpG)zRDk=%rT}6`{QuwTT`AXr_i|;JpX~^7yoj?WR z5g{B02eTh5awh60Mb5$QAQtX28$%TC2qZg-`eNZO4NZl@T`pxvpELA9KOS|>Q{>!X zHO(UOin^-3vfgHYEzPE61$D(rggzpbv^6mU5I@e+nMRJq(e=Ssu`s%xTo+~8ddgOY zkmm6rC4f}Y?4IKgX4hRS7H8L|=2ghqb*&#c4BB-sA{1xWm*#`S+4ZI9B+hP}dY1{C zJ4R7wx3Ff3XXp{uw9b%)HJfrZfpF-8Ecc6i8)mRYzMRrg&TuwXr#M2Gy{n8=zeO4=T!vCjav^hLAfJjTVtpO0ZgoQnF`NX$hE_2bTwgg zD0)x*4J%ldt_3N&SR=%$fJHh_jsho_7u}~WwkW#W;!}d?Zc2B49jVb-4U$o#6TN0h zqZ751TbfFL!s>2ITnMX+<>?d=4Xh4ptKx9RyZh2OS6Cg^rN^ZbC3g!_6(k4pku_pc za(6;{95vj+7sSY6c^R2ILUAEbx;~PDJMJkaR1n-fAHhxxMnb_DnAQxQxV#FoZGB~afG~o#XSh*je?r9DQ<~y!&O`#DW^Fv zA(Rm2#Co22>8-tLMA><1^eF;vcD-h#w>i53H;QLXCS*qQz}MDpmL$Q&qA;SDzQ>oqKI6xvASn}vD&wXO1+R9$yF}bC8Smv z`liw#;M(=&>QBgVuE`rxKdk_*PG9H>=eMY(Xs&V}03lS?O8b+42wAy&B}`8ec=rP|B*gak9UgJP_33@&x& zlP&>G+^rPCJmZ2bE%CQ}=6PBt&sv!%Dxan`LnsK^r1~||%EY2>>84mK^R%q7wKC6t zqSfn`%0yRaa?Hi`{d{L0(#m9C;5?0`GEt5uMO03z0-e>YL7~)dh_gmGKTycrTRs# zMRneJTVpdMYKpZ4MOubuSu8Vu{9&$7goR6GCmJI0)BU@Ttp}e9VxjkK&Y7Hz6`03{irbMLR@L zb(31f)nbM1l%!Dg&9KHM;>>t6prIgChE+GMDb#(8HHFltTD7Qse~q!5*d-A;gYzd zL@JAP^x%kySe)XfNM&Jv#o+i#Iy78tAXX9cYUl-F)ynV;c|x|bwCtN#6h*?rw~-jq z?;hl*^bC3KHea42wJl4t=AyJM-;M~QuhU5F^5wZ$q+$y#fLV3HBu`|u%kan%f%Wy% zxzO<7<>7fGb_vgIe6;I|`8reVvZP?Gcv0R_0wxx>EX|yl#Vz4~x#eKcZ01L(ZK=+) zcmt(vSyC_8+Lq{Z44T%qgy%9hy3}{MB+)vRCFK(>Q(2ltY>9o+^Ns3^M~C&76s5$5 zQ0&eUrOX|oKxyhS3!S#!WIWsULM# zNe%Y$lelDY87ajjOA2-qG(FxgUF$?X68Vye#Os}(8hqJ*Gr(IDvYg(!p{UpziN*3k zU7vcSBtsePNk>GWa`6`V7BQ%lpPTY9fn4r8!csjx_|F8*ZA(X?U1H zPCtPHP*d4|?s)VjPwzpKdXwkF$4YMUO!Q1hX{68EVZjQN=bgfpRG>U_Y-6D-ZOf%jzX^cvIh=w~X zQ$L!N7~L?-v;rmM_H-I4PzvMuvH~SXNu=8EMwmW-hEm;{l#ynh-hl<4&;!OGjS-b8Y%250Bb(K)%**x02Z;i(@&qN7%Y8w>&dJ0p51!L@`FlBgHO#~DhI=-hj z)DcO48y?#nuS#kd=|UTbfd2^SYO`4$^7hEW+TbZq7);}mvshIYZyKyS;P|$QZQ4q(d*H|B$5jdm9M_V+33|=HIt|%;8oVu1nsWKcP(;% ziGx?u)F2!xsj7S@Xm?euMi#TXs&7A;-6J-V8ulPXMwzx-?=r+Ji?SF?Sr&;U3%3O@ z+)UR-Q8l;ou-4_7)UTv1Pm635w_T@)X{KvqzpXA09s^v-;*U^;(U*t#?OYBw!f$bR zj3bl4#r@0AARglm=VuU(=ge;*fSXl+cj;qtI^vrk=FGRCkldM@xu8aS#j<}sQH!Oc z`7A+{K<3QV#Z<_g<0pm8X@v|!y}4r=2;Kd!P%}`;RG9Bf(SKpSGdD~S=R3VGoiX2e zIbcXcGv+}EnMgx(w$!C0=sTPB)1;v}Qyh+1Z%lYuhmu_Htkx+pu*pp?wTiY2J(7l};SRNBOLY;ENQjNR41Tqn7kdM5W z-n$7VNI6UwVBkP_#Z>q?jQxfnW|c;yk_x`PUstMOo{xB=_fYA|@*=IjIpk72%)T=1|Qh`HclMRhQ}k*s2rG3<$X z@MN^a0R#Ua0xw0(oY^-RJVFQ7*l$Q;YHMAC!NZ&Eq(r7S3QL7dzxBighq9zpTd^zD zjw_?41|&J)ksX8}@bGwlIW;m1E7M<(N@npD5eYnsm2$0{nYzE$%{&zv6Z{=6Sz8tJ zOoW*svCjl>3GsH#znS6f)0@^A;sr!yh!+(CKvqJ9DU#Xm1aOH;V!SW>xO0VAPo7_h zTTi(?VZA+(cVWGc7^SdYfGw?A@)EL{msM)3R5CBUZ&M}Hn@dj*%9ONG?4k=%L~oS2VY)y1P9nF zFA*Ug9Q2cxRai@Z)7n6(rI~9DP~_fY?Q1+ZaA<3GrDLhBnUuEx;>%lJr?zHN%97UX zGNQL$CLK~&(_8tatmc($wRANvqrv2lL5;OxA~}RMQxw`lo6St9h~&%Lju}b5s=K6- z{jiAlaviBU}QY_Z=rR{po;|P&cO1gDz$dMAC-ohv)J}+MY zOMH6w3qjF;2T)GMTuXdtH6?H8tTFiw7M7`DCVFgh` z%7UbSv1OP9M&q|%5Aqy(J-Mg6^g}N%pb;cp&4GxK&Ycb=FnVdAXnj!+0?9}p;W*`p z1*A>IM=Ojr)k3W>n%Hnm4|@Nu!_ahXisTX?ZCW=hX1a1?`A3k{lT#KXZB~@EB5Bha zSVGfb>-f+kZCWU2JyLI2Ph|S|hz-6zQjfHMY3wEO32(P!Int&vqU1+C3l#+Q0b77M zDXgjqD65ZFy`HT$>TN6pR0pmRD2dfYy(_fkMJwm8tu9)%tjS`cRV;|bL@VdULp?N> zJr%`&tBaa`LUkUCNW4Mnpo}-{2s==~2i07QUJn3dXMBM1;AYhmc6&kC)f+RQY=6an z7jkcQQQ1i2Bf%GyU5iSkRx>SnctmB3o=K|uz{nwbv(-ya^)Aboo?1pK`O;H)s?|zQ z)qD=im7Z1~m0am*`O{9FqEidQtWJ8W{%3X4Sle`bJo=<2iLFoSp@ij0PX%FN*ccoc z!;TrSvNRWTQ_3^;D|>O;WeE-yr(L{%O+}OuI&2~!Hz##sd?pM#HuqjiRE2HBK80b& zp504{mIO(Uvb0K6oOM}>7~-sBgecZJfE#VnE`?GIDI;DSVyny4NKtTgaiwl@3zy=t zmLyDL!?gC1@O7CSf(Kk3^U%{GoW!uVEs;{v*|6C_!r8Dt63sq}r`p737w;{9E;ze* zs81Ffqw1(U3C8BmZ1MYuTVp*g;qjoY%dPt-oH{pYlg4QAn_PHx$yFu7tBZ9Lq%jIR zx~MSXA|Y=TD~n|WNLwG_h~!$db?i`me*g>o0mEequ?UXq2G0<2PpBf7&P zq+hh(J?0+nIG$53Lcfa_OAGxjS_yp+{rQ6y@67mFVeecsjx_YZj`6UQFFGo zpIB5Ib!p3{MQPc!e*~?y$R1Z%mwO z?_80>(EzcNCl~mX+@)8ncX7GOtaovSC6F6rOH#cgxl3+wOp+T8NhK2GF1ahRKyEnN zFs2=G?Xn<}NNy+wOoQ8hc+xJbzzF0nx!dchVNba{Yjtws=-EsVb?P%tB5>p6bXD=* zATc%E;|NJMi~bG|w^x-CquSA8PW$paoj^)i+4E@fD!Ey9AQA)`KWb&c~#c^`bhG+ndUHg z-Ml`*#7$`i5lvY)-#bIr31FGAZmC6EW7_bcucXY23bZKb#tjM|mYY(&r5S7wsot=g zSY|=m&6JKA?c6obXmztrjL2#@h=x!`H(I7WJk3>m8!ltji9MRCZh9&$qZ_28A?u)K znz>O^*RJp-b=?wwI2UxCQ~;UlXjnqnL0q?F%L!a3FD8*(I8FoDB`$H%;tBKD&AOSU zuXCmpJH(DSsWuQbd;RQtFF{*)Qu8*#Ua|@%uM<;K4qd#RPIA}HE5R*sTRd1u4!e31 zTNt+I%96sao^B_EeS}BcFFVtN!b#$`cwb>7+12o+N$RM7P#*FG^imz{L`~OZ(T6s- zegte|m){i4jS9g*55GhVwP*Q~psq<~3!u(T{3QGYhZTTDRD0j31geu47EWCgNuS!& zIu(xtranHB`7*7T60tw^V{>MlwYPSPep+^Gr)amGh{@Xy6#Dt`BB9@oS?ck=gzK9@8n7l@O@-ZW z4j(||$J}(@Xk*iF2X~OR{w<8u67H>|NuyZwk&TrN^7Xle|&OU04x&DyioC>Jn zu-I)xsA{!rBh1y3k0zM&@gl*@NAmP%B0}X;D}CH}Z(VXU{yZ(xG0$8x=@HMIkwJ^Q z!@-Ym=aPse2A+fY%iux+nk~D1h(eZ@ubF?Y&c;kTduLdq&akDjE7aLx&!BU4$|tHh z`4~fg&4h7J>Kij!%M;5vRp)mCZ?j*^qR5fz*qcnbxZi zh*rKc<%uDy*RCfIorINf=!bA8`rIh;`t_jC%^H6Ootu|-N>H~nEB%f$b2VaYD8?4v zP4*#k(9P>qg+XURIEs@wQ?=CKEt0zYdf4ceD!U@1y@1=dTB=zPypQsp`vr&nbm`G3Gig^&9awc|-Ek?}3~7>0J0JS>AH_ z88aAtSq9u#bWGS0v#lQN3T`*yd>J`2;Cz`cl!PuE#*_n}E7y-?n>CVE=QpE#x%V43 zws1kR##gGd-ks^&<&G)TIM$$=Jr21_HK80?qG#R=BxkirKyrD1wydX=Pch6S9yuCjQaX;82<_yBj3M%pBVuK@_^ohd z$v7TgsqPDpkBGdnTlie~a_K+e%WyQ~%dw|SvCxx&=F(G$m_TzD?%=4ZP(_%eagb0B+nSBFfhmFJ^6AD=H*rT&zV)+K3u!PaG1x49EMDI*DY!q&xXQ(3(HB{%URY|Wy*?5GZm6u%aH zU2@fc;Op{`)HmNJ-Z4q=bzMdoVtmtdw<`%l+cFsg>caNX&f0(F}pdd(I-;LcB|EU@XKt=FW%^3Gyzt zmTg&gxmd^C(055rQ%HA7ve!s=xs#J8(p~OUNG8%zU| z^3CL_L}T9N)-LqIyo-tM$W_WT=1k@rHd!wc-DN7?n&^gqL&!HvK0y$3n_&&}%e45a z%J3-U*0<(znW?B83d@*nC1xLa*^GAeYMPo8#zLy}a>j(N^pQKGX#!KCt>KV-qhRVX zjfyG?lqqpWq13Q>iXf?B-ZI<8R_P8EazSOP=4r|0k~^7Gav8RCo=IAl$$axGQR^}_ zyfJDGN3&ypa8Da}kXr(RYQ6=w}cg4Yoytqo=UWjLm(Y61fZ0H2JL%lBCz zHXQdG#4cWLCJ5D6cD5dmu{IfEnO)$+C)RlplO>^~v9 zSsyOLa8w^L>qC#2#I7e(l&?pX`4l89@ESIe zJ%QJOtnkN4rrByNf~b$cVzke_bed1iF{MuPX%Mgl6vH$suoslKD}Rm-yfiNy&Nhl#p(D!L&K{ zl^WVXP#+I2niA62OH;ZFNLAAaOkW8%i;upj`S_^8$2UGY70b;>ch%WnqS0F9@`y%%dkN2@8m*l4QH|ExvPU#p%WodhX!10|qXQRa zjpC&mty}f*(R$E-S2ns%jJcp=dX54<`aa8U#9zdtDa-ue(GkBMJo@^MM{_HM7an~H ze>NVyq%ti$`ts+EN5}nr@zER$KY%o&0i^ly z1f*}_&f=lFOw!IV>G{T;o9O4bp@v=zH(yp{7Tm0wuPW~co{;(RVwu->l$j~QgEDiv z?LnEDc93K~_>6wMNoLWwi871EO_W*qur|Na1jX^N%q-a^%giYcvCB;uBh{Y~rPz2f zMX>uNwdc6%UchBoxoJc?Sc4#cQ=Z&1hr|!J9J^w@$>nLS09in$zh{xloJD=eWoGZF zoHKMwJ9-kUi~O+CG57*uuN=fnYgNJ`wP@HyWOL;g#0`AV=PK&a=(Cp|YB4D6{$UdO zLn&;6&Q7ze=lz0 z^UT4IkB5UU8kR{;x)u>(2BC`v!7l}SSTr_iIanZ0zma}elXk?OHv}m8?qU))rO>3S+h6DX~uHbLo!CFe*He=XwMKzi1}lE*b5NsYuivO3=%lOSEd0VPWff99(BBp(S@ zFY$?zu_iJ0aMaejHAd}$wlV0*QryEqPfeqmgPux4j6El2zBtD`&1Em{U=0UlxWz$F zVVdHgT?ko}YDbA6E|6raT{t-mN|&h^CQf>4UDBfV0qp+frl*!_nwv&N^Y}=e>jc%Q za~;*5=pM$Vr{*(_O;4*re^*VtOvSVnUv`SACKqjmVsp_}lrr~xE8vrRX2~pGAqJnV z{%`R4*1G=1>4>7e0$1?VS+zSBHJ^%i^^-z&@!r4YroH&y-1KdUYr^ZK<_|hz(!*OL zo1}JqQX1J&Hu`utYD4qns98r9M;%ic*1yRko420#Kg-wstOD+^ZD8t%`C$-_qNLlIP2?tZrTwPmot9!^WjVRNn&NfxFQEp@T z+w8S>hfDT4#k|B`5Ah4+syTf?phaNy@T8r=>fvcUDP%tr4o0E}PxbXM(IdsHIe!38|*TWOkCaJvDgs-=0RF>sR!rV zj9Pc^1+Q{oe^3Hb4y`xQ6sFm0Ov4NMmF{(_i5s=+}YTY$-5ot|4q4^Lm zGpRB-wWlX0dA*HXiTcaOvoggfc48GqvAcOUve*YbMINnHksOxg zv9-fi(%M>0oUC@Y^h63+cTZrOz4lIX$zH!5F-edVe+fzJzqwN8Q5K84N6AZMumf)(jV-n2X67g&1Sq zF7+kWongvY_Y=u1VC~9Rg5DVp4SIKjcLu$?e|H=p=&c|dj_&nyk|Q^xoq^gkb-o-- zQ+F3s6Q}ko$2fKOq9W7O-8y#0slE9p93j(Jy7lrGhHYE^tlOn|!HnNrpHS~uG5?Ng0*BM+EH zf4LRx#BZ7H?nX(ZWbI8`6YVy>l`_`31BOBFZrN0W+}+u=DeX*@Olfxxyx|e1?M-S^ zp1K=-y($_xuR$jGuD|Jnz0^UGu1ijL%NfC(v|CCz1Gi2^>CEM-ei+` zt$^{Rg}pyXM_Y_Hg`-EZtRkvMYCfM{fBdWbdYl}!W=3wrdOXU}WURd(Gwh3NcJ-VZ zx*mQ``NNddkheZw0|f)t-WD(c>*0sgJoR9*Wtw_$KRN>S_k zM?&BcpKs^4mao2z3?&AxZ61>Xzn#rXsQOL~Xl_^p2g4$2&FiILkleVzujIyW5B80X z-zg3*&FY(bkAFQNxl2X~l3Q2-;JBDOEyccXNjd0&yIEU{qLpmnbSh+6f2;cTlVPc9 z*TE7JzaQd#nUzyP1&XC)<+K!o*myVy=oSkyXnaj1JQ}7q3ni$_ofxnH@Y~~h3QjYj zHtX%;-T}{IZP37Pb1_j(YFSJ?zoFf4ZRtuHO?0o>?rFMrUM@JYe;VeV$-)cfo?OiJ z_0ZhYtCq}a&y=SYt3CZje=(UojlSQB$tf2UiETBm1hKu1E0F0T!tEP&9e4kbC!(lz zVUx0+QVkblJ(GkNQ9YAl&50QGc_ zH9tL_l9`{LPRYniA4%4UmwpQ8rlY;hZPL+?7IQVv=k480M;o?Fe;7LV%aYP`(sovw zF4K{Gah*-zcT)}#d;)VX1AKZ4gg#Hlaihy7>ipuIgRD~{g*oR=4$_oPEgW&r z1o*lsW=-0hsVQxMZyALaz-Jk1an6vt)_uGa>APirBl<)>f23%SIp@@mC+JLok589L z=jAHonhEfwa`n^fg(gJSOK?5`O24g$@TFd!o?MGLGjGhW5-* z!qDFG3=Uo(AvK1h7sbrJ9ymJ5Lc`I^I)(z}jr zb^;aD$<$S-!=t^-x}9L8n)65heKp{vq+nE zNH*3^bowi)_SA*5W;h&V!=xErQ*S=F_v66<1ilAD%Vw}FRv)GE;NU}?Zpp@|3=UEq z=HB69e<>rO1kv?W84tu;HUdCR%~OxCg5EVLFK$818b=5TK3HVDo(bsRCK*E0_{%6f z94RS|f4)^8S@vnzL7_ysQOp=rIS7fKN?=EdRK0y+)@6j%!-=t*f>9`<8aj+@8bK->RX{ujfdw|H*sQXR+ z<>a@JYzINZ_$;!$7B9~b$6kw3OLFXlbS@+3e;66m;^i5l)T{TkG?WepZ#LDyYjIgK zq4eT@YbgCuR40^P%==OfoT`wQ91-+ICnb|!td=e$-LjI_0*6CO16G850@TM>N`cqn z9%hQYxQ9s!91cb#Q|Tpf@qp3~Qdjm!k5cadX@l3?fxygp(UM9t=f%|kD}SfRCL9re zf4x7sq`<59cuP#(`>+U8KVE1zSBMANZAW11)e+g4dbP&1G4-0^RodOP{-oU1 zsqR{HCBQIZ?u7t@6P?vtc_-RlmEjm|uZ}>Co8G4CsWr9H;k5xnTSRSZ-kIfwXsyk| zy6e|bQahDbMYbQLyWx01_VrC;`vrFse`L4DQ-bWN=#eD*gL{i)Z+fW_WEbrn4n6rT z@p-9JgR|rXGP!QS+62{GN;L~qZ@Q$KHXzt}$RjSjrv|scbS+AI!1RR9#ifsw;J!}N zrbgGvrE3+;1EwnyK47|qtGRN$w%p<4A=8!Om`pdfzQ~UkEfo-hetB^P8T8<`f2Heg z2>nWYJ|Xnxb0EJ8#baJRuJ^Cnyz1-CpesLqnDaXwLe3TBALQHu+cVIEdZl8ykkamz zSJve2*;~wM{C52Hzx?U^)A><8{^4Ja|FUn&U;V?sAOF`sJQqc{^V5KIXyMi0e;=0e%|p_W zhfGfOJcpzs4>94(;ze`umq*?`BBjRY7&VVgWCJ9PeW5eDGy4|b5N?}>vueDNYB$y*Xf>v(vt^e{UQ%~JkLQI>b(xK=a2s6 zC{wH!<<-CRljqMr*;)Fl4e5Crs%43uU;WcR{O#{Hjr&ueXjwytIpJU|sc1-hm zbg5GR?2linm?i78{h>?M|LmnY*H6ut;T>m_^7w50U*o zqWdJgPOIlR{@`Uoe*t)Brq>_3O4pyeN|0*#*7Evu%V#J6QCpWKcAzn@8^*HJ|fq+^7_1&$o{9U56Y5P$H)(}4fmY$_mclV_aa4cWxRrm z?00aTZlGf8f6NB@i2nT?rT=n{g393QEyc>^6M%qE*zRtwJ?fo?~0OuVGW5{0q77jA}cdA@- ze;;~yu2_gMqVODctVjcYEOr;ceKR{eY|V zwEAjLnCbKNB|bv6u`b{iZ|tUz>=VZ)Xg%vU8r#GLXI=pGvfYBhyT|PS-$#sEfBX$c zIJlsaP2xvFO`vPLydGEzAA}kv7a8$F=>t?APGGf@y1-{fE@NUI$by!n(E8sA`RkboJQ@cN3E zI^58ihp_i5j_?#AS07&jDUDA)l(FD&P{;$0G5OF;J+-vsUVVOZ%(#0{ws^P761z{U zx&8$m!D%r z>EXukiLZ=jfl9`+@_Iu4?fB(w@h|_!9&Bls3|y=jZN;9?vcF)*{lLOcyfyx;iCggb zc0?iGX2^XNl2fn%9e(DQVKr;}ZXIv4-|vI9VTnZXD*?qoSc_(zKR>)ZO(VCW9TqD$ zEYYh;*5`-B2xMy=7-pX_f8{D`Q2FTdK6YKymek{$~%n!ZHXncN9bxS4$DFVci zO%^B4vODLBDRWq847ySaVmfZ~iqw@WEh<$p^bV{9>}>^P^qD5Gf0G?DLzyo&thzs1 zK*h0Sn)ikKCB?E&iei;YHGW9}RPG1(`Qcp}0TJxiUe}ICHr0qA2DRuOfacUe;RB5@%AHAS|b0fkGY5^e7-#pyIMK30_8fbSg72=7mrMALmN7o zxGF*G$KrlGKd}`P$3UMl%krMQH2FJkUNEWFgt|*9+|K0_Cqn#({XwPZA}!}Tcn({i zAD!J;b|-|bEn7QxXe&aWKmF$*W*csPY%Fv}6qf=-aCui8f6Irz1hX@^`*{cuMCBxY zXBfC5eNCHGB?{>R41l#MS*Tvdg~rSCD8%kQ3NNuQwavoylAmu!aPOquLsdAUWaK4U zj}k`*nXIKYj(o8gC?C!co@U4Lm7Ss7^xFp&9b@ag6F)LEp@XeoFAEj2Puo=+-{_T?!Id6#Or8uwe~ZossRrTPnRm;IKHVRiBj~W8 z>o8)rI!@e5+~LV-QE8B=l`Z=9R4cgS6PdjbUcs6dTx_VpMZqTEU;RiFB?^8-xTf_?DK}a z;qm%jf9v?WT|;7@6wQ1-&Y#2)wtME_>KSG%ad|GURkNdcsqGnKEo~p=C%MHNNvj5F z9r1eMjl@DKhoi!>%gfR;ak0;mebd8N3YQ7{M{wZbpIG8dcuIbLB;v&sFN^pAD_%^t z!FN)6F|>u^wFv6a7Q+{YCv-5eLrB(#U*@IQe`vcfb~5NKy+-5Y=kn-O-<^MUyUO#5 zQ>*dQe*PW%r`1^dcb3T9k;z0MBNhUE5aXm4lWkZB z)zc#J@Skgl$xzffde+Wwe4?TP2ww{Bf0SRlwaYc7#`c z+Zh9t!A<;V@fqTUIwgPL%SbyriMF!xO*j>+b(@Z8iiGHN;a-k-rJt0K&)d%T|I5S| z9XX6#%u0T-aPr0Fy!rJjm-n)LYjSIyFK5APDZxjO#j3?J^uuM~)ur-8AP z6W#-BJ_qt)^r*#AHQ%f2l^$L7`APbQms#QmYuOLAfnv+{wX*v=XNwoM`WxR9-+N$m z$~Ykv0elQBb%v6_r{`4n5_r1H;dtkZA+ zzPOw7XWF6C%yqttA~3w&GNRr2x5G{88rHs=`8(~-sIa*H&p`pgqxZ_7e=t{cBL;=Z z4KNrJWPI++7Ei|X?ih>+G8GW!(r_gnx6`#UJ&r8CePtcT4nNJ4GT)CiH1?sTQfJy+ z($6q5x!Oo4o-;Dp{ASr12+AiNi#0He(ubBfJh_rO9cd(RGpk5YS6hI z)ns+}(|@C&(})7ghoo&lg{kC{(+;w}?}#xzIsZm&xVgUJA1E@>-ctmzSn4 zA$JN$<5VUD^O%tV>+;qJy}G2p;{SX!}SKFxF1*EQi%f3jb!I59Pfo@)~J z@wzHr?cl4z_q?tO7mle9RQ)(=+|Xn!4kU+vX2hD@uUrNd!TmCr6qaIn3{o6-#0wO( zp~Erb8?a_%T9uM|Ym*y7cXv6CWWu;(&D!TVc7d=lbM)4h3y%1y7=d(<|kX$Fo1Uc_o7^bj{+nQto-IZ-a*8ZR0#EhZyn5@dxUWqqMjlIj(*G z^g~s=>#*!opkA6Ss%Y`doiV4aXO4zb8<|HwbF|%gPnXG~XU9_hcgL6fZax@w_Tw2w zVrz~we{-3e?+oAIW$q#En9JoSA@o-7%t;3o51;$*Jq~^Uy|;kx|B7-rf620*Z6?oHX+6 zI0wU+8&|;xR*3@Tkuyf4GN~uyPt7=%&Iae>e?46Uoy1i%TQpdNxkEG-M$9|M?2r^1 zHCKdhZ$nc>P=pM;w?~_MB)Kt91nY{~r+8jgRMa?8B*XJWGS&4@%^QSKc-j24Rh66L zB6A@(XNZR55UWCidLc1Cgt!pzK#r6y3R8N1NPko}xMKQ)(?g?ag1K;dXi&FALs(tb zf5T=m$&z;CSgXg)i()VZPR3Iyjky+X0e7g=_T{O{J1*gz_iOG0-JqA86cWI|Ss&%WI^1^72kEwZK1e2$hrvCOIUR&ce6zZbdi1D2W{z-i{+L1t!`C9s zD^gTU>I{~ZS!~C3DO0mR2h0%<4_=&uf9TG)pZz=6As(M7<}-sz1fq9|Stye9E8cg1 z&I*a8&zB>(A%)8oXpc#gGjJWvH>0AP@cycLa;Em{B9^Yen zTBd3;y=!tbjG+N`nn)H|jS6ZA55*bS>D@Vb6Pv2^sht#9)_R+m9Gj9rW6`PKf7&FK zx4U!0jcD5uyO53QmfnJSWO6Ta?mgbQxjgwo-J|@$!>avv)I~vZVHn8eIui*FqZa?2 z;f*FAtv;Qxp<`>av`_z$S{Q}0_+2~BhWZk&+2X9?jC3UX4`(ELk6ePUqfQNkG?uc{ zFmDZ*FZ3WlKn>(4avB*CY3lv_e+|Xr&i#x-rUx+aU;z^V9>3u5MH%sAQAsl|;4iJt z+EM3Lh^`%p7W{flTrMU6y=svJ5&#)lJL=w&lCMjddXow=RR69&-h*j0AX1m(d05Wm)G z6l=)c`))B7$z+*W3}Gk#A^_VpvM(d2CvDgZMbl#~S@ zZ^~HYzlWw{<35}!FT{Y%$=wxk`4pw4r`f-VU+^|d{9acW@oR!mEKD~K+@aoeUU#o& zRGIN0J7KIL6V)UykrqC|Vrd|<8VC-vpMV*L- zaEvnj$9QtlE4t*aI1oI=^zx2JrFqcFJ%aLYh)Rw3n#FCXU~$Toj79UV?*via<_?J$#TkF! zz%4jFADi=9-;I4r2wbh6UntXH3l`%o6=QJ|vGc}>mLu|CMXM~4n_ZM!MUO<6!dBJX z*DSIe>>N@#f4T>})I6aaql6ZH6`_ez#P}<>tcj4+w5wi?`HhRBmb8xeEs?n8Ux|?g z@OTkWDY1S*QeU5sNln|vP5iDRHCFI6`&V65)GO56y131yty6*Qv18Fjlks;$28mR_QoqbX_AL5)=hZi3Z_L$S0bBVM!D^C!@hje7TkTLCtT-4na{_86kF zS1Dt;VvYfec%##{6aPYo1A4q}XI|~hzzUN2jIrq?DA_nT4h3cX8+QZjuuMIc{L~fy z+fK2ge=SgwcE;}LElLrM`*Tu6Pc8gZdAw5ZJ=l*cz5tOOl4~E0TVq}1ep}IuH8rLi zMGHBlCzV3BxFmmzOi?DW%`Inv}WPtby!AVB0)g+I2xC~K@ChNpjbl?h~0v74E59S+tI5x6yrt?_QXMS(Ksewz>_z4eeX zL$0^B6XAGQn|NuwTe&PrEgf1WBD1qrV&%9q3M~kOx<&be2RD-Uc(-yr9>=?tgK-Xc ze`Vx|S2h!vAn~V%ya4fQ%^`2)HXs`EqNQBNamCjYNcP|{dyw{C=8kWY#N%ExY4rFV zX|5dcR!&@V#4E!i-uzo=hf+12!n8w`dyaT{evf#o1qTr4@)G{i=)@W;i<71rE0!8K2Jo1lfO}#(9HS_@)v*kH< zDpz!5kDbb;4GBc{a9%-R4|i!2*E3YEHPth;qgVGXg4EDX^9mF~yP*M25miPbZlLxw zqn`5g24*n10es<(p38eTE%p#@{zHC~YrTG4G3g=$D%77gV~HC+w7U0}UD`+$e|d%&%5@?DW|v5 zA>xRKm%EWRjzi-6eKU2veKTXNe^B?7j{4SBu6#Wl=!oOWp)IU-zbqnKkNw61(~1!^ z^0)G;7Ri3#(B?gQPCo%il|@tY>Cm*WES4g^Jv=YsIkJTWo@=~B#T;{KuZZOO0BS)y zYu&FxgFaZyHfycMV{1Y>-l5#x%oueTiVer}N41Uv$X8R}l(X8-bPL}|e}eM2XihAB zT8rz@D}rpW390iZS|v54=@F$bO%23|Gm_z3Ll6!O8O#C6 z?x%-SC{?ctRxqk3K8WBqy;MrfM^8$FAj4MU~xBb^gCU{`*lepNZ@(w^D2$|KtDt_k^5J|C~KeiI8@sX)sf5mM%;VAqD6ogxBhGy$% zlv@9M{?24AK7GgK9&!I-rxlnh;y1n?wT#9WDpuGo&UrMxaAC$B=bk`y#U?T^S^9+| zhO#RjCH|nmSK*1_gMZ@UU}-gLu*FDfQE6NzZ;6U57nkZrr>yn;6(hR49Py-%+g})u zAq835>gqzVe-uaG!A=;reOeuRaiYC(6DarM84njMg#UJP`D1i)j{mv!T6~&?13N|x z!LTbW1*_2!PuAj)9OJ3Nmb&=9o3RGfL{#VErB;_}a+7PR7dL5b)FMDPjHiTVwCIY& z?{xr5YmM7>;TmHpYqMU++mW3Nj-#<+A2z=sl*kv0f1fC6bk3*!99;L?pv5*mQF*}N z=C=-YHbxk=E z97SIhe+5W727fO%qlbgB5^aDL^%QP105cN1)`V#`EKvrw+^3thxA)*b2pCBS6q11x>`}55G7;n8y-LH zPLpkAzw)2QY4hN9Dy#+GzRNK~5i6x&O?{eHOc9)1nGzTM;u8$90`!yyht6GE=H_^YN(A??Ip$ikIEBxX8|L^Qtk|W1;;9jTj2|C1|M4hKLUU=@meMWvj zmfbHVVs-{fmMDq@$wUH}{%WmjH^W}&E24im&o%e^Kn@9J@%Cb}Bm7h9hJ+So}0uht(RsRsK#V zQEM_*Y*l3qAsVyJzKC*mAr2v=Ws_{lx-1KxaI)Bn4Grw#D4vHjtFcN*0V_+4m|wT$ zL=#i>mtlvoCuy$H2mH@RDo{-n(ha~IOLJJqi|&H#y%=~GW3fWU7o> z6)~moimL2nF-o`0Lvv0V)JTcYwHrGGl$&}cKf;3n^3oKCgX*TK3Fg|-SW1o402>N! znlO|aTu&#E_JYlACo|3O)@jjRGV6uzox!mbA1a(oVKyul(K9v$wmm0VYn`c5&>DEL zs~8e62)$VWdvn1ZThuv$9rfY^f9J!!p1fb!gR*xUmgzn^v2fC~VAAWXi2nf85%oKAgOq z1F%k5MAn=*xo`Ca+9X{v(STDf+FXAZtt_ zdI|Ij-yeDIUhDZT?;XuUfAh)e$kyU|yh=1{{d=bo&!5kG{c9sQz+2O7qGy$34>AG; z{Avvc4jaIfxJOULM5sYXJhN~c1794S?ivk5`r4z&7g%kcf`&H3C68TL0oIA=b@0v0 zTo=%187Av|6N$yAqVQw0?xi>zTtfmr7KcM?$oF@W0^Q9J<2-t z`Fkp2dfoso<1Bh}f7u1cTyk{eC5xP_`KZ_gGnWis9^lw#cXuLq2m54o@IKfGNY<#8X(&+gyQhwmIbWg>>u`j%K&NCVi zN3(LaiCS7UDiZw{yf%^+GF_VRS}FbouZ@`?^wbfoPRztrEl< zt<8L~##guB!Nm8rq&l>Rrsdc)#22|4MWXJu?#2Mwh1N!4i|1NsZOCm0Ye(1d$zbgm zf2u1iuy!y&*I;eDUmV*E)*_4ahSkOkRKlUKb$&f!wfXwSYNZeqi|*pez$5LrblOP8 z5C%)Eb_`+H1ZyJ|@VwYv1Z(lW3#(OOA}hFpBGxYU5_9+f8O4BZMH7)+JP)!hHD3pOonUKH4CpDPBCV{ zHYP?`$m7F+?daMl0IX_bjT#hWDZf7h-- z9bBQd5r|fJJ;vP>uh^)q6hdte|GRM852f{Aux$jW-3zCU=RbWH36&n3X7YDL>-lN2 z600>tZS!}cwoEB~=m>|^x+k8%{Q)ufE{gy^iKLzu%`)P>4cl@C8nmUfFkAmh$QEUI z)GST6hP2I}zsOhBSM1{a#_VuPc3vrA3Ub^HfO_kLTWeQEOboHlU5t(4A(>qtEdK2R1oc~FxPfl}T8d7x3I+qB z{=4b{;9HKl-k@P+juI~Y+QmLRB13UR4Of)5&P#?6s>UY{Kn1vcY*dGj-DmR`G_L!7 zUS*d*8aRf0zt#iA}M!Qeb#BEqMr8C(RDXZ@0wmL3Fo&&VqkkSRhiS zDy@Lvxs%0fPB~2~CJJH7oM;RZ{ro-mFdr}2P+b=DQ3{4@Lwp`Zz{i0;Cc<^*7q|ft z9%!Y2lfje#<(dLtV^bZ9$M-9{7=8ilM+%DKI8xo$Gc(5V@W=#OclkjRZ}lxa{iyE{b##e#4uoC-{cy zkxN;8v&Z~9<3IS{$LjD)iTG2o8laEHCVs7N>Q}hv^2;~W2pDn(ef}OLF>-g8 z`C6F5W}`Xv@j6u)7v^;e_#Wp4em$LM<9nqOxY+t`3YfY4e_~V>&`TbF8Q3Ec;Z(*u zYem-aLfVncTXKpiTvHp@o(gB`#mU46c_TRn=Rxoe-xKH2dUTC03&~!h{ZqKXXGz0 zAo78E>0A_3EYArtU7he8(# z{C%682|B-lzewR(t_}Fx6a@aF?&8@t;4gB5mbQSucp#_>1pekwJeHBaP>hkt-yEWy z5c!)vL?lmhyC9AOlPHaGy||lz#Z)YIFnF5Le?SeJ$|uk+68W2U2z>rBtsC-phiiHR z{_ZJ1iGjaRbe=ZDj)qvcx#iSHj;RIwkL^((S!o}$L2XlhestL7=BiU<0zVIqsf&0-SHYlHpnTl{aqe)nziv2nlK(T~Rc zf5H%+b>V*Th)$pn(IE_z5bpQ=!JPQSz+b$Am`-iI9$`Pfyiq^O3HrsqE`Dabd^Iu? ziu+MCFhRMS-YjE&_l+2m9I)b{9utWq<3??e_5Q& zn7<&uBgSoQiTO=}ZN~g0F3e8~Gd1Ym%kJ9o2SebAir3ro4J?Rv)pD71J%2y_$8KP%(|@0EuRRw{Z0ABDKa@;lu8;;Zdyv0H#4|6hiM2ZvfhOb=#e+G?sn)6|u z9uYMq+bHyAg?XBjrp!Fe$@03%(>(A%86ox0n_}XBTHhtJE-8^idu*D=mtSLlemJtG z%R`8zITt6Ezv7@TmZoG6m1fx_Og$<^7A;sL&12qTnA7(;P5Y}(AfF6coX)Ncgc#h4 z%5xSOedd+GG3h_^QcxVXf829uW1b?jc&DOcn|he2saYVR<~}J-1PSHu;_EL?g3jf0z&KaaZ;UG#&K^ zn6nG-7AJr?H5!=0X+8ukgi6N1GzTj`u5_eq7De{+L!w|$@6b{lY6GzKf8KM-W(*cZ;53VMa^X!cYnYDg6e3Ks!< zkJuwkSC+;?S374wu|iq=Z=M*!!8^MQ^Af-R|9I^hkl`sZr_f^=f9SzeT!5fgvw}A$7@j#WcV>9*C*`<*%oO(u$~>e zMbHYjECRBSYzEck_hj3re>sNQgLirqT)sraDHXV6kF?kU zxO48&V#f!l+!yikftg5Xzi^;Bb~U~xmU~Cpx5#-hu#eN}2H7_-8{u8(oF@~E^AK^Q zR$GqGU#0=p0-!7VH;e^wK=*K&9&Z$vb=TxdMSfA70Jga`J$X5|CeIjjw{M~u$5S(a z$<)8reyKk5j=KQ_%J`!tEhJ^6+|M5Lm4ynid)i641^cIHb| z1tkULECpK-ittgeiD=OSfI8oRSv~UoB=Y@VOTlf^_YG^qX%T~r9O}rdb$ZMCLlJRT zyI638pgv4yFbtP{C7~$Z0yz&rSBm{{M5--`f1gNlH)lQN?=O1rVYTH4kNV4RMxb^A zk2yt`LN=fRWjj3StFnWngiWKXT71jb+VB04s?HTTUa8q1-oPwecOh`<61 zER8fscej8)5os2XMPg}K8tImJ=%o>)Ls}Z?6#o3*5AQke^W2|iuKS)d*UZQJ%$X}1 zec!`Is&BgS#vUm~7Ij&Udw(CT2S_^3SIb{|B%@n`ipNUi+`qkQ{_7OG<%Q*xxO+-Z zL$4>AJiTW9bNBB4NyoiEhWYXB#fo-V+g7&b=47zy)CvO2jDJvZ-rN80cUgO3jH;EWajSsV0@ueIzD-E?9Mn7s%&qi4@ZCJeL6l%#R2oh7fkF5 z);OKom%nBZ9=Ks67Jpft(YfFggLabOEY**p$<}OjMu+3fYv$>Kl&IW+ohF>(l4toW zigb^3ex6P#{y)c4_x=ZtR2THxD)ntIYMfo>G5A+qScymIY-vk*wh`4c zUbKvSpO9fbW3*9zFpU~~u`=u-u zy&7uv*L(f+-?-T{@;YyU#O4s2a*)hcYd}lCIZ1aML4J^?*aG_tQt{;ld{{F=m+{O+qwzUM@ zzP86qrej+s-?#vM;hX1&5BpP%zG@v?>BwJ~mOS>ss2hd z6H2o#d|GIwsVQ;Ocw`gm^_V@BkHA*qE5#WP@TzWZc$hAUc3x>=&P~L?V>8Bq`Vyk4 zZrqRi7VoBsmtU~~eCl;W#IU{H%Ut${oT%+1W#u9%mY=?LpbPDUdYiiZkd9A z4A9*18dNn7^>INK2~_u2$^A%8AuzvJ%G0b74a>tA*B`ent!;nJ$9SY$9EYm%b6zff zutc3pf2BRO5+5?LfizNiJoVd{>9pQ`N@c2%-tv^xGZ8tQr?>S< zwqc}7+VMD3!J=<57SCaWNw~HSrmq78p7m;;)dp6I^T0lnKt^TUhxg0jho$tnmxd;I zIIGt6_mj9|!)9qVbutWE--iCAS_TlqLj!-X39}shHdD|D8*|$^Ba`g{`0TwXNhjO5 z%H$6jsU>$ExTAWbp62y)uc~rt`*H^nS@$9JiQll+3AI?AgMW|`S@?&JmvJMxFqb4p z#oj*-A8f<F~j>g%N@_5|nw4=N$OGGeoaEn4q|0S>b$8nPd;Fp$T>*v@(Xh zu2)H{y|dD?O|Sapg#IZFSVl#5bjyVHyT#^n{uT)!p&`jUTuSb^j5gNC`Ym$BOq&$slzf|*rlw$T zB?5cBYtB$SKZV+&wjH8eavxJ=Au-kdJMv1|kLsI`A*!o*^ut5{O9kGRzk3&t^)Z($ zw5feNyjvs_DOdZL_K#qXQViwSQUeZt3x|xhXsJlp)M4Vu6%)o&=eURxSv5uKG1pWY zV}9JP_*o*{E%sygX2$|cv!kb9svn02d?=@KdvhA42ZFGt#=h-vH~!Uqe7B*M;}dGu z00u8+TAl9n%a(ZM0s9Ot{pSk&Fuz1b3f^vtj2`X7gUA7oPn9`^efwkJ*nenbGM-GR z(&>Oq#t(c`=i6X4V#2$S+%SEqDckGY!Ni0#H)FlnQebP)uXZTiOTol@9yh!UR<`(! z;)M{Iu3<<(Bn9K4UBolRoHCaTOoGOYFW>p~tgqd6TG@3nfLA*k*=aJS7jGIsLeGkH zf5ruk^}~}w4w9cPyD`Y8^-i=W*fbRY)^AqRna}R>z*b5rS8Qfew0Cod$!L?`;37!} z?2m{}t~aNZIa4N2YohThyZZjdfU#xU>WJZWbkctk`gofAx3ROsF6?%yp4?UO`6Z2U zNv^>i!=5@=1B8QiRPK3(I*adx28_5`pEtJFZGH3=j=N#M2~B={Qb{gkJ^it$q&gKV zm!RDQ%feogF)H45U%dGEZ93L6=^q%kj(TvFqa@F8wGU@SB^>vsu~F9wsjR24*7r<% z+1kAev|A*0vdllq$q zF4dYKe7mJsrmvs7_EjV)-FLMmD-AA5(Jrq32}{?8T+aUOOCYcFoq{FMO|j!e7R)Hk zwE@__1J>#r8ve9*Z)NUuJ))ih9Z%u7TI4ud(>>BcILkzxx$kj&^eIQEw5XtiT6bPF z{cXSuP>KofB_;Rc>sNPPZ-Nx_h!9?4f2Xx%x7rg|7KV%Igm&QxZpJskyVbms-HFuU zuQ#R(#;1v9J$)d!VvE?X_iZ3^!1HDv#F5HDXS>J5Y_l@;z`?CX;2@7= z9pM3NEy;_SM7-X}HgV>C2H*4f3P-}TNz3Hj? z!K(rVJJj)C?Czi{CC;)~LP6`WwxSoJ7~hLwkI$SDxO8M`1)`@LTJKUFd)r+L>E;Y` z0cV+jTcPEN>TSh4bxtd`z-S4W2!EsQlO^BA@e#^lyh;82WqqXHyy^Kkrc{5~;`+!5 z5BQWqDBwOHiw}-tg&8ns08yR@ryj4T#?>(2F2*95QqN-%UHZDUlb0C06>ICFC$KAc z;9tm7G-6i2n~p~wkasd=B=42=mO3sJFk-Z}HfYsI4^^b-#x17g6ZvxG5OjR1?(1O} zaj{WfRJCN5nM>V8;-=?)~vTIj{44~?R7!p1&$|2TVF@1xjt=}i#GZkit(FI}{P60c zoz!K9z+Nr!VTju!-q4KGiTY^SA;0e$?~9R3KnYcR#-}u@5XVvV0Dazi6`HU0wcZ|T z2bA1Dh0#;Z@jCKZEX$ahMoIQG+f5OXrWKFbBX%=a>ZGmbw-I?kzb>I?a}nAypK?uO ziu_kOApSMF%}<%ruL?No&K2?Fd(@(G`THTCxU1`UnhGzRVLb}nY7TJdBSeOLPhYRv zoC~+lcmc5l6xpK&j3W>ksNXJotWtKC9AMWJM8;39?MLF9G*UtRY7V9Jc(c%NR!6Kk z2Wh=~D9*{Xp;<8+9?s}5>zeg4&HN4&M^AFGvVp+W zon^`n#&O^I9lE@OkGUsu(3gX9?J12`pwk|!eL{wg1WOA2*%UMTWRAAm3q<92uITrliy~kx4G9`QRmnx5E?SVQR1~}BLJCxO!yZsl zU2O-%cKOK7HuY63v|8^u`T5O`MyU0YV3=I?sdL+ykeLXzzSI*(TST`?iGg4^!(mb$ zMWk3RRLQx5w6xW(OY!1nnG?IHy?d^P{z-dO$^9SUcb(#ijDm*A5>aANoOzgk?7o6jmB)>S zyHcaz2|tx>hI1AYW?f-=9afqN)U7Ge2|pE*aG$dkSABk?m4JuE$`ZM%p!CUNjb)oM z-73$=n!v*Gy+Q-u@J4OV!iBetqVh=ev|suHg+ya!-79ZnP3Ix_7t-vhE5Ip{l}kDS z!RpV#=B(EZm4>**#|EMmR2+;IL=3e+t&L0zW0%(Qf&^~+Epehf2!E?0suWEc{+IvA z9z95kM~?&^ClGP*{lb=jZ^ry(X0PM+bj(nXq7jUw{;ldj%lEscpEuf1i%+?Z#Z=4l z+Wt>Mtd3I)szts9wK z6{2vOPwUN!BEFXF8&4vw68T%Kd=|&Em-}gii%q!3M8{?04SP{-Ks>@7U2h_bhe#nk z`{FWD^vZRI;v7~X-5{OYqKPOX7JYfY$gnc-8LWa32VDxz4rL${U008mMeFu<__F{i zh>_2)MvYmMA((?IVWT?&NiN}uK#s4nibA7$V8>(wD@MzMc4-Sjh;Z=6vk5vx+IqhY z-!L+ElYN7XnI7n|3h3>HMOicsTYc63UA4ME*s@#xr&;H)M>T5Ae!E|F;Okg7YZCLF zTlFtveAt7lfe*y(zaU0fd@#0QZ%rfCL?BB9GFRz(sytZO>*@&^9l{dKqEk?z0ypDN z%*PV~gY}_Y_(^4`+m;8uqS-3x-6x=(yDNQaxQZAM(eNd&BK@R-(RH$l@Poto6$Qp! zP#G2J#c9mWsaCjjA&m(--_^60yo`32oUO3++HHcfbN=%c_{my1(ktaNQ)$*^b&?c* za)I03ht^^Z3K3VXF1oOA&W9NPXF|ch=)f5{hN%_t?Co=n&$-11r%srBJ!}R^-Y<~G|_0ON@-f3 z^a_}6VpWD@g>i7&$V?^evk8OB9H0;yb81fOn*2{bO~aOIW3W>6OggFUy4^DhZ=GZE zr&L1EQ%zQUji`^YFcW?ptt5Z?oTquL$TAs3`*&qK9sji(^dd&g9EjX%HbAvD@lzm9wTm>?`CpL4loPA5^?xR z`<|6_!l@i^myk5iT6nUo`W#y#1HT{g%AhTPCgx2M&0%uOpf#acJ-`i`d(2o~R#$RI zUt3z`p*OJF+R#aYO=hO?@iR?0L-Pl}l!M{y0;SU#!)A;^m!+9X zL!w5AjQ6*8p8c$h3ijTOiFx`i?$6+0ya~js%cB1YJ1Q=<`M$z75J)Y42 zMquq?<>}>NZSMSFAx8X(vBf~50*E#Lkeaaf2!32K0dbI^fFOdggyMf~>5>3muz;|* zD5JptKa4Jn1pi|Qi;0Sg{Rab!i6AyhSh>Z(B0~SV1c``?2>uHL3kZS`CZ((ZNJLoh zzX8I+;C}^xL_|dY%>*PO`oQb|vIB_<35)+5dl0<(&pUB22*fC0@qbDKiHm{$lUQ6# p}0}8CY;!|ZA?_LF%#RiZQHhOJ1_Hn|NGy1Yjt;Ztv=X$ z-*a!RQ@5)#8vO4P*dIyYv`s3Cw#E7@SCo!iPrZ)@l6V$O-z^w2BF>>e1H&YE4>(!N z8Dh>c=owLK$4Bk_mv2V%d``~kqY##x&)p{2NpK%Iz9tvhZV(#yqpETbm zs@oH4J~r;}@1j1gbT;14GZq?vw~n^SzZ>rzMxHM(?;juauRHhv>XGNld(pyONBnjA z$qL}kee#kX*`PT6(mvlHBYJwF;r8PC60~>m{ynRiVWXhBZ6UURfsn_0C$cYt zcm-c}PRNT+`v_n!uTEAS{p{+P)IVQaemIi&xjDnPa9>|m2BV;>2AXwbj3s5nSZ?pt=+HoO!G)zbLB*Ma_!ddz75Lp|o}s zNUv7AjH6CXzo=7Rnn2l=wKvqX*PXT9UGS}sORHJgm;i44OdOWx8E-euPOjo7&+T;$ zweb(iR|4uM?o0LWHZ~3uow;|s6?q>i8x!@Y3L6WAGsZy0iohr=7}k50ovHl#dX)1$ zF!N#u=g@wUM)@t_A$e*|RiN#3J(zPt;@}{fE6g5z$ZW+;hg(3+AJn0}!emFKtZH9< zeS){j7`P&Jif27rgT(c6YYAE)%bMoxE`}wZ1G)@7cO{ zx0(5nr7+;B<^sp=6*F^{{#-o7u4aF+nmppG2GrQ&*sl-$U54I*z_;HZkL3IPlFP?Q z-E``?aL7{Hp0P@I9p9PNF#hN?0nhZ}{_UyEFonG7zG;;R$~W&% zeXI2<02su(H14q*|E6>?C{VUjwC6w^qfa1gyss+Npt zGN@;hacCkdrk+wfzZ^%s30XyjZZf!W1?|sI88aZMHDrx|wv2K0&~w0vqbS2p>B-DF zn<1dcOVwl#m}+4k)4evpXGx@8X(C+00Q$u&A}!zy%oiPNaaU3A1I9K-F`Fb68VwY? zjTtwcQYdUib>ZJ5U^O4u&K8>Rd+NBpp$hNU*RUH;y$dslu|E5Tb^W)JxX;|Yi48PCXic4Jmpi{I&!o^%Z~ zSq3)|^ZPXyCZu+=e6-mkUn7q_YmQdGTQWyWnN+5ZEOMMUYRViyCgzOad>7y%m}&Au zBeZ09kxqy%7($p|s0Kz;?uz|5>W^==57M|+3j3wke%BBiP%v<4I9dPke#ZDd&ujE+ z#q+j3Wf_5Q*vjr~Q6)3y zH;oM9=s#JbUc}3^7F_nVs{2|0x_tCfR?9GD3klIu0fq~W ze}37N`ZaAdalv5vFrW!wccO&9ssyVq@$C)Gaxg2kW?uHUO{|f#HjmCYS=?|M<{Xia+XRyUE|soKyvX=eFM>5IQxNZXa{PF z={F7O4wFN;ZhP&-c;)7O(%DE0(hQTjE}*eU|LU%@JBWxHwM2Eo%V3M?R(vnyULk_fxik3Mb%hHM&?0s zOF|y<23^m`YeQ6oPE0PX(UM6gbU+Bw)|Xk*>9vq!(XD#?wKsVQvDR)+LKJCS<6eg1fe+t_G2oHJHO9t+ltbnUfnb0I`n|kL! zN6;0qV-#y;kxBvVlZehfw_{>F>}>TNR1L&;Tw#^fz3UdEN536tJ3ZvR{R4=f6B}8r zMwY}V)z5@s`0HIWcVIZhS#VePnk370e0f|jOPv)vzVwaGIglStd8@fH8}~5@a!TQJ zj{HLax`j)^r3owI;Uo^8hrGt2j_t*(D@dhMTQS3xOg~kd?5K53&zRtCimu`=SgmZ~d$s1xuH0YP00umN~9H_t2uK z*-yC6{u8kDo_;pX=lAQ|%uA$}*o5*N+^NsF>)(a-+K1@p1RO`%bW)sZwn%;<5mN%r z(w?v&DaCUuE~$}X7Wc+c{aO=Zcz<${f?k}lH`t2%uqzs_2HRY7B8FiK3T)i0WN8l3 zJV{%HWX=?J{1#3$6mhr2?K~fwwoqUHw|aa{)?{NM3(WQE zw=TKU1|3y2!?KsuPH73~P9ZAN=EcdZRSO=K7)W>A$R8QYo=2Nuv@7z6Ys`QT{Et;t z$omgLj?#%|pv4!Pd=NxuZ02|SZ?PnSP`*_gOJEx=;PoKBuyt92;S`&)P6 z_ZKV=|Eg$^7k}+Vo8wH+de@IIafNZhx}$J(UKP#0!nMk$DFJR%4VIMS&uJo={MJ!N zjD0}rS$q1Uz*-XfeTq`=0~&Z*Vc=a>Z_9SOY8@_JAaW+)13THZ;RJ;ZNH2rN>oQ)H?iv*?V2; zqhz(xIG2$-XlT@aaMSKpl=t5OKAA{3ggqT7sh1bc$2zIK3Gdj_@IYaWaxu;ovNQDd z1WW8Hl=kF8OdtZOG~wGln-#WE(lLiY6uND9F#0Yc%&rdDI@R~%nE*!1$6`&mVdr3s zI;|pTnBmMq0)O;o*MayeZf+tSdMGK2Cz+4-O!LLka4y`rWo`QybMU=i7e_AY0FirECgh0Wg=o9=%f_I zMmP%z7@zIzMg@CtrK=0KVnf$cyuq5&L@wVu7)o;jnWQDza4PcI zM@M-FZJoK}7QnORItX(`MG22LJs&GPwDs6=$rZkv2KDmv03C_oZ^Wk&*zZcV7~9BV zABWp|tKILcnuZWMi$4h*n_bhEBA)YZo3dJ9$aC|tf!qO>(~8vhN6dkI&n zyrN)I|MPp38MSID*6E90WN&Ju7fM&TyG#I+ayWIW%2Z%t69TjElE~het?g(B!c>pJ zx(U&5(uBVguzZnok{{Ye=S3aD8rY9&I6cs?WH~OC@ zcCMl1b>W&(av+!Gc&zoNh*QUdCmDdzN;gfBuJ?21Sw}ZfAb;Gmg;EF&$CwG7< zV1MooN9!|gJ9_u_1_R8=6#Dps538lpLkJj~KZ~QAKeLrk>F}9(nQAqf!7p61@f&xX z?P(#-wQUGVck_5To=7PUCTD>N{O%qz>ei_97oZ~Or-2u@P*mh^amBDEvZDk4Av8;P zOT7J$reR@jGbi1-+enO5i&L>_?RiwZU_$~s8`Lgr{mkD4U-5WvO9KO78V@DQ2Ggwn zfNnH7d|}ab+TF&9h~trJ4UND{mb9W%N|O!n8(TX(q$auoh{nv1S_(!tIhmta%YGd zzN&u9whR;3qi?uJYB<4NPY3Bkg~O@WxLJ=Yy%EO-XG2;T2b zvxOCebViLmIwD$|=mhS3F-zKMSgYxD%9}hq=>*>^@vJTD*gx35bCV^@ySa=F(FSfI zk)tKUnKOEK|AvQFIHgb!%6}^O79jW>9=~x=Kj~t|_#&EVGtK<*H+QKi;~d-%b|aDG66LwCd}0n2%i7rrHLYf#Qr zb?zE2pbnR>m<4&}ujw_4nABM3mdTytf8F)cXQLIGHLy11KHSGO?5xR`1PrBZV}^x4 zAt5y7glch_+8A)u^k(W8_*tO*?o6$cd?WGIas9WF2qAWrm1?7E|sK?CpQEt&Kj~=Q|W5O%E9d9SP}SY&MqP4xt`h#EDRJ zXvT3&%tUuQzh1)8S{f@da8$tYr+68*}w+ACd@x9N>FVGKZO2M^v{T&q`KV1L=1 zWo^)_5KIjnR!J1d^*iqELqWqe-3-16!(f>bv@83CQYAj`gvX(f_?r?&qe1IWR=$;JrF)e#h z8LA=5@)|@vP-N21pYJGox1e05{-P3>k>9Imsli>yDG6lKmQ=!N$QLP2GV?_u2BW-j z6JtGX=(#;?>|t>vteF0sPkJ(q%E#lN4i2Z4xMt34e!v5|+hzcjHqKUI^5|ng8l84K zd_QFnZfdJPLC)vu63lj{QkHl=IONS>oHB@@O4!6HGV_=Esc<`Yk9nE1h`a-VSyz73 zft*a?Ws2F2*_rmD#70fOzp%Rr(<(SkLY4^;B%~D=CGt5zz|D1*M#sQ)*JlE@W@rP# z>o0TbGyn}E9do~ZZ^}C7EIAfb8m`$a`nv(UaZ)mJ6Dq4Hm(ni%*I>yob*BXTZ>_Ni z^0IUiGBpU)f@!_Goo$>X+@>l~Ot*D@JUcC;KX!%XBsZNwBeUpV9z&dzU<~>c{a9#{ zL0A$(0=vAXTzLubZdOR$97ng@sqq=cV<&tjR{&;j*8p@R>;dr?*v;aUOCLYFA=`;J zl=7l`4?Kwp9TE6m=%6QaSD&8I=U1XqHiohy#3vCXYG-be@L}({h|h~(_O0M_303q~ z&fjZ#7R5hul}Sl&6wfL(<^oU0Itr8oNa6tR zmiu59LymIG)3mGt_)H+~0uK6>9NA$@348SrMU|V}QdhgNINP>`!F6e!9xwF6ZaXo- z7=(Vf6L-vz((tiQ)D^i|?M(52XCiEaSz6R>xBR~PMb5eQVzVd6HAZYHbq+}b=AHRN zcXz793HdqUhh}zAPO#OsT!1Po&_GHQ8vIq&QgJ=fr~k=Vm569RhM+!JI)lYGl9SLs zD;4Pk>`Dw?t4`0t?M))#F2*+AfZuALi1F8EK=ABE=~atn<+g=`a>{XqV`=0)P1}WU zGl&eGnW$pujD!chi$e)ED{GwCOWV56~&M0 z>m~|!arKD3VNB?`&ud ztnIGNvMo{u&Zv?`_0B-ahyAM(&7501=)LcG!+it4_FZ=Xr$0(*+hO3g)wjrS2~A3k zAp0-1rn2=+1;#sFr?u8tC8W*U{51t5kBh3PPWT0_RwgBf$w{Spt;R1oIWP<<^p5JS z!xKJ*sT51CvUJY^`QTdmmJsE2rHk4UqMKj58TmX=wJ|VzbILGVz>OPeA4tPC_Sn#M zQh=#KuRaHW!)7(rCyf=_g@s5OCNOz-0HFZ{8@5Dq3Y)zoHDW{zHs>#k+(I)j~-)}0daWDRgV0op=)zwl)*)U6#A3A$Um%Z6$Ha|F#&|j{O=>8XW zFlHAg7gR$#!Um;KIcFhPXy@-B-q|rVZtGY2jnGG6nLsZ8nIpL&=PjbeK-MI)umeKB zpn8$dSP?U#o`)MnR9GXBZ39&`Ktv-5XSLsy<8s?mLj?4mw;jtOf4HyNR5RRZT6(F$ z&oTULOqGYL{*qpcEcEmsTo+>wY-dD63NA<;&StvS-S0K}o53t*V03`3o;TWkKiMo? zD~bl>E*tinKP1YT>zrSZWzjyAPAFEkT2l=4lEJ6Ql(>x_mDX` z;ioQ2!;}tbFm|w$McU0q*~xpIo$)Mv|L>iCB?pyOJ#Nu^XL2GUHK>Og)6NWZgm2&| zy*Q6-TZ~5}>qAbm?|FsoWX77p$h&p;I74(xmNaoR_D`O83m zl3bJBI6k(9__BSEQ^d&~Cl6Ptt?~%bEbh*6u*d|IH_A0iG3<=vNUggI%6lgEm&aTn z>k#(4?qG&6_C1U^HOd}lBZXH2?^*}_z7ylIsBMwG$jha-7PJ#m=<`Up_hH@RL5g;? z#v4e{@ZJ8_SNDAq>lq1rO6^VkHsOnG5N>`xYzL9E?KBSSRITtv{CNjk8_}JuDJu^) zeb8op=r4L4p#Ggd7K_FH%)+>C3p~&PB(`ljT!EnQF4o_S@(gjNI#j~A|7_K%t~_cP zJA5n>AmlIS>4na7h_u*EBMf7C=?ZRE>k&U3hf13%Ay3|;*l2Yr__3df3AEVAN;r=H zr$VbfE41`K725n+p?E7PRgY^`V~gt+gaW4&{@cP>e3w-?Ubq^(CV7A`4On*Aeb@kq zP^!41At)HxY3=~>sH1_zj!OvQ{grV#Sk80g7H@xY(1IpzFQTlqo{#Pz-;3*&tC#W{ z%)>$1h!3Th!eJ-L8X2tmLcAQwiSkYczJp5TZ6$>3w;7W*!Izx z^UwmSOeb%|E;{)O~>P}9kBhp~6V9792+ zd+Zkz3;k%&1bhQ@K8P((pVAs?g_^BBe7(ux(7+Efq>{~oxP>`%R+m14R@}MZX=4{j zjy6Z`NkFZ|E4O4=*SzeBk<%wP;S+U_3PYD_1R(r!Ib@n^h@vkEuMD29r`kMRMN%eA z0w}ks9k=C$*zub2Bld`|Cwo1+P+G{pU4Nx80J;HrBs7i<3W>~#d&zlK*#@4x z&|r#d9u5qY>65$gIC@13aGtT4E$~F%nS$cZmw{vlJ|Jow#A_oVCbdr<%BsETnx|f1 z)V5mVQXDw#bk^T=g;tuLcBMslvih(qyO__cYQuqOm{yeGzkXGQcw*q7)z*B?38)jM zH&3OP0D&L=$~!qG+A+IPE_DzBb>w4}$J4&FG*8YDHea9*&>h z)BEtMS+_;_7tU^UQI*?RU(fuaWQr1;Aqtz{_q9cM*0*n#Hq{LFLZ8IHm_l$LO*QkYyAs$P7n~plo1YG~m3eZ;3TnQ{ zci4C+UW!wjs#)E_K5q7)%hjboosDoj*lmB4YWGHszwydB6O-waR)M3sx*l2t|Nn}{ zby=%Faz2N8Sq;F4Ohax*|DG$328N7K-q93;Dr0&DX(?N+x3qlwKGXud%{&)0>>E{v?x z+gMw;Yir*@O;=10jem-EFeC2eIV^BEA_B^QVjJH6bog1ad1Kg>U#dfTQto0DCox)B znAe~^laEZ!Vg5MXOtqE%&y4~K7W)FtTWq%m3(;zA!`B>xDPwj6Sz3v4 z{gft;ADk%=j|{?p=oPLhi1eQ|CIK<3{=uCVCPVgtUMTM6`*)IVAP5~9gEFd@f%pxy zV&s6;BjaT6X8AQTkBs-Vxb@~2m^EJ|@s<0I;hQ%&l?=y+r>ln>A~I(kUlfdE%elq! z)V&u4P8w>JnT2%kM62e9>C63#KBh-uBjQBTa;z{OS) z9^2~^JreJ7`&+vz09mp5XHRXy7`#ez*>zI@cMeFnd4#?hTDWp}EE9orVLq(dui(?s z?jn}aPd_YtIZ`Vw**^D_6d%XelNcxJ2vV__wI%i=vfA*{DfLyc6{9biBYS3qbaeY! zIEm@7h#su6VwELyo^AC?BwZoblSbfH>G|SW1*hFfdSfaKph$5Ut410bk`xpV&S;q^ z5UR;vJ@R_!=LEiR-u{qjl)g+h_3`vSAbvn`v8&Vg|^f2BE-ECzks%h4;fHY>?{ID3H5i!GW?NT`(X{tu#5o zc7(a5d#H`-t||{p3$y>wfI6o~Wql%`imPmtx#=yk_}pkIMy#pq@T+CbY@sPz3pyrv;3Mn=8@emJjKlkRx)4q>a$fU$6mcLDHF>HU5$Z7jQxa{F0s5~ zOBwqT?Fl*kM)WB2bHgQ;!AdlV*=sZ}HEn5sD(yXK^CHr}LK;!bt&+>9(I`ubZKKRj zgi*!kd;iUjX?e36kCpv86Mg;d*(LtQELM)FEb4FO>`JJ1H@gH& zFr$weeM>xLMAkdd2$wx7-Le#9^t39PWOQvxq_j3tPx;qgV~S>R-)ud)H+|x7DfLlX z&w!$F0rts&Si_-F{Lsg5MJLLYbm3tuVFtYvqm^GY429QFk$+wbsBV~F-1)xuN?I+5 ze8!9a|Kbf5M|)`Sk?F{9=sO`qd?E zyOEBc|1v7W7E3X+A!Ad)fJHtn+|zdEmG%pz)gGeZ+*6C5@8QsvnFe3LwQBu~M*Y%1 zGOD~nRU>J=oKwt=drvEGP2&c;LOX;)?@%Jotd^WI=O-2(`>O<&?=SA~r!W!^K;f}= zJ#WZAWxCj9W@c>6;|I-Epl;Xm$+M{JE+O}VzG`rZ{M~vboLe2LGLh92#;Vx+x|(hC z@cX*!>>$?YD~n~)BE#li_Y5-2 zcY%YS6LWuXp&ktk!Q{51qr|Myz6K(@&)O4bqzm}RskZ(Ld44p|pTL(f>>(RV<Jx)E9wnxW3faxicifmD93`I#7N&9q zN1wFeu4El91OHoR{WSEBiBfS9_lwjKNxhuD>x3ws3-dATe-p!2(7ya&7mbG@(-~7R z8kW(WsHW`@jKv|kmm6tobxVbzsdD{Vu^IP!!ltEM0|*__-l(6Eq(f!pU$PpR!TeOw z_abg}sAxd^Q|`GdG(I)|r@5e+>{OdR=n;uVwzR2_87juto1AEO+&e}@W!)<-?XGXg z934}62M$7rE)g=Zwqt+$W}?7)Jo%}cVif*&c$q(5jhhBBH@}mmgMvc$BrY!7@%}?O8sE2%@NR;xjEuH8ir5Y}41ERwss zgz4xgJ9=`=K!8o%UHuqreyz_xXmP;a$B<%n;bE3(|Mw%uzJssHm>r+U!)L0EyCz0? z33;Rf(fxmcGS2ChTf5%!d3sMb%J(6yy918w^x(>(2;(+XfIF~Ze5v(sSKaTQX)2B( zy)px;y3DeG@XHHxH_$cc9iL7b^9>^P_zjgiu!KR$Ha+#Y`XkhMKw}P`ihun9oQTAg z@^SL|wLBlY5z@H*{-R8v;~r(8qwE+mmN=XYjxTS(|MH^5&Br0NI-o0xmbbCW{y8-}AGvWu+39)^Ugyc}4Cy z*xEXKJFeRtIxga&8D9RAmE*jnv4|MCe9WfA4Ro(S8-$}3@Cx4pHfC?ZX5R8C8xL~a zvTQ6qB`-iLttfwd>8U<@_ykzlW=FS|%cvAp`MOf9{iBIiN`}$y6H5hDq(!`G4>P#U zeefy^I5&@A?GrR|Z^%oJ)%0N+em6zg#Y)vVECScOV*8NitE`0#p~nQhhwKw~HL6KX zr90O)f$_%*1Mu#F3{GToZgdnyGbTqyXjff8njX2h^*3_yvnK>c=6I++9k353Tnbh> z&mhCE>iK*FcG%FLE&)SPPps4Ss5^u1VUoR2W50t3XhwC;U%(ODXgBQgx45s73ykS+ z;{ndizrbg-l8dO%XpRF(>pFkEIKM3!=Mp2i0=dNZ4CgzYJ!5UOD^;t@U%>4;rm4{U znNgrQnNeP#U6?kv=C$K5UF%3v;=OS=rZBA=;=Mm3db_6ixxF)gHnrzUR}-5bfb>z& z%bfDa#opI@$vhC5tipE9uiUfW+cvWnagn z7hT;$tFX!#*PQ2qG4=>G2`&p7oCy-sLV+TU8|NyVLI<0-)Mh#*+xgoSW6#?k>aRr3 zuAvzF8LI<9l&p`Gog~34FdS?IFpg z7L2V%g4Pc`*xOhg2sWvGY;M##;~o1J#6%+=YeeAe3O8Y-vpVE2n&PenQ{EqTY_f~j z|DJ0KI?P6JiD5C)(G&$cVS44nRJYt>h&RF-4sM|YLTZeMv#&{20w}s2pL)KEX?#+2J&f5kXQ8t(iF%wU3Y^6^ z$YtRLtWV9k{WN`vG82s9Km$Pl`W*9T;9 zJRKcW)NEZr=_E|Mwuv)@!z95OSR4g_Gv#65N1gBdL#riXK=q1iH-U!m^DEWXINE2_ zUyP@pO;L!+e{v3OH)we2xmns~t9xzzkbDZ5!2p=v6P_;pKch}?vfOu>>|zCmrfy;J zHrSHnfBp|+D(&+&LQI8(Nh)tZ@g7!xU8D;zLPu~JtHCKFt^p*W%9vd_Erqi%G?LZW z7Um=s zu)5cvxPRL1(>P48c~QU3lhdV=&ms~&@K+t@qm;-3+Kb1h@fTg`|7FN-us23H6i`IE zKW;SiN&f3U^1Hn(pX3D%0!ovk;VV`%3wFCB6Qe&d{I?sW&#+@#Q`yDRermKBraKM( z)?oWaM%{eysfi=d-%>#GFxxFpB3%?f$dre*UQm0`F&^@7kW_^RTKWfS;167&zD1mN zL&?|$orZBYU79*{5apS=CMGOXp#@XvYfI*ckz@xqHHCkPY-}iaGhRPHB$)3w zF>OCH1zeROK*7<40;@bR;6|x-u@>d17<2yM?}?BOtgh(gau%ON`fqGF|9+V^;($iP z17m@4qUoZ-NR%5?8px5=6(Nn%AiihlxD%_B~6XFQ`aSwj8GcNA&#CNTtAmyN#6Jk>JU1CUGwDC{{@r;*A0E z3OhDI{_9n%GPOHro#-C3`8<(xIRI_~2)-_WgvH?hSry3)&4oP2)%wLTVW zaGI25wj0>w?<9n9-mu`l;eGwq(FbH0wB)aDCS5zOx%-)jpSxz5WOY70obgU{pr-;l z8wZdSm&mrpK}T*HE6&I!*EV+fL@J8#sfFcx#S35u8w)2F3n>>{e#~$5w(o6=58I)g z{GD-#?$YA}S}P9Ebmg%(q2@m5b4DG|psC@w$dw_rtkXuxjhd}Oc2zaped%${%|v~#)qhX`whpr+|(D=+!O zKW6#<&4fox$2C(UUTYk|Jf41&_*EeO&2mxz)~*?4X#y%DR zsre=(LaHfa)7q!$oGx?ArzwW*@3o4}^Z-MQOIoyaA;HZ|Qm_w=PbWOd;QN10lHUJ4 zxFYfTbcO^@5;Rt(l(dm0=B`m;+Ee<`-F#t&04C&$g|xJbUvtavB(zQzngyT39c8L@lsrc`$xUH`JWn{uQA6fgUIxZo`i8tnIO!}uUEDmB`6w`5+!_uu0ajYu z5D=4=>lP}YLakPaRo$pC9{7{q>JQJXJ@CgcTc|1DV31i(zpcoit*oaHmw{TrS_MjB;&0rhRrM8}IKcI`G#!L}F_DN;{O>_sbO=qioh7X??994%b7c z!2PIi*5;`#Z^Ks^uUp$PZ9& z4fHOM`Opn;2eO-2PM( z#Ip?@t?nAkLBo@u0cXyOGLmLNsrd>7RV$zP?h>jDrZCW#l0OMAxfvDXMKttbBs zcx&{Jg&6^pcoF^B!8J#b%W@5P>0=(;DQUVxuy2*Y6{sJ(yrLZ#T@g`s{cyvWS z=7;cIh%xA0&EZn{FV>uJouqy-`lt3^v&ZVuk9|T1II&V;vNwaescQEj2GMjAxw?|v zE84-EBVS2VC$WTC-K~h_Fn@7IiCpTxXA6hKD*U)gYE$b0;n1k_{jQuq1CfJfuyv3` zy`n`?yvxE{xQy8evc9j8CbA9WnwBBjO{{*AKJyTRh^sZ(pQd=s1fSZ2`zhQO1+lDd zsh`mvX_c^^hEw)f`WF85d6THG7p@E5J7s2D=iOPnq>Vv?PK{ljgFWbqU1eu#LNOh$ z16Ch~p2auW1scC6tvvJ;KF9DI^;rM4fV_!mQkUCk0IyMH>r#z9MTRC|WXq@~*EmIq zIPGBr96ccLWeIx(v}>(Q8BXq%iJ@?Co(PCnz=7@)bdS&w34?c;Qa};f+Z?9&E3O8x z&{-I{sA85}Kw^IPR&>PnlO|ewpBh>OnFp!9B3ByvW^oBkZEoDcop{B;qC>8$sl?K= z({1h}tGVg~soBY7xeo@o3m0VT!1A4CEe#tS&T`)&`QS+AWmCnd$yxDDA+2BBBk5Hy z;Rd&NLs?Dw;5xygNcVe=(B78%Ux0&AF=?9;PZ!%|8KCkAp(y{Q$U@Sspb3xn77#QJ z9$A5kWDtt=I#nto$<@@bV+kxgpWHjsO{EQ@AD$2bazK@P=o9b0R06A+dRT;FQ=$q;|J`Q+d1`%MXXNQu{ppdXz*W0;r8!e2V>3K3TMt5tOVK%8U1ELcZY5=3qRR_ej zbtPgP7%4~2Uyn~G1qbX>utae*Ptl1vsULM%)cf98b zF;q0jA_=S2(cqlPb_$XB&*RDnDHt`XE7IkLH(eRa{6^SLEeBu6G>1ZA4m?tWr=bra zTQ!94JHMHtY${Yl>oQivAQE;XfiA2#3K%s;!7c>Uo32aBvBbaAmF!~o!wEmQl$#2W zL>C=FGEDI*?X_(@vRc>%snka4u7kLEuH;qk;iZxYr8Y}4-cImQao5PYwYf^P(?e(~Qav7-+>LQ4Ze4(!|rTVo&!WSAH8Qytww`-SCo-j33 z&8L@~2P^4rki<%-F&&1q3rVBelgB6JECPx0EN%H#np;GziNr3zYG6WI1y3|pE~0$x zKF5WQrTQ$HcECOUOHL2WL;+k_;db?ydgGLr zVJ}fe4$w|*aAmB9~w?owxt;Mls zacX!(GG7h>!zo_sfm^$XLBTe+ftnn=(IGdL;nz2gO^T&|{OUlc^bjHOi@-)JI7$G} zsn@K^)~OTdzZu6&r&)Ipu)D?Q;mkYC@&1;KUbUQ_x_s*+zksyJQ;cv=z!AVfEeLN` zhQafCz~{c%I>i3HW}E=?tAh8T?4`JP(D;ekuwNLmJl8LVKLmkcY-TQ%`tC{=Gz?VS zv*t)s3|&Mmq9gnN`L$2(opryp7I+2Y-$p1VNgMS z2pc9YBVy2WeKV1qlCZ*RSf7Po2K};X$Qh)9ZPpIlmNl6!cX~)-+W*ICvaJ?>+|LP+ zp{)c^3cPJ9(qrYylC+=4?OIA{LBbxTvrx{JixB?fd$F~&S@*F#gdpeA^q2HNfns+Y z%kgZP`oZz{5K#>xt!gX^#;P8z$oNqK!pY`pk&Jixnyb$Gr+kNPHz<4g>h6f}$J=L` z3qEc-H_CHQ6v1cUj$@ygi&iZA$~Wrssf&@}{`sHwd@Pv$l(;U`Q2z34xSQ3(`jv9g zae40f^1NNQJRHXpd{Q91b)_yqT7S}K=V0vO9VBBQ zc1Ad-+`c~bq?yT_ER(%lgt!HnkgWd%-<5 z!M-xN=!kg4$cW5uap$6c)@)sA*YiZ`HC!~pL7nly`6YdHb@zzYaP)!z2HU>%#`d#@ zH09tlxOgPXTU;@BhfWtw@U*tDF6qPal@2EZmzhAP8=M!yCB`luy%l=loT^K_>4+`n zu4obKOl`XgQ}+rM02T?jS8j(OIxSOd!*%(pS=|u!vrF6O^VQ!S@c~hpOb%gd7V90+ zmZVWprSjtt4w1-#J_Q8}MLHO?oKA*E-0j#6zG_=YC#DO%d!!c=Sl`r~`fj5+bQ(40 zW0|&M27y}GmN?G&tj4W8qWKjHqn+fsCzIvdQUnEP=a5$37Y*HTW$7^uEUZ3JYoFXDGts5IvFX@IdpF8H?XC`z4NbRSy(R#)HNR`RS%v zijDqGZirTdygPBpj_$1!%$aYe53-;0HP;R34e93M&qL zrHXN#@*&l_)fR88MCDjSF3%aQK9j@wraXZ2nlD((rW+2}HlbM}I!b?TwFyg}s}(~+ z#z?kkl5(00$1i6HCb=z)K+JfZk`a*L{-v^xjE9Uu9lzkK2`|tHyBdq(wD1muCO8%n zUgu{~OSXu=@)+n^#8Mao z@m-b5$M@!j7?p$4FYb=E%vA0vSJlezTStbgZ67(0&@kOw-oRg3pa@fyBA8E0=y_{x zW~F5bcN=fiw;d|-tKU^dGm?;wl*HCigh;3wRCWNS;45Xr`q>($^Q|nTy~Eg{=&SZ2 zUUs##q{fq^C<}gX|9pC6q6D_nWkz-w;|B(i-%8fjbf$v?vV}zXvFWL$r_O+TreHnps^tBoS!6~oRmG$E5%Bk`F zn_UY))orPW8QN7QqJ&DbYPvgbrxmD&&k=x}DFnHPhLyuBQJC-(Fm97iJF6aOX)GH>DdQW1D~pG^g`|3y{g$G z_z{>ziZ_7~B0j^jJG^=eN?)KLkEH{Nq}A}l?BET5a5Bw6IUVoy^|g(=A6Kr6 z?m}mvr@bcU_rn$rtnlyU*WunA^5*+jr9exmLpZK`*pzE(I}=b%DrnbxWGSkeFGQYl zsCe(s6@>Iu+#ClqW{u~2~IL$#cN@AB~{? zOb~G1A$TvLM1?r&l`2N6CY8pGxNo?z81g4=4wleGf2T2=dRV_>sx``vVoJg-QR5O+PFsz+^gh)j;r4qm0Cry4Tv*JYBd)}3L9K2}5sh!-I!s6fa9 zL5>wz2$ny>LoM)@&bBmZEnR16z%2v|RVoAV>fEml&XlJ1 z=WUUBpXqMRl4l;TY%WeqD{T{heJiVsY=qvXu%2&H(2p-5bmO#7xy98TfrCq~UjVle z5J|6|9f-Pp9Ksb9$0Y(w-j@~4p^W?YTgLwN=0pQ=#Nq;SXJVUEtFxiOq};eh(=+fJ z>V%OAP=6qDYeo_vyP?M}@k^&mqzhala-_RK%KMu1cImwC9d^^+8iL0j)u`*6ahJc` zISSuPy*gx^*G8gdWd@BdqB1LW1##f2U|${{gvQmx$%HKT$gwSrPndRxA0yA%lfAe`=Vl#zy+L)p<~v3DKUt@n}L#y2QuJcbs) zm&sBPeNc`nAfLtk%r&NAO$>cyGJtz&*DPa~i$Ju7uk88_GEn6rpE4Im1Xrs?B4SBm z7k?LpBOEsxtsej0rU=pgUx34XUj!=u-mNJ2TVR`M@sX&@p^1hXvTIR{Q=q5=e0Cv8 zXHCq8xahXqQJPFew=-<23>%Dj68(aL%lJ7HI=aT$5$zK!`!!mkPz=eI9^(*OP8yxV zpK$#OtLl;snNr0py+hNWrxq+UR?d~yLHm-Rvtx*Gqc#*Rj~d&2%~jyApQtUDRlZ=$ z4#Af7m==mj1Vy>#)gRr)=d{GhmNXybiEr{1iWN@{DL>HW(9AZkc01KJ@+Wj9cJ+pq zQmuxE>-4;`bg?S?&x7RO!7XE-!885c%1$wchcYq|!wP7OQP+3^zwWM35`BSt)p`)7 zy5vxbf*_8|zI(VUJXv780$fc?5^81w&zs*rXMXp7fqmtc=JGa`^gxzLEv~lPpuUh} zp-PBq!JUfKMCjNDz@i`KiGrmgD-;N4BxXvh6&%5kf8F+&b8pW|XeI|YZ_GGJ;HYR^QDxyd z72TMeIm7TCyx`j7GkJP+*E2;ew<-km&}0p@+h9^({d2hC5Tr;sBYoag{|mw} zRMoc#^;12)(?3XazzM05aXh0?W&zKQW7M!*M40QluR65%K%1UT zxikbN9l~D#_1`u7-yPD)GOjv!q-J+X3deq5TXYT2`}3Z2)FRhGI`4C9L7@oWf(*TP zBlBGKyzg1z9rV4$E4G~N>R9NYKPlydZFGB zIsO4#T>#;g#J0QuHs=Jq28-9cTNedz_0zD(Js2boaoS_D&o&c22Il^SNh=5Z(ETN| zJ5mWlL!#ItIx(VpnAJ>dOR`H~v&Fa4655QH+49lhb)15MBmjLv$Cta@>Vdm->^X8F zUo%bi;oR?la-Rv$3fs-9uTC#X>H^$~J2ILG?ZC8A{-Mq>7$*qL?gc6o(S1o62q78+ zO|-iT%gj!snejA=)5D&MR)cGzI953F=hY!`5$A!gD~RYKy!-aN*73uf86mB6x7RWHwy>`?Jg5G)PD%lE;4allWz%ihv@~56lt1|SYEh7d?_gm>wU`E_#5_1S z3E;%u9gdabk8Htjw{c%N6-ZKPo13}#56-P2JIsM(#oNoijji3dFhE|sugqIv`^s+U z#_uATU`I0fZk$SoxrVl1B`om~uwR_F_iT{MiN8>1)Id%<1VP@yp}w*xtWkzUxLTP_ z>H5Qpsqr}4)Sz)96H%)VF79Os>58?O|I~=_u_{5}ql320P|8XQV`4U*3 z2uIbiE6MsYgq9}d>!zxV@$H2cx<9n(Ww9ztx^aen2%pA$-VpB`2QoT|MLwBnOzf{7 zD=TnLZer*MF0c657|4p-_1FDtPtQjl%|I^VsX_sSPsaUv&*ydP=j+oaE5iOlO8`zF ztgC4JSbZIxNB93t2=!0o?>2B~VCtx~$8f0?sQdRe&!^(?5-2UULbc1qGy2(-cS*#3 z9xfILk$CG5qi@U9ij$Gu)+n|klbVn+UP1qrMJ#$QZNQnLQ0ap8>R&n@kzzL{9|>fP zFC${9!@{P2P)L?umK1L*p7iTJIv>Ygv72GbUvUt^2kR5O(Sw+JY=(g})UG^U`;A}$ zVtNwy@x&=^4} zI*Q~T0CmM8vEDh&Ndyz-p9eAm_vWOD#6#x4~qn3 zJX@%kPz0yl0?nYc1N*pG(=iFzEvIpy{1-xq0=cNa6+mIA650T>T=AA`pb%B;k`5$s zVcqL*aexY9FxVpdp5<{Fh~d6*>K?O+7n6%(d((`t=nu9Bj)E460h(~{i3*3vn`BT6 zG4B;!@+xyD+9IK{KZL9Uk$$-j8St(5;fw##&oBt^Puvt7 zuDhYt;3x}22v!9CJ~0XY23uw~ERBa3NPMfRlgD`r7b=g*RRAfTwli8%jCM-^!LByo zg{Q=jb8{!5!d#IAC9UhKENL=!ra*zt$KaX^TH)VB?MrJX+ak{>fYQaWcg*C}W;EvC z{?gR6e2f{Hk`qqQYw5hd2L%Hl^qo6O(eqK0r+wE!()tR#P&0Sd74)mpGM^7jhO9ah zYGeBG%Zbs7ibvJ}Eim7{h=CSX!+t+k&hb>0s3)k{Y9H2z5#kGMZ#92NB7~`CE(TyU zP%D}_FLY7jaEgWsOKm_s0I?Nhn-Pj+uwriGq;!N0)qiADXbQm4dX(lt4vvd~cSYXm zc5OHVpkV-i%MMcZtK7kdK!?R-;jrNX}w2dBsO6u&$|OAvJXOK9vdblI|d^0;YP~WK%VWB zVAhc!-o_m;DjBFi=Y$DNZ1t*y&~QMOKSA14#>0bpW0t%5!sA@0z8!jxN{QV~eggy4T@epV# z(FY%BFA`TVM7eLwnQy&k2KlQDHFN13ymZx3+Gl4S8ta~FvclnwN@+<3n<6ClyAFmz zO_jk*(kV!TJ-FKle6f1Y_%xS#lx;I)UEDZaO)Pc&6>DWEZwPK`N9<+EiUm#ONqyUjMN1SOMl7U86ITi1U5;H- zP8iEh){B8j(Qda^N}Z&A6(0>spT0&5Pn<(km<8#lA&-Z{lZy!JUCFB-GE8A3q5wT` z_}&V9^?Uq+aARO_{jn5>J!Tv_L2#L1X9(BM1tuN4quj|Jl1EDtSJySXFB95q`$S7I zF~rFwSkEqMeg zVgfnJSDIeqrKC(Tot&X)n$Twkqi8LgCmnGna~ys`5#u{`FevuPJ`>Cobb&-UDF;Rq zbz%m1w4(=vWbSwEVSl&3xscz)#tw_*o;XxZ_LpLm4cQ#QUUDrxk*a(@kSzwLz`0tC zck5na*%?zW)Ur@S2YUx1>ElNZ6fda8XxavLd_hlYpw$?yG3X5~-fTH3#&OE@&Kl%t zhX@pL5bJQ5q7()6>hVwDOT+NEvix)LoP)USB#604^V{w8mZP^|VL}sr&2^QZto4jx zQJhfz{YS|y>cJ7XOhUb{D_?Bt^-K~{c^u-`m!qW}-qiTBBq zaN6=?)@%rEw&%EN3iyi7mwSlp4pJG?!bU!GUn2US3$fy6(;MFk&rT)Zf?QmwZrWle911^ z*#PofmFL2bzIbc>$`hd5ASZA>XA%aApK*~TezU4%Y zsf@tdAVE=(bv%y33(qEHq$uB$r&EBv2>093g9WSf{@b-HbOE2H;!LSi8N}$eo#VwU zLwc0KA7iIx)iN zL=l?=aAD=_M^H>osZpZDKl^!dUvVB#A6nmZffZ>@#MxDzONksr6Y5{@BF?jIP)?`y zI0aGUcE#iCU@;cA8AD;^cxg~mLk^+Y)SM2c4kf7AxN7m;ZBt#R?Z}|GYVyqzAh;Gz z?L046`!*=aeF6mT!V^W38H&Dj!6f%sHh3dpe%=fzKUDj0mlNed_Z7wr?|H_T%M-F) ziGJO5zZdD9qojCa>-H-olWSc0|ye{UWq2|J9J?WM^hpGs-~nt08E}%7sQ4BPE)2 zht{7@{UOj(_2o(1WJh_H$fW$_HqmOG7RSE^1>u75%?2nFW*;!bgZ-d>m0Ox00pGAC zm>vAr9#S5*4f_EO4c7k;D{Pl=j4P~v4ej8!rnXM$702Z|Ln=nyK#^gbhjLNm!OQyS z3v>FDpaPL#Bp5voTF3vGW}36U;|` zxkV&Y;k{4LUm3zTVYw+h>6KPb1}=Tc9?SVyS=qqhJS0auLZ41VG=CxP2d_2nrGkQO zocc-bhYrJ$;(~4cVi(jdO+Ky%)h}~1ME%?kOZhC6YTJ{(aFhAW zIzv#b#FIR3H4&lDAXb9xB>n(21?oqwmV@NKwus>7XRgOscM0D%gQwbqNpEWXL#|gi zBbIO;;B2xir6hhLiHY~frJbF5iqt)7+akO^De%~uAE-doe~eDU zJi9QX8H2iyl7M@R}?A%351k2hyI`lSUt`z4I{R zAK~o<4SnTi`PjqPoY(cQEv?hts4p&U-IG+BMnNjGfO_x)lP=Gj5;(pWm({rtx(#*G zG$7v0yjP9K@<%hg@F1y_FX21_;n1YJDCAXoUXDvEflaY|lBx- z#Q6t7vUXqF7C97~;_`&;l5$O+@F9mwp_*1@3R#iFRr4m2pi)3c%gQXVMLG8Jf-P)& zuEC7*{CnNp9H(balKFTI`+i?S-FipWeWTRH?Ayi+5u(zlsu5tbny##61F*8Fa6P7T^JFRb}2|vLyl-bN|6hL zj7SEcTxVm8lVQK_sC^m0)OU+%SZ;Mj==cMR>f=SNYbOK;dpHVwR=Ai)r=4shcGCC| zp9;%GLpYNZAQl}o^pRcq_Xtz%^%L>k(b!PSb&(L=M*_sbV83IU4zyxeX3;@U3as8zP9hP(H5ZtsQxNR zKZn?N-@F5u*)^iLu#N2%uep(6RM6DGQJ}k=e7MA@4C3qR<_cj~Cm5MjsUsp#yWWHrCS!s+ZIfZ=?~h6K1AmM#RiFSN*49$rAze7Nn=aXFicSu$ zXXZ6%J?$_1=c<=ihej`kHndmBx|l@UWl1_27vT#3O$9Su(xhAdwsO zNM{->t&oHlzKq9pjoMHdWF}UPS!)eJ^yL{HEz47tRjT~>S@>P^Jh-Qpw6HSItyGD1 zy%UH2bhs7>KdPp6{#M1?0Cz{zSoPbL_I#PvpWTyGF!HCnvvNuGj`QCR?D?O;XN)=8 zCgecB9Ae(FEscP}iyGf+YPACYcFFw^5+mEWsI9UK`!L;O&+EpMcx}gD_N5A*$bfo-~9RGs3S2MVm=I2+( z>5xS@RlvzJI72|x?+%7&y*Y<-n_x60*U41_v*`Y0)+A^(bB@-x-oXA%l?smY`K3%q z#Fq*V$N#>+&&5BM29AJ5aH+Z7^>L7mkJtjE{krWdOHMI-7B@Aqiu-q$N5>R8Vu>#x zW9bE$NEB-uC$8W%BVoHit&Cc8%MFEI=#A-7ayxra%$##OD__#~a@>0pEdM`z14Yj5 zZd96{rO*f3=hq-fOS?4G8~{cKXT+_8bl`a`U80HU%(1{eJ$a6E;2eR{rL3jh1L{9b zp>@z{Y><`p909a*x-uf!{|r-%?LP#c@?@U^t*TG@g{lVJZ;ioU@a(=O7N5?<0e z7E?O=s&5Xzb<>Ue9~IU~0pr_pKMZ8HAyX-36aZQlF9=Nok62?zt#)SczlO!w#+K0* z19(DhV{62h@p%&>EeTCk)CLfJEz71S%czSCG)RL=IUE-Eq`#SOOjm(R0TRVV@X5HS#sHj9;E>eTNxhSTAU8uvK@vK!MZHSkwXWKdOX&`NPx zuLu(RsZMdpbZ@StIdP91T`Vwk`}AjDd&e{k<{VY%)bA3{`$p=Rd0#$l2`R!Jj?`D1 z05`~XGBaFtdv204HSv{!i6)dZW6T!+ANXVu!nlC2Tjv)!*kyb&QkQ;i@Cw4R5Et0W zBqcgi$>ot}kqhkKE422rDs~puHHNv!_Xoc3vA!WQ-@?#~8=q^@{VLGiM~t{E%qU6V zIgw=H*U)euyxHzVmz3qUyuRPae(&PY@b1*6&=lGbZ1fr;s4~-iG*7wRM9tkxsotNo zw9d`^wqS;&mN{2k3LD@>A5#Xk!c-lgi7V(_%4Fg9(B4*?Io$VsTW#JwV#RooUQSfvw7$X!Y*09Nk)4Mex^@oix(6H6+WL| zJF4;6-VmdotNpF>V3^Jr9Fu7C&`F$vAU#W*aEz^XeQ?bC9A^f2R1%!l7jXm%QLv5< zZ}jTxoTONPvI7to(<-pGfLn?q!Lp?> zcBxrfe&L($zp2sP&{(f6X9n}@Z>WGc#&@St%h5%$`HT3?K&uuVB{VK#u zxtiZB=5ft)fCfe=wNh-D6Qv#72dXQ!W)RFPz6QD)d6Eua%}*XM?*@Rfe!!jyxSm<` z<1n-wE^Izo=k!)|kYKxSR1lqVx9|wiHS|>@&3ySaptp3`yop`U)C(p@&ma)@6m&gv zC`+cw)@<$TX0RK=yjs|7PHR);b-BniM9OK$&Fwvkxea>F(ReIh3WzvAog3{pYVaeISaxB@FP1GB z7tt-|13X#FIXc+y=G#utR+APXdloIKby^B}aloikw0*uI7&%@Lm-Az@->*>VNi(qi zKtaUMxj#WQ_MD$=$5kpg4XGA>-^9G*n8Fj=_l%&YW`{nJ-aD&B0a=*o? zHUT})13A#KNuY?)N50i)-w}|ydCwz#i?3ghjc`D5LbU?fPe5O6vt4z&!LF!ptE48H&!Ou{Q`WEU$tBXbn@jf&2`)}3x5 zkUJ1eJ|n<*u8pP+b~wpK#Iu?@_bWW;nE<1T2hbHks0}Y#Qt5IHg#S$l^p#2%rV#$D|*TMsSJ-^DqSvl`|2(yyhIs8Wkx||fEu$Xb_@q}DgDbRB+ z1vb&NbLM_?<_ku_YwIYe(`KNT+JKht=P2ruR$a8uxnxbpIoHDXj>3YOZ*bsYol+sx z(!ST&56J+52H=g5?h#3!;_n73_J{Rmil2#crXi}S4W&+r$mgQbY+mm5*250J2!$`^ zt&`~CM!v>Hf&b8W*k#%@KQ)`0LI4{NC~@laqBxLf6x4tx@v{fc*A)CnP;u&G&K@1c zBb>D|Yb882Dd1xU2=5Xeo%DZyE^t@4YVFZIE6m04ZfIpk_X;~JoA%DIlrpKjf!6li zhMhXP3Z5wZHuCwRN>(jU*rtc3*bSP~2HV!@{M?@1!xkn4bi6VbTC@`m??BZQo~u~W zt-#n%_x3;O)KP3Iz0~)RI&0s3`*<-5ArQ1$r6?H$D)Qq==~Hzcro|pVIWVw5K4EP) zEhDm}@OTK8?d>BzA-z|#hHo8)Bs+UJ2>QgDucduet= z3S$VzY2bt$-SCM)Vq3*tu|OIDj23t^n^j!HhgFG2SgC?p)hKr_vb!zR)Jp@*d-cq= zTZy~{fMJt?9sH|wgvtZ!4%KgQn0tS#-vv&QTYrA*n`pUtKLgU3YF=L)#2cUjKW|2Zb(N=! zdTtJ&_WfCqDohHpVs!uhtQCc5wo*a6q#$cz(Gl&;;Naq5C?N3Y?EnEe<|j^Q^QDiG zg4Z$XgcLrED@(h=_%X%x1BDIJDDn&n)J@=s&tx0EpUUUBTE4UBS9h>~a6yral-igu3}@Ym}wN;vko zm%gJ+cNz~j*%_##qFE*Flk~c=Yb@#+OEe=0b*hj)8iu-QSHjK)mHvM6eI)$ALc`V+D2uI85o+Ny}$A2(M_ zC>JxD_p}m>a4{;T=yVH2Nhl?Knl>OjdA8juDCgcym6s&C6q~v z>&ij~d4J6r=g%$`svmudGEp4aDi?&>OUEAOI=uZ8SDn#C-h*;X5-)NDN2;`?aro8; zTPk%sYa1?S_+SR!cb_@Ahr>yh3o#T>kBjwBwS_oM?cS3Ty_Qj@?6eq-Cusy*-di>! zoy^7M%J0BG6sevs2ZTc1LWrtwb&Nlc%fXmmVcI$8zgueN5` z+vx5Sh$|E7q-)Nul(93mv^_wX6yED6nUrbmfB239^j7ZVa&!384D6DAHht zI)N0+>B+4>h=KHnoXDoN`>@LD0ST$bYa5JdfE*{D#Y;1I9G*?tOkpbBRPd`6&tk@a zKn{?_;kEKv(ilW%@u+2UTv}U;Tl*dCZC~}bcbs?2YnrAXJDO4({L_TZbVDSemi-Qg z<-z^z%%(_gWwLcGR(%llb`Ok#_XP}3%aj}vA+ukO?F*RanmNCc(Hn{(+g#p9Fv$*f zK0Q$!Q#qV^3eT*5ioc~Z82t&o;h^M|zz(!yig4lnh+e;nY8X}?5_Rz+=|Mm5GBy*L z0~dL0H1g7?AsRA?R~atXnJGm~gp2a=RKLU%Sorywkw#fu7;{@>Pni&GHf;2cW$0N(&9YK9OM%n5 zG;NOb_um>L@~U9B4O2GfHmlhX$5CD<(3HLKh@4;+n0Rhey3iM74ZJ0O>u>KGuXx5X zzZ(qbYCU-)tV{AGj5vyGt%}-nojb#3-&&9}OT|n)70GT}!>Kf0CtwZ9I5jDg5(!f= zFq&GOirxfZJOIa?BzxHOfw)IE^$!VH9FMkr_;IY+)MsG3e z2BN3b1)R>gwa_Mpaln+b;+K)g8cmw2f+ZHMvG33TBmDVE`9QwOsduo+pR2}4+vRwl(oh_W>cbI!m@8B~0~X}k*SSg0S1;n4?d1m7rXA#rVEEx}Ra zYLuL1>%%yu*>(AAlN?Q}zeh?59i&-c|Y0L9eX zVrCkeFC8c-Fbj?AikWr+Vxy@7;E8-KWd^rObzoW9B z%Re~;Y#Hkh4|XEA7pJSJV03CBG=*C7Kp8^Q47b~8&Kc4?ptB1nm(vpNg=K!1D3N8p zLB9RC+8_s2O|;jv;L{@Mocxs4k#}LawQN#$Q$ z(TW-EM9a|-(7s<$7cgjXFMo>7W58va5|p+QpxLPC0ag?gEZ!X?@18+sIaRmb8%&&r z<}9M2kxAT4GwEcHX>+~_o~EJwnwagLZGQ)C?V(6E%2GDu(X$wPSw_6|O>m2p_O*Tx zZp|3+cL1@O^Z>|X7g6#rFjM*wL1dh^TFP?jl}Do&s5qn4X(m@Z+BC1im3qv?uAiVs z9?QDYAP1P+bWyCuqN1GQK;H=5d=p`>&&O2sz_{j!=RNOWQ#-6aB5i-`tkD2(S8CYg zq?p{WNMJMlh_}@;*$yQTktm}2rUuFY$cqLv7EdtiJPRK!mf7)^k#JVUI{M}w81>Q) zwtIU6El(QFPW`MERUzTb;k;~c*J?o^1|;gKOm9v_^VRA*0Ir&Y$6}1^a=CX7-DdB~ zQ*UVII){<~ClR>#9ZJ=iPpJ@be_V9D#*O(izC6CX5xhq51Jw$U{4XWF$l9{>gwUy_ zvOpXHqhj(8m9fH+(6LO5jz;L-Qs5E*7J>{&8@Xp!HYqy9E$0Bq0fkT`5bbPNChWxd zSgls|07EapX(u`PJr!-Nn0G9SR_xu(In_O~dxC!z_F6eP2Js0E9c9^A@eYOb3#BgO zb0)^>L#wF-N~}_(S+-*ef0&Dk-WMb8p;nKA&TI~kiHIPA4ieXC`TL+K|6w;R1xZ&R zeW|#CDKdbcj%hOP}sUvb2NCz&>Il(~Z z|CRC;Gi5&#Cd;O2;&{`7$eV}anu4n=tCIjizzlna($NsvE?VV)ksA#R;s{E60i-#YU^Xd0B zPi)uQj=rN|pR_*DZuW46#^9t@RhRD#m` z^to(C#mp#&c`DoN51rvcR($k;qiw&^EW*?})8(fX9^t&s&KF`&eXPa1Zz~cg3Y@CN zx(Q5A3lfWvhUMkH^Y&44bR8;)bX~Y7%^{_r9}w0iEWbuqhf^W^TObc z!|3f@TtbjdF*%@oAF746??d4-vyCCR7kD=%f+)NAMjkDt-P}3aEZl}W$8o+Pl0A3+ zuqan_^l-|CToMY{lInXA+H}Av$+cgAh>8;_#scXOufAd8$}P!xhW-Wl-C=l zw^;FY+W6lMAHJU=H9aO;EuX0frQ0GHetZ{}=PFN)tH5t>n;U;(fgLVd3xCSw*(c>b z{Y0j|^M9O1mrEhKDzZ(!qkld}B=`LJ4F4mtJ)Za5Q}%Z5Pl{rhm{RNO=NZmt5egfy zvaM(IZ13}o)uwO0oWYBb`}+l!OY2Zso6w-&AVsS!n)*@9%}1F98Kp6l@;QPLb$&R} z?hYtaCr|!GLZYS$4d{nuqhGQkUCv*Qyv&ICYl@>I#A^t z{tHveKg#)!7U|*t>I{z65e+M|x0+it3{yIX@J7meS{NM2-7TkIm-{oQa6)GyiUvk& zko-N`7vgkd{bBUi6v{>)_7t()K0yvjg~_GYwA0jhLC+L;R_p)ER5zB8C_Prknx5cS zXaCYP`>F@FQF)J?Obru@6NfG&ZbI?G%|JJ1ZKe+T2nRuP07h!EpN!YrWq~*j6I{W+ zTa`#9OVh#A(n2$Gm6$WsB}X`7n(osW(5D#17EdvV`=jOF`pwjHTt(_>>C?7gA3d{$ zi9{}L0&aSsL6{0tD@~CGm)SzOb}S)~pMd+XgYm+PWS9!4Jt$eF35}k5xO2CYmw;QB zrm44Fd;Bd}$d`c-U}G?;m+QGC09=)#M*e9*$%kbHumeKu)EBH;miF<1^u{Jj%48J$JDx|oX@3`)%I z$(oWP;m!TzgZTpkrIst|GL|0$(Qf=oiZIGhhk{erU#^l8t3x(oEB0?VgWX}}kK*|M z)>S;EW>mSlw;_-%l8_5lW&fJGFdbDvss@N&{EfWeh|^e$Vqrx;Ou48O!$#yKp$W?- zfQZtEgaj8%kN8UjN#5&0jk-YNfN$Hi4LK5`U)F7&?p%piG2^}nfrG$K4$pXRB4a>NvUP&wATJ)reWh2bkOp_1y&wpf{ zgR>D>w!3XO_JcHrjRToB_b4SaYIGm7jv1Okn_f$9+^oaqC5+04sRL@ugD1*OXS&eE z%NsA@o$4c&m*IO5JI$k&+Y5v-F@BhHbJL(mqZz>#67s<=_h6`gi8OZzGDt?D(Hfv? zAT>YM>Gf&6SZ?zfVHPlz2R2fSC;sTlCPH)aVoj*)NrSY}z_@8x2%9}}WgW9g3H_HAsfdjjG_l{;Q^G7DwI=txuwsbY=Pz|A!;CnZ9X1I~Ei!}yvI&QQ? z2>?HNBr7MYQ9nCr+l_6qg6sO`T?PgtYeI<`mobX%@5s7j zQMeSx9ScbJrP+_X(BidMPG*@!0Xx#?#@eGX{4xm_Dv%;MKjP;GkYUY(L-D6qb_PZ# z%slFb8hSM-cc0ZC=HJGeNmL#OF3a(8D$LKB9pQJ%b2UNPyiyaQ`}`QKOn>}4K+m{3 z^C5A>g;ikjEm9kSd*6gkVloqj5s{k_x1f|M^S*N^DjjE)0~p73i8nV8qC9W*FHdV} z5yHO%^d(EF#T#1!IC(wuK3l2bb@OBf=^LP>D;v>*)k+%Az}tMIYjN`zd0i|Hl>Ktc@<(Ny$tgY3z!#8;`?v`d?5Up0_l8VdYBVw`FB;lWU>AhHrQ$tz$~(B4kbmusNTiPiM@FTq35K_euJTtX7dX ziCC#>&}<8$4@SW(XV8J5em@CbZ?X5xvam`7sdWNZ{O{`rE9&n8f3xK)F4mZAU<&1#Ne$^Kmf)dYl6DS%8Td ziex)6W>)1)6ALOmCi#Ni;s<2aePN=F*$ADP>HF{j--3FgFQHQuvXuCHow);$Hs?;+JJgx-qT?B8 z4Ya1VztWd8p*g3>gSou`xhq8RVrgohU&!**#I5e5st&dPv6+3ru)&yXEw zOr8-Fb!64X@Q_1a>7j<6Ceh;q>a&X0_a1ntawwW8oU~IxbB2Z&qQHX^3bbed=Ex^c?o)ia2n5V<3^u;!wl$sQE5759=TcOKQ@|s;$?u*Ku$?a zCxrp9^K+*(riT!alasRS5*&&l~;J>lo%{_n>AY5YeeTpR%2|CHn6;9v**mmD`c x$A4oS|3)kD|CxY`69D+np8mtQIsa3cll!0jPe!1Gn`Sm~kzkSeEzy9}ee*N?QzyEps>sJ`ccklmyZGYGQbF}X|zW(p8 zyM3S6SLyS6p5yCJZkO+NuCJf3e>wi?zZZPn?>=AZ_%3ICeKala51)Vj!}Izst-U{N z%isRxdamy>`|HDL`P;wT_Gjik)%jg7d~%HMak>51epMel$M@OapOoQm|K`54ckRz7 z)&ASRIqSa6`g~A-?Z5qtecz62Js(v2Z~tOFzss1<2i3+0cTbylKkxm)an9=+_=a;` ztFiA@d~N+M_bR3A{#SSZ``7*5-}v@@0%u!arLFH9cVf58WV7D;>vy~EFA77cH1yWP zaIK4manFO6yU=oVe#tfUnN{?ej+5^7`{a*a@r-x7UKb62XFF)=7k_tO91ZhkTi>v+ zhwT<$(Y{O32lju%Fz(9p8e`FN>*7Y7R{uT+zoTCl4fU3xu|4)hqus7@&~i1N2D|k( ztU1C^Timey#_7b+|HIIA@#m!@_9^4U?(cQWa*q*)dkq-oKDLM9x)%+63^(pVw8wcz zd(3*!a#bFG(VGrgjo+bD-LG@!uav9O(Dbt>AH&6OEA9HeFMTGS%l=PMd&OhfM~*mC zeAx^`yDu8hqhYA$bPhT82;Avy)YbX!>l;@aq4=<{*Hr&5glOY28{iGI(D4u?g)+T(XVLd0W0od^LOqS ztKUahqR(stKhktw+i>9%Rj0MvtFJK37N2N3t%^%KXc@Ac4R?9J^X4F=xQ5sz#eb{DFZhJMa4)Upm*Cf?j_ zIm@Jf0pmic`@hl42LA#BW`Z#64~LN zwGHR$G|YitX)*qU;g*2|)t(FLxWiE6#I~V-$Aq?fL=1i za8TKXKGzWz_K0nnctdK@K)nt3Rl``Ip?|W7V1E1{fCgIfF@v3dZ?noy;(R!z0k9kK}O4A`Rl$R?; z#V}l@gn_5IKg+)t-o6`?L@E2X&{@N<>I}<>nQ*S?M=&%STD`+i;$67T`1MkD7mORa z4S2(0DB&+`LyRY7KZ%8#bL|l*ez(VeO$tMdQKe~a*oGL^wqbt+XLi-_1z@Q$C2zxp z{!?~GTZ@L6rM4lyV$YR$(7UPgYMkI;DW?t@=snwiTj!(!&l860ylB7^hk^Iw>bp}! zd*6Lxxg7+JSD+b(czz6`thynN7cZwZs-?|t-x1~jY2Rrp> zw_)sebKmm)Xm1+en!s>%ePpc}hTUP})G!#Xu(X)RE;_E|yyH%V;g%u#^|fa&%(&;R z5ojCYHG&0$b69$bc8Q^3x8aJE^NODjLpUJk72mxLn0cc;&lq1X4VEXq>ZSqjcR6Q_ zRok#)DuQ8#7jtnuhkNXu;ivW%m;pM!e(YJn6#T zxcej8bU$y5ly?~T9^ZRpIro<>^lY|q3A@Qlo$)Fz53KhUF7R&Gctdv^1JhdayN;V~ z+`8i)#sPb9L%YXle&6wb)~zcBrD$Jl>#A>@$8LthzuPNr*ouB1P0X~r89%q1W6xE) zdB!WY+wh&&^pjfAla6g*FI@YL-iFNU`lP-_L3uETM ze>ill7F_}ViAf26*nNhF9W<=?dp+a$IFD7M-$WA*9L|cDH^Mo>MTE1yMtEyDEl$?B z5qt37m(A0gVc*Tp+co2NcDtzw#|<|z9yOidy ziCzdphlhFFIfdok9qFFD^B6bKMeug2S=prD2?Ne}8}_4rJY<3Qwk>C=GQfMo2+;W( zExb335w{KS-nL=XCIc28+dwZW2F)97_OBRK_q=qExGO&~62qOtz;rDc@b293f7c<) z_UB;Xk~v~2D-4`VV8GzC2hCM%7-;e(Lo=4}7-dge;I3gDj-G>w2~Gw^>e~i%vTfMT zxeV|r?r>Xw4q4!?ZHph=jFE&Z#oMpS$@me>iXN zpTF(k#MHlMR!nT|mSNFw-g=Pi&G#AKMFWmF<^0m+XfVuj$pEJW6YMN9?9ujsg>PDT zHt3V5yC8g@FsK2C@LF;R!kgL-;f3LL;Y|#OYfrs@+d{`AoVML1uiK{yw{Fj?*X{F! zXSn;@HncKj*nc`;VH^YQ<-V2hVc0cF3-|7#BTWOmxr?ht8t}@%QySqz!>ui}(9MJa z-rV-Ka1AuTo0I!R1H3snXk*H-;P_rs&Puq`dj{DCI&(1e{gkh%nGl9a!>N;>F)MG+ zaJy)Khb%n|eeydHu0WgJrCi~eT|Hh@8n8-+3(FUB8zy`bc)5I6wgt}HHt+>3476O` z9e*44XW=-vOKtdaSL5QH7OZo(#ZUVVXKowj;(4x^v9`f?eZ`A*wHU~LVzstCwF9dF zhBsl^J^iZT2(gWuyA53D#S(DD5u6QUjkxcB+=aj$&kW1R{mN@OLIZByHgHCXrReTD z7yiQ&sqob<$2?)@ScvU(x4lLK{ zp|ZAcaIpHiZNRX4o%y>hoV9J>stXJLy7sBfC3gcBxNqAquPOr`!NhwPPZN=bGYmz4 zr#8Z0n=!>5vh3bIZ;$GgOGPX;N09+8+PoE`h?vNJ?dBynD555HKh1eX;DMI5pKGjW zhYaxJu;#tG3>OVu*NbH^+IuYLiQVDKVI@7)#yC1Jb^qOlGq;!Cw{GDb-W=BE-Je*P zcIQ;!2Z1H{3fsU58-^>sLoZ=n;nK~2q2(aLS(taWVQ>iv%l7JEY2h@&u=c=-NCYpX zl^CGr@Q|_%m=R}}V*$hV^bS}Uf`etxr3iN{9{~qpdhLS98{94gNH}0_15RM7ThM~n zd|McZhXD>B;x6oV+ps&+Y+7|8B#75*dT|3oc+#`U0Y{(_ULPVt_mlx{->mL`|AI0c&B@zTDg$0h_HZVW}1I7+SL`Rnav&p#a_+VpXzq0$64z_R- zm%@qx(vjJqJ70J+wHiFBP``W53RfErU0jiW4RGkj>E5Edi<`g> zhDU}TcY5rJhZ+XW0%JrpZk%~bNBDEw!2X4PwQm=0y$ln7!LAV}T6E_<(RS~Kz_8u7 z*m~lmfLCNstJ`32A1~TI7=56r4d-mPx#b80oHO*AXx`DWcC+e!-f+#1*frC&-?8HB zmzPr*Q1%&ihX`SRz-e9ikoFnxsi4Q?e#ipvZCg4$F>Hm5_zc70MPp%CWCm^cZv9fI z1cr{47JJS-!*T1=GZzNzdBq+huN*ri(Uwn+Sz!MKFD+c%BP^Yk?oYsP>(k3qOiz1^ z$5!W38&}x1eS`M?^&_@R`HW{oykTHO0S0(r+H!@V$B?9dO<5Y?l64FdTu5S$-}5I% zIll9=$KV1`e;f9G`S%e+XYb!Si^2FdHjCFK3w*YoYh*Yy`)Tf>R$YF(JlIvh z*vrukI~;pt+=kc+rsblAfp2GDY=f4C*wolVBsRL24G5t1>al1l^3khTmOe#x=<{z)3?Q00%4V zgv{MrF$3N*U=T*~09{mg>r9Z4vv^?*9SIV{ZTM)IR0sS0UM0XuL&^f@kXTuaFXc4Q z0GDjf)!Zb5Vb34k+YN;)o&y%m(N~R~RZQ<(PGPfu1fA?uKgC|jZf_5Pku(?(uxg77 zW>|XMnU+fhtoU}XZ;sT$fUk$&!6?ARX$yG;y4=oj8qNxx1uRAPIkuITJHm?#_vVrT zUR=8sqA#($y}rUBI%L=be53D<_6+x>-R}HYGS~QoCZ2786Bllm+IylqU}#)SVrOLg zY)C7Apj(Ue{vIYHtw3$O!R_)=3NeKK6-fnrDX%*wn5IB7+Hk+x<-U(?klicWrC55o zR`_F$yD~IHn66E2Si!PyHr!Ty$BIZ#n|3y_4YFU8HtjKB8-yPjCzp~DrdeO%9;=N< z+NMto+amkrYttu&;Lz^TZTf9N_~_z^DcHAvEx0(kL~PG!>-Hc-wYy;CEfg6r={Lmw z4jJInYy&syVZf`0wE#yCY>Vt!cN@5+0R!B+y`EsNMF8*I-_~*K8PI~va2Bb?&o!JQ23F{cX=y&WO!JwNy;@xY_3(0$gXV;px`U~Quh@&8X z$AZH;HagIunx6twTdCCV@&&OivL`Pr zNxAey$Q}Koc=d{yJo;SmlUrCW9Wcm$eMFdl51x&4FboC0U(3kL;=i^*-sCFb*lokf z2Z@ab7*6e%!vH@n7UVV{$E=;&O@aY_T+7AVLQD#M>{RLpEO6vt;JbkB6m+`%=5a*E z1`PUG#H?i452(hB!ZVAIT#ZyQwei%e6Te`9Cs&sP&e$s1V^#HLZ^32>k~5Hh`f|yz ze;xq~I$4W}M=)> zIt=h2>y*<21DrynoQ^{VOcDssUH-_5PcS}Mv8&A!JFD90(TMNGJ`xOnv8hsrd>~lh z6~a(>$cP!Ujy&@bb1K4yI`a|UU{#h4Etf1Yc~oqspkofLF<^k3SnU+UfFZ6r9=6wM zbQ8CQ{u(UkPB2up;Wk!n?W4W_fq1jp8wL$+*#NH* zhN^bF;t0KV{tR;{x4}<;fhj|^E7k`CJSwDTH5+z!tj!@O7~nQWzE(Ur?5^x79ENHG zyvA){FboC^VAb;v3>T*G>c|}|D~@0gu42apUE6^?7!d1&q1-aSudGP+ixIXW*Jj1< zaxDl$qk+M{T3Yy#wQ3y(1N_M9Kt2q+Pam-Oh2hkyYm zSt}!Jw7_qyRqO42eE5k7*t-o!qgHn^?6~X!3I_ekpr2T)_RnF#1O~&&Q)TLAEq-ST zlRIn4>z%Pqi6pmv$by%pIuQegJ3d0Eu3}pTU9-3&Vq2!icW^GO*oDDjuog`Ruwd|n zfujueVUT296c~bk0lwol(4E>7PWX;B2E9WTyn(P(wc$F}Q)^Ke;5)*=S9crWJH}p1 z+%s&;L_a(A-tB+j)KA5!(VlGchT+HVNDk-n4u-nDD12_QmsKvxkir)~irc?u0sIt) zB|Os=3FV9#!Vt&n$)amvL$^BC0tMoWQYd@|$+#yxk09pnYFHQJ&Xg&f6`I7lz1r zyFJ%`B3Qx4@2e%75r#{K2-y|yXH-N@?)Y7eo7hKTpW>D`4F1;ck3=S2I24C0kxA!F zgxX7f$*p$hCpcs=$`tLm+SpaO4;IA+WE>>XR^V7yO}e8 zalh>WXolN{SY;Fjy!Gf(4%&+_z?4q{d;9>WD z!Z|_;QaKwqvC{WyB+x{~N)f*g`i}g67j}8W!4&?5V16t=MSsnreNn<+q#|Mt75g>I z!-8S*pG8g&$uGqIi4PI{nhucgJv?A&WVB+-b2=+h*jMZo#MhDf!d?NtFQBggC~E9O zi20ff+9vb0+gxG^`I^mu6JuV}`+EYu4(#d|eE<_Lb{hJN_X@b8eI@QSyMHi$Xs<7A zJNz7my=GUMgjlcH70(drHT#2pp+_NkA!d4kUN|F0t^|6`p>Vu7FSLi4E%>>aAVJD2 z+PH#4kQdtbS0Y~1d4wXo=1^=+fY)@WQFs^I;=L|@Uw+{83pu95@7-TXa`}7&avfo4 z`T+c+>BL@fTtTPQuf({}4kv7Xa6@1+b?Y$IHHQ`+qPlPcBc(=AS0;>*>56tlC4_Xv z9VaLiNEe#*MRalBD0!~w)wO6Yv?EN2-DS+)Q+wCkkiOU+Y%iv#h!~3}GqpGu={39f z%Y&#FJ4}3hx<_7@z%L9AXb*8;@CecFLb%{P&CUeL#J*-%VxN$%>E*wFh%U6%>^wil zjY)IG^@%(q%{9AL&&rv|Hvl`Fm9I$n?qa)?jdLX01w+IHg?3GC(FyFD32l+O>dA0=0f`th=u2b zcD#>=*ew`@a$(mV&Hiv&XjVa4F`jz{6q7ZZQEV|;vDqF6aNwQ}j|sOzdkVk85--|8 zEKM%)V2Er1Y$=|9mF@bK>=oMmgV0)qE}3$8(#*mGOteD)oj`jAZ3N7 zp{p3a!e^%;3p$j@DH{Y%MLV9Du&HRbucW4;{gupAG>@-DrqC{bqOQgF{A^Zs7olKH zF4@a~d0@7Or@GmJ)aHwh_E(})PpjX2`Iy=xO6qBk@DH0P79mkjn>lBZFd4oJktDZG zBt6HIIeNDj9}RyFTWP(keb5lT0Z&)Vky|A~IC-Iq0mOHE=(%wFm`Kud=dj5(%X6zm zD81W}x#}l>MMUZNFkDwYXc0=;B%qYtLV!|s8v;tlhvCwriGD^vDf{K>v95Zzb#)QC zIYca_LBvvadl5_dTC71oq=_vNz{GakE+S0nn+sve7mdu)^Ii&Bn)LaNEb#(g$kJ@` zE3ms(UriEB)1Zm~rW_{@5lS(R2tcYF2RQ5qK+17{$^cRfWJQMFHS~#6;TkW;KEOmL zJCR@_@<%zEia(MMV0!4}guq3RiK85m%@^g6ZN7+udKj8qhL*Go0i)@aBLSmlUJze2 z&AXW|;zVM4C>)Cxk=CCCjKXls&^dQ#>-y|*&S97`+yE$J_TrZiL7Lv5F@iMT%+Yw} zKOsneoFKV3D+DR0Oe09MX_;ySDGcU|v=F?wmrnwTC${`0;ixpH>JdSj%>V=uB+u(6 zj-t)<5+O(F3Itu;=o@f*R}2yi>Mysw6{V69K{{wzvgn9uNGPwo2b+AEJegRJ!=)APBRfJL=p#ow)+#|ZFO$k{3QGoWQRefaIm`J7?Mu! zc6eCbsGPy3>78qXOP{3h=JYm%tC&f~#+=@U?JUNbDIJ=e)2D%PBmvS7)$|xd zH8rK9JrI);90f5sG?5U~+c0hgFN`b|^|8kio}e;404OQIlqm)t+JQ*M{!t;D$ zIYQG+<2XXYpA??+VGsk>62>`y-$57SI?tsm7x}|5^Zp&OC=#PPDuCyC299vQ4T{Yy zLp+nwmd6l&RrZD69Itr{3fQQJ5%WN~8<7=y20gJt&#)M*&}VyeofsWvu|m&SD^}fk;$NO9k1z0sL)Jwk!aBLo`%VwFbo-nrYn_J5E}GMv_gYoDmLd+ zY#1^$_DN0OB!PHl2@A=8Ns?1AdOAtWAQc-F2DR-Yu_y^Fc9NKeDp+Wy`yyCqriT-> z5Zk7Q?!wW+Fx9k^#58!}L(@S^7!W+3>6(crn&G@1vM3I2?CVOei9?V8qnWsw2&2dA zBw=*C98*C?k1tEe=;iJXW^{x$2ItKbCT{iRI4apW;7Z zP|SR zk6@&u>sg8|f`#2(Xb}wT-9n3IQ<@SCgZ+~Gykd>w%!C7f5H^}k*&aZP6i_qcQw@Z3 zpUChL3_7tIyBsq~2hm6~sW9P4)3x6WAHgtR@KKx?$6>KXXjgyamVpzMK%&_+$A}}E zvD3g4BRB+$?&)+iO$#l7LoYG^hO|~o>?7{64EoB*(;w7eA2IeaUH8uj&#WF`gz(HLoAV}i zVBvETu>(Ufp~E|>;X??|tlBRT!V_nv0fY=s7}yDaQ5>no?+U0F(*pzjCqX@t>QUd! z4mMZ$s*Bl~)vvmk9T*bgX);tpJB&e9rJWnnnbjVGu5W_>fW*U@Hh7j)I@ssEbEPUSt z#zan#Nty6ilx-ypCbr@EdXa*OY7~0Eh{4P(-XshrcJ6&ZI4s4HR8cT9Fe=`x#eKA* z_$=c4lVviB4H4%lN})9;Gm~q@7Qp0*@wGL7Ig_O|gwD{QcDOjj$;|?1U?_>jL@X$i z+C|PFPa)ZwaDt5P8=RTqYst;TdCfE^lS`OLr3+N#X&9RcgE^Ymdn-)j|4EQ$y2PwO z8W@<1CvIjIr(u(uLHjl*Q*>e+DqtB*IpemF$eA$oONPbbBpf@;$-qF@!l2A_EmCuT zGBBKPP6i&Q?ie|lFsRM?HANV`I2mV){1}7DWH@6mFfch$&T+hNy5B7PmQMiPAMLcVnC-4ACaM@@_{~ zQqhnP5GAThe^@G$C6$&e5aq)VzRL3vawjyrxs&I22{^pl^Q!L?CwB4}jGa7x_k-NY zM|<9{8!GN3Zh4mhPnZws&7H)9jW)TH=gEsZ34@P#cNKFdPj3=;^7J=k%AV}yLLBH8 zPm4|%MwwZY*z8HX32*k~d3Okx@cnzUCDZgQ3=KPYvm_`&+T?l7MVrJ(FlAUWaI6q) z0z)%>q63-_2=^z4AHgOt5UE3d5WRD_(LEJ?@{Dq#PcROu8GCfa+2mqRp0QQzNesus z>`CJ^ImEaSMu|cG4WnQhAQ>R`B<7MK!?-jZbr~)WVIq21Km3{DNT)ZV6yUmEDD8~Seb=| z9Dfp7nMFBjMpmXNZzC(|cvZsfGif;zEOf*;m5N~r-;VeR14%G&8fXkXPSw0L(-J;r zIb^}qJzdwYO8OvN+aW`z8?O0DkPBRDLobX#xmvvmmRM8pkc$~cHE(L*DYI&4Sa`~; zOy&Pc`XpD6rcYu8+GXf}TnpAWd@`Gd55p%|8goVyd@`FaMes>3^9`TO<`+ot$rH3N zd@_~%1-3+ADj!HN%5=hpXq4%^iKI_*|K0RS2Gfk6#P+j!l*yFMGXa&GIl?Ea{+K_> zxUcz>jB=Yl$(;rBCx~Tz@+Z?J9?YL0xYcdYUZ)<}MVFM_C6A9|=4WP`fHMj|s zIox%ss@h3=E6&5D`1QiMSUWz}N zEr|ZE2+DQZw-SPKo!nRdNd)C`0b3&| z*QsEt5EO*anwoF|ucBx>2$V7RKm}c*xeB~|z@__#$BRIT;-GhZB#4r=u>?`A+ODt! zQLRc~P6?tE%&-Iz3~vqv1}^F)K~x>|D*;HoEfSmNrNcFKg5$n8U0!{zgUC_-VT*+q(TJ4{7@mP_1hl_7_>U*Wf7vc zq3iOO+SDMb4vSfXD1J5$kp@wCUGwYFAWDMCB1E;iq?|>F0!ROPG>B@IY>_00s$)r( zAgT%YSb_+DcilXSo(mTumLRIh3`v5hI;dd@qM8%3C5UQKPPHY7YEe$IC5S2=B?}N$ zEud0=2n2Y%pVl9OD_mp<{UK$KJo-a{ZwL1v{h@kVPRasA@W6`>xp)Nkovb$mw?ATS zVpBpKrOMC(I4-yH->g7{1e;Sl%SCk*I+9i(A}{-Y^(YWQ9ED{QtUy#QxlV)GcTwbc z$bjvoNDhivy(pGYP`P9X-ngiStVN8VmlCg>MU2W++}R>VC=4)Upd1L&fO*HHVpLpO z(kez}$UPO_0t3ea?6LtD#;Wi7GVgLQBkL3a6FNu5wUDe?R8+M{h)ZOJojM={ib`XK z?xRqDRJ6FR2}DC!3>E0lnbXy`(x$v8_6Ap=&*NYWfamTZKrtT}WV&Qdw*&|x`sMASV%g_`#8E=O2@ zm?2=Dq7-Hk^Aah)YDbxa(|PumDLOHq#B6DuB18=-2PB=M)8Tu|6rEM8bITMVc6mNz z%Mli#AKW|(Srsc4g)Y%qto|ciqSN(7B}0Tn>t=o>ri1eoG;7tN^HlDF2p7n#%opK; z;O;5HrD6D4E;k{`q2*cS=PD`;j*|9eEUxHikZmk({fuvb>yKuCSTF{zWdPpn? zLH?;W){g6?9faULviqCb6SMAe$!_5<*l8GQ<6OJmKG7{p^)&^zEam?YW;ud?O%UsX z2*T3Nynj19yIEo=0GrTExlPo-54ydrE5ZgZX?X}6>}|)*yJHBs9k4pA8B~;I zZ^FC4sU=p%sBn=b#wTxlgBQSQ6;; zUagRvYb6T8Eg}q^f-)GkL#ly=bcp0!F7jg$pv&udGdkCu#0eQ4r8NAQ$O#D+C5#Zs z(eVFcB2?{ex$Ha{uDPZ&GzHgOG1?unT-0Mx(%Q+gfyg|$)ovljqI4s&HP>)Hj`e*m zhm?%lTq9M5ILgFqZ@8vWpT(+6#BZ)B32j0L-cxA0sJ+0~ zZjThET<#b4GAXNK^hl7)m01X;TrTJAm~y$)<)r8Hh__%z58FOj9T_`%vF&puZXyik za{j6?7>6|zgR#JFVldN{ToQwsu1GEopgEoLW)5a1Tq6)>IzKBxn5<=N5N2o&OA;pa zTOJZdES9Q&D$dTU{CTr6S1SAnjZr1lL}TV|NL*zQdu)ND;iOO{ zaT%3KR6bdm%%sFVAn9r;C&@;!f8?+A_acDLz(zYadx7A*qAdxmJFWN ze$4NL(oZJh3Hb?tMD0-iaTs01&%qi?{0Ra+BL@j7{gk}fRQf6IHR4ioxbuB(^c62(cC3m2cdtZs7g-; ze^~wu5-j>kG>hLK8ww;T2=qW!X4=qjq1}4tu;8`pF4$-0=MkPE^V4si8SdupP5sU@ z69t65ko8bNp+zJ8pa^O7^i0J3^ehU0PM{~sgQZRnCW~&B1_}9KQ}y-%@Z|6S**yg7 zU|UH1mv9{@$8_^N=*{Q^ObiyS(`O3vkk;wb6N0sUylnsjUb;RLBchf9JByTmhBuuWg34Z`jp-aQJQB)6fX>MaaSU*LwjoMfIgpd|NJ&~Qm=eSs=6{<8z=%83P$G$Wf@(K#C(QV z=NH$Z@JppjBzd1;H5|*en3#qL{*ZLat_}oDZTS z%{pCH1WL(HaX!uaUKRujaQKiR6oInPgB5`i1hw8zR)MkJPeOfv0s4ek4c#4y`7|vW z5Zk;%cSd*1T0YHzL2LQsP8uv&$hGPj%j!NUere@Uv@h@oAq}K?JFu>P~bVt6G76htZs#_4qn%dR_vgDxEfD*zWTNF|?rkW)G!@LWF zLr|_MCW%7(CnHXO7XK;kUKam3J>XdDCs&=;`Z?u3VSAy6=!}()ZsyIlGkGP6|9HHn z_z#tAj2?yfj|vs1_78%4k{lvewAa8)>@inVQ&L#UK6SZXl0c)nd}31esVN+`s4Na` z8!6QUd4z;pI!7Xp>T;}gk-doe@P`a=eCo2>Ched4#*nao*cY5baw>Ff)Q*(ddixQI zOM38u#U*3dga|D zxl}L3sjUlidA74I&}IIVxJj5XV|J!27G7Gg1j?7%5CCpy5j3*7+GuskhG0aB8Y>q&i#{pEy$J=O|@bJQC9L zC9xx2pPpht()H;YCsWs_GY0?j2>W#1SPT2O7HtZD`*iI&8Aqy~Mua0#r-tV)l^!Jv zrACiSKcz-bCIDNbr#W#B7W`gyVKf*nR{EYVJSp1Du@{|GU2abzKF3RhMzTFExgp8+ zw7lyQ>1nR=Zjqj5eKM)?d`03Qzf__;RS9S*%9Dl7Ez09Kg#jjH1?u7?%HuNLDaun{ z0z099!SjgJFyFLB);Yl!N$hC1F%@>IBDyfZ!K|4dPhu$)Xru*HS!V;5_9m8)I;b>ZH(BmboH4K^ z4W5S$k_L~{yi#$;Q{_u>M;bNK*KvA5%Ilne?x~X3IVB8bhN+$s5fQ>vt*Dv$JEvbT z>+hV-j<(v)$ra$wBe!!JeF-sx(5#WVkmPr~MU?V8XDapt1r;Y|Of2ogTWgFQJ}2+8nY-sYi3R zxToUX&$m(!?|Wlf_e-fKrhqszx~G3uyQdebs9b7Wxn~)SvUJZq3^7@|=Qap`73sQf zgT#Cc2N84nFm&}Z@rI9>k8s0BsYe%+GCaN^mnC7e$Nb3fXb?{s9zUrR*^xNeBeJ7O zoS0Lb*D%&3ksS>O}Y~|Bz826KN35av8PT2 z9l3$2v2&YXg3DJ@kLpp_xtF1TCrRumhvB8Mv$_w_4V6-%HFj2FP}10WglZZyTVPqH zo&sc83G8(0DLI8LHFlOegEe**1MxqP$j&l*X_X!8$EV275>IcD9S7TlI33SqA;hU# z*;I@ZrPlZ(^wjHVhfRzV^xdqWL&yp9?P)Fweh6l!Wnc+|EvBY4NSIE4h#wiJa4oDU zB$XZ4DClw&O9EWd*fC#|8avg6vr}cKdPKF#j;pt%$WD7Sb6RL7atl_3Q#i16DDL#!k{|(%1>93*$>6veP}CSY*eM`PA4M9-^$V<2^?LPKOpaGK9#^5Yz+2 zY3;dfKZpJMH$n*e6+Cx;KW{I>sWZ3GfKzwsj`*f7ong^U-KAnAvD2HQ++v$T2mXaN z^(GjZWK(yUYwbe{JbEN{y0Zeg5!qcSP*hX*0!UC(?+?L*`3QR-81++P2fHVvphz?Y zP_(`hXzEin-NZBXX%b5kJLuX&Ul6-nlVguyrtamlSSD-=M!Zpf3OoIhb9e}4ihV0_ zN{F@XwnT#nGR02US7J=)^WvWHF7(@5qJo&PbJkuE6L!|di(%>><)yFFZ)0LttbV#R z)&($OGcR6Y@k?Dpt>~qGOXE}QQrF0Om|enlA@Aqy@1uhxcBxz4OQce_izQI$=*xmZ zxkbrQR-6*r*H=P+N@y-NF*bBNc~sju!Vu3x@;cZ8CDWw-y3FH{Y3fUfdP17CWqKsQ z)GfP6eyJ~Q`3qm_OR0a_F-N<7CCt3aC}*QC)#`*>_}+y^7)vt5q>^c5_iT4P%&v{oK~Bm+Rku7j+mrz>hXv` zLYt`#B9Jijp2CfgCyO@0AmT?uu~orGv3LKK>=ByWZzOvZh9wrMvP~jY;L$jhgCOo` zoF-y=xGorf=U-|#!#d_-jE3do#2BF+!;^p_v@zTs28!?=h#ra*iqrZs%sn6GQG^a* z5+U_NatLjf=q46~*XR@l#B>NQO2q(;qQ@x$Xm~eL0MM}we4gTchKqGb-ewd%Udr1H zdjmp!hQkVnSRaXIrJT)htqY+)qi`u9?g!1rCT{D0D2`JK0~)STAqr@CzZH9MBd&)T z{TFk~hjYFO2{EB$JdjYdV*^FDFTFW;9y;&BZ;A*N=O%Lz7HpzlOGz6 z-H09<<&n$5^v6L>coCLkPKgmqG+ZJ|EYWaY9a*AiQ~hT!oIYHELM+j60Sd81!+YA4 z(}{L}ReLf=2mS3~i-wC&NIqw{UYA%Sw0VakpJP} zReyvVk{MCri$=BjkJNL9LywZr8CBk%h@)YDrkip(!&`48kRk_*v3ns%qb8w*=Qy0L zDF6xW7(E3bjq2%L1k&*Cp9rK(0~3NYoDWKv1kD(3gdmM-SpqRgqcP?u1ZmhSm%`3a zx~Tx9(X^ZrfOKGzhBjykEDaY2m0%FAk58Kb(?~I+ zAef@vUcl1uqD8>caIw`x#L{p{R{~3;DML@d(y+>kG=zqDHt|c5SryKw0Hz@g5%EgH z2|ePKhPh-a21Pr3K>|yWx46U~MV707MJT8V6m0@MO6I(+(W$4=<>Y96Aj~5hj=37r1AR~U7gOAg7BhYWk=&h!%C2%iFS9&TnEvAM8oQw zrisQ#-i9>Mu)Jl^uQS@p_&v!Nj?AzSZ#0HeJ%k&Lkz^2uD;T)vNV+IeYn4Gmm`GIq zk71&r3M^)c#&8~KNKn8Q-<)H=6BLUOe$wIe>_!n zU|}MF@F5tM4+-aJTK-A2(9lxfun^j-nI}RVBT_Kc4)$K|r9Qqh57&Nog3i%_5V?6^{!hCI>8yfDh>Fe~4mm~|Xs zSw19ur^}hG($yK6ZKl|AJxD{1=vCHV9(?49WR~Yji2{VG?L$N;0>$AhZRokOUeRt0n!UO3qLK$RrSCZ%=>4P1581(8w9Le;J*?euDHk zP5FdZbbCxE_Jg)$iI}TAZs%r5GG|0E=#V8mBg@zu{27UV3j7&Xt(S^U7^V#&p)$P9 zVG?NERxA+-G`vLv1Mbi5gg=o%Fx)Au6HbwKldP*V?u48O1`Y372@D$E_YfEq=OqS1 zWYEyQhedNnW`GJ58s7IXe<(C=7kV%l1j}XWC)}gkWR$U=TQH)jAI09#4vjBw1imC^NlG3a#XBjS4MiD>Y`-kCi-);GyN7N_Z#?y2}`wf8)$Fj2RYM)IGBJ%w6;6p1Vk%SMelqM2Bv=q7!K15=x%W(6aY3?*Ww45}B4Y(d> zro2A$L`!|!IMK?KF!Myqo!dN7=H!_tTGm1^Pqbdd5qYA_yf#m?>^cb;TAp6T3u(V8 zaiNG}^1LV$1WUp|f8nq>u$chSa@wd=f<`7Fk{^omGHN4$$kERt`~ZgQMHDS3a~mmI z-1_}_kfO|cG)44~Ho}NpsLsMcFz`81Hz-cbD3Z9Md*O|l0H$R{f$j|9F-I_iwi08fYc-#T&ykwXY5Lt_KBx2iCu0O*(3w%*=Sm-8?BIQGtD3^aGOe1xlGv!>U?sFP!w7Ad7;$lCKx{tSLgbIbh=+NS6@F`fR=d?FQ zP>AQXK7@Hn;z!N3?eugrJ`=h?MCre||4jF)Q;FV}mGf!s7Rai-xP;KL(e- zm*T6Xd5WnPOY;;vir7P7aeEu2)l*z<*c{L-FR>ogxBrcLPqDWt^_~QK$pP`qmJF(Y zpY2XP1x=Nf_bEv*N!_QUjI8B-ynUAPK5xTKfd#F_MEQIe`lKj@ykHCbybUUvuUOB` ze-d3E2A*osYDAJh#Y;Y+K+~1$fc2<~{$mJHpyH4L*`VXoGFib~V5wz-9z%1XebqS; z8#GG_+yV}Ywx}n`2)zv|v~T97yU_k)Xp-?LHbg<^S37iuylrVT=w%o##BWV03l9|w z7fN`@`OGOi^fstezu;=(L&v8jv>%INe{vQgdbL%kU;LtQA{q=B`G_}P^kGn8el36m z7`+U47UnO>52-N!V+cL%J)E!f7;S&vYb|GHQA8TOjh1~w3!sgdbF9O{c*+$EQ`~; zl$jnwWWr5r-aOJwLM$F>rpF-NB_{YjvP*&9{JeFRq|NgPEjdQBuiyQA#u6kdrdTGZjf5S*6BGJ1<=&OA)265?56(6(z!#FBK)_f02`9QVk#( ztfJJ+I;m`s&;x->^R1#}StSNwVF@kCqWy}O(9&hr$wEt)!KE@J-qdAiW4x759_1xg z_JrZ0r(j7aqD^7oM^c+f>$jIUlQLx=ai$^oE47%Eg8FDNDN~qQOq9Ih1Ao+*hBS^+ zjAg5(^Bga52c*aX;H98jY({ZNTyk= zO7O@tNqFp$XHrEca7rh;qEeI}!6uOuk7AP~&0tup*X3-9>>7`jzDjbGbc+Hf5e|bck#3eqWOSTXGys1dS*L1b(5g-;7-JcyDnCDEoT|kff?f(;mLl<^Q<{^;nP7 zZ9R3HYJx-4vXw@Qq}x9&rgxu~1IpCleqrm3-r>(8Up z)J!{Cr>SX6TX<5)@E9$k4y+zF>7?UPmo=WGu*}aR%ak%af0kuR3{~(E6?@GZT@*1k zjI=1vEKw>;F1f5;N-jC=CP|~|M4OacvOcpFmaH3X(rCJ*R|+gOrxB!}Qq#6fDk`Ne zj|G)_>Na(Yd~+WdT#@za`36~Gspl<}!ctErYOqLTPtu50=4WTR3oVn%@dC?GZiL!C z7SOt^m=Rp*)~S(BlmA^qvPZ*9qcY8Oae5fSTXG?gBUPM+Uu&y4 z4f`!tadLT)lyMrKgHy&Sg@2^tG(4|a#c8Bw&*?9{Bqk&kr|^&sK!u++l13{2R&gPg zaZ>(=Rh*2<*Vvy~%>LzTE#wJ?>y11iWJey(vQE>Ye@0Sun)Ew=9$6=6U4UMSiC~&X zx6G51DpKajITVRN&1n{^xp1ehl>pSd3|(5}$t4O>nTrKetyx6`Y9>=>nWx)gbC!7u=;4h(A-uSJh$_2kl(Ni|%k!tq z(@IS)e<4tF`OOvrb)BBZ#6VpR-J5~B9N#qqg=k{A-VD@b?^p=bRZ=U92-KA_Z)Bh@ z>wP2xb=7>{jEP=V0Z&6vm({vWL0ze0CYh(mF?>@{NOk6SSm((K5GnJN(qNW(>V6QS zpsv*Yvd~jkd^d!i>Wy>2!s?s_7}Rx^eSr@Jf7K!rzz|e(aTG&P-bOP8XFx=%nrRJTHsfT%7XML^VnS2p}D15r*& ze>4zf2F^f~Qv*#z4c25ml8G9cZHz<>ZR8k<8fKP+L=8(=5s3ogMF@hTPTInKkSLd~ zG7{x9IWtjH6U$*JYHG=BCTePJYbI){7?hc)sVcK(q9%udgrfSi4waZF56rIG=z^$b zq?8OtMk;O;vr|k-dDtc;740P`s zXmN#nLKcHEmniJ2J1b2}P~Ays!mzpvBu!FST{&upqLtlJN{j+@OA<~(S=|X~qO!W{ z>j}$3TN+8M_tI|$4@GHZeNj94hN`OYdYdM zn?FeIE3rzddDF!Hz3tTH7IZ3YWEG&^+eW~`TNUiR= zDdsdZ zht;ilKnyGHHy@}ttn=$(uuhEy7Ylz3ml}{h6xw9wg3$^lQcRZ^EtkSEqowMjMzl^p zTWUlN6~8;A5ruYibt7D^W@?1%RBWCaQPGabyNRyTDW*cYRK59Te|hO~>SZ_6ylnZoFYtld_9bls-cd9HRkg`x1gcs= zN(fX{dbJU#s_mdP2qGr#h<&}2bfXZcAf&1yCMKk+*0$Kwe>;QDjBSo1l->vg^7)vd zs+#D`P*p!K!Uo_Q`M9X@bPPv04OJO{l&sTmac4tTRWFArtLpmNl64wZ29&H*B9O+g zs`8UeVL8+(3JYfxA;v|4V>E{_uE4S^cAHpMOA#Kf>IFR>KM87$EW>I}t0moYl2W&n z94M@ls9rI*e^pV{Tse_H56R_~xk)awj>&DcWU$0-wX82}aLd&^EDHrdQB+a0uz<1> z1#%f#B*=9<%wnQkS@ruQ-xt}NYDcDUbHbp>u0}0CS|-6x<^P?e;6_VsOYoN!5zKzI zlNhX#LP*!QSVF^dg0P0O zj}2jsWap^bK86bpo54bqUMD69E6e{=_K6^*+MU8C;vfxWjeM3N`xIy9XGz(oKqb`< zmudJFG_^I%SV{H?hS^Pe-9$Jo{3EbyXzR&ff7fvKtYn{Hm`1_KdJX6AoAnwg1Vq`V zkZn;r;IHA-P{UutnV;AroN>dQ!|a7&|J(}`_Hy{6N_ z405H;oJp?9;*dWNxs`aO6q_ErQl!>QSWcvtLrKE0;>?&?kQ|nSM;2gu zf39MYaLBUaj&L;ss0y2KBb74DVP#EVV^}jEe-tl_GxPHonKcb~n9RyT^Odkn5SW(? z0kB7znnRXrJOrjhogMq=Np@Ydx5^@g`DSB*}3>oRd5?I)M*e@b}k zvd3XoD=U5z);b8861L%n0t}opOmAH&q9l6jQupp$w2dnh?2U6JbZVUIN*1ZmX|pVO z(p)LT88p}NFs7opyfc=p)@|b0tk$ivEGg}T_?@w;AhT`{kS4DzBAwvX{r$;Z-A+sO z4&6u<4TD$7m=e4SLo-$t+*N9re~G&a=G0gfNluj>FnE>HL*}kh%){K(of=V+wjQ_H zJ}W%A*k~#|r5K~otl_=HqS)rhnx@u#LTr}?`JNplhQ9X=##rQP<0 z33QFySd7Nrky?qP{~z>AwF6Qe+(g9!*vNoaE)cW zKm^xFX*LmDV`b{U5U#NJGZ9-`PTLp36$aB+!Qi{xtca~RGld02Y(0E5iLK#Kxrwde z;@c*+!XW7;ZhSpRwTLbDi=PCxqRsChu=Oz4RDa@$36u+jYdA!2glo7`uH>G=kor&I z>IJ2J$Z`>nR_?asf1ZXbja%;N0lCF=!5~!XRN11GH4(D)u--zpQk|2?)`NZv*$VVq z%1sn^8p{)gkgeej2P0d@Lb{sJNyfuXp?A z2bzg30rt{}CF6B`T1?nWV(L!BJ`Fc}nI>UrJ<;&SzJ?1l8~cJm7+{d{AMKl+%nC?> zfgPU~Vfq4qg@Jt-MCmIOAPj6gvavVA?!(DP0>eJq^Ibkb7}$qlJ4!sU%V3zm{l_41 zKN&Ak`X9{Ke^}O7AoDf6S7zpGWX%F0ULOWQ`Vz(?!F9YX!w9|{9|Bt+Z6Wu(S!A); zJd(vin~_UtJG~5qv4*$wj9PsdR%gWm7LYVZ^G-rXJ~M@7MJIh2ItwKT4i|bvf5Rb5E&7rr!(Hav5Ny#{b~Qy3 zeHiHWq*gjPp^tXgV_7PPKhDp>zvxrYuR z!L%5QdK;=9r9mP2I4bTVEGP_Jh6qmCAWkUSx7zY~9z)dF7%tXfQ0QeS_JUN){3H+c zVUSxif0jt0V!ud`$64hUNfSmW(T72PlH?^UlJv50{~`=;O{5P4d!dwegc8y428G6Q z#;ri1mw}+raB&iYLc_vk2?~v+s=OwJh70D43mPkxm@fM#VogW^jg^`8!hm35W~=mz z!mwl*G>APB(lavilSB_IoFu^`X>but%hKRVf3OwNGh7ozL{Au0W?n?kSc$8U=ou?< zl~ex7Wx}U$;=IzpKvW6{i1`_=tYSSQ7?wX1k*Sr$OSMO1T`5sP!?jmT1&w7zpJxAs z`vGQv#`5hc^?z)0*tKo1NO?CEw_?$kHBRh)(AHC!UdvP#3=%4!CFUExDUt~~1?49bbS8=; z0_b$II0>NRDf*Jg&uJ{c#Lub7WD-B8P;UzuMG=^3N@%if!KZ>zl!YPD!VHfn3o~S> zD*7URN0g8gYfTBAR(6oa(R40HVnePIf0NkI>2PO4L8qAyLqVnkk88An5#72D^bER~t$GM^!&8V3Z|1tY4JnIHX_1e*zT6 zpHUT|^&w!yx)(AumD{*K2%*Bd3_lMcR3v3*K&T``w#0@@QVn|pmst2N!@8~)PHu+C zJhc^$6l?f-h@oPIJrhHLzZwu~1Ynt1Z-gj`Q4>T-dm0%k&R=gL$7X7-kr{f?jz)%( zT!d^Z8DdQZW`;^sJo|Z=p(F?;e@+wx;VpwmZjDJshN^O*g$xDkbqa5yToE|DgorvR zvj-vyW~f^3Oln1h-#!qbYGNbgh651uEfFGAJ>!c1sRBm=0gCgI9#3P;69F8Zx}c!; zeVXq%MT6-MiU4Zg60k7=^x$D4fSSeLByfbFP&eNb15lGgF9PTw4<>`YfAnF5f&gkt zI!XYjnT9g&(-_bCN#dua8WHPvnB)o8$7ut}`gGG!mQ?}P@y#*W(=9h=vZpJOD6%JTDos`|}9vIhnU zpBe0_dIA6CIKS|}|MkCo;e`6v|32ynJP$iLNOJuXM8@}Xa2ucbwB!*k&yWYu@TV_- z<#WKNUrIw4@a7BnfB(nV|M|xQe)Yb-?MlM-ho_0*ztuhAB6hx) z>vPWqfBe(&PyhCZfAbILSNZzmza9UuhoXP{?k@CfJOd6hJC_eBU;`ZNprHD7qHlTU-*DkgG_EMEg`TTwwo>O#k*>liic^##? z&ab1=@;VCs+4;UFkLB;Yr7eI=zUaLUPr0A%j>ALJV$w<{v7pK z{?4mLU}fJ}sEYozi@tw*(OzD?P9ZI?6O~}+bC3p%SCAMWcP?tlDmfBfe^clDJkr02Y= zmrTzjg`~UJ5p2H?U=Gylh*R54dC18}|6Kg}^o76of9g-{(3ZV2`;T7y{0kSq80E_I zUXFVCv{Blsy&kIC&jB~NqdY+E*8wdy)$_X5{!d)?4Fu+%`(OXj%kF>SvaevN@|@Xx zPFZaA^LJ--`vAC;=c_}g{W^eBxOvfP|0gaQ{_)y=K>rV4bo~n#jbw&(JtwX9bJCKG zdJeFJf0PfvNOkw;0JUESa9<=ZySrl5fAq5Nn555;lWf;s%aq>_-G6=%YlNEf+?s_u zd~S_NIL`sD59JX~x+jjr%>VD^Qd5Dg+`)h<&&dR@} z|7$ndZEFJk%VCGqN4PD`sh5B1Biw$Durul-f82hKkT2>3)O^muzM>Cs`}u}+6n#h< zUdPx?%wueL9b+dkkFnu7n{?yy7#m*SV<#?;vEg-$UAR2PhSxE6;PMz7Ugu*6E03|^ z^*wg4@)#Rl$Jn{bV{CYiN!Kb@RyI86lfF+LW5erv*FHgk>rK^$$y?m8C$j-`h(BrN6AiFCya_QdgN*-a~A;0G3Jmdma z-a{VqxDR=V{fFn6$AR!c=|T8>&bK!i$K-tO?|Dt=KEyM69`a1-Iwa?GAM%>ieTZju zoy%)h*Abp${TjON?<`K^{t3z_0fAt}+iPndBrqzkOW?CJQ^Pa!tHSzfn&wP2v zGxh0^ocnypYx46Up8a$xuh~yWdZe?`VDf41?T zBbdd8HnNYOHd)SJFH0x6%;eq{Nlj3d4>f4Fe#JnIkZAsS#$IYx8n16d9|t1_UmQo`3rGV z@I3m>lfrf(E(~YOlS10#>)Oc&#_gF5*kJoS+KVx(NHVkG*Xw6|NaIY3woV*z&uH&o z=ZT_Q7sfl^GALmxgY8y6+clfNzO1D398g(m%0Cmi`lEiFC~Ne1@u zjIz%##8s*WRrHqo%C;U$U9Tg0gs}akApnC!x-jfM%#V!vd$uB`#V&1Z@ zTUIF;re}NejazyQ_sKVse;vwgZpi+6S*F4^jZ!0UrQ((7Ok8kVC)(EQh!LB&&sU6? zXb~_)1{OOywo71&Pomws5;FU%jrt+}fDE@Hi6Qaz{HBMR=d6faKSv;|J-z{DmI6U& zyc3~T#qkk)6;4MjsuF>l7cXkI2}J$+u*B1iG8Z{`#eh4fn>;>Te_#Lo=8fTAY0-vA zz9YxizaPJ!JpS$fI4W;KfRHi!@a6ys;0{LAA`GlxKYW$|DWqmuAchTG^or!TVx*SB zKWZ}JBO16!)~E2V{0hUxpLM3|87VBX(16^8;2F>ps7_OY@qM>ACQJN0fC+SO|Gm+N z_jhq$^w;xiRH^>6f6aqX$ZVg-$2I@18Nb$cm6h#dDP+!+WKt>dfN?5MQ~Jj2 zjGakV0V1$_p_bguF7`eKfc4L@IG-r{iV{6%mTe_w@N&um~C{*~>h34Y`^ z@wPHcqYO&E{Q9~$kqpb%TDX`scg|R!19Yop3$M5P>;g*AoNObFroBPSmHx)Z|~Uc2vLS)?pAv*s`E*7Qg_(xYy7S_rf#Csp zgKFaCf6v`qq=850N2~Ik)Mil3txq%3)t)Uhq@2XgzP;%f?QHPdUpoCMF2`7~H~tQF zRXqV#M{{cgL;CC0j(qRPm_E5BKaozQc65&jMYk9Sv&F(+zaGPg zSyE0|BM*MjU1jTd=5GDjXGI;c&vWL5e?>oTtiyn-U|U(PT=O(maf$7WY~d>KY}t&9 z08EB<_)%`MB(ayN!-H|Tc5Xo!CRlNS}vm!tLdCq_CDxUGAF|9Dilh%~y z?KWK;jVCQury5S8@fuC|#~e)9^jOkZZ_8szqhs^D%B@jz>={dFd5tBF!-WTjf5wtw zuV&7o!M7uTjU4_wAe;PpW>UY-;Cxm(JjdeFkRD7L{S^%+jg{Jb^=#!}qIOPvZ0F2} zf*$}=)M85ZuU9*=b+wxzK~#<%Off#5!K9jx(qK{rBWf(ELQ)luXJOx`wdQ;3YjmnL zmb6If*4y4FT$n>iUZ8%*7nnmye=915uA!uHXwguDY~!Ba-4qJ__uutPjwEp*J%*|r zNuXT*9;zzSKK1=|yoah9ummqOzMqDtpV#p@k79@HnMdn*&!cR;dcOXgU0-eY{W?D8 z(K>!RkK$xL=FztyI&TeD`!BX;%tXh_@|tF|#jkFWEc*0&8J>P0(jtBpe|@L1#PZek z_av$oz3aipgb^2^jA#xm4{qHGY-&Z#I5&QIiK6z=VlCuPy4C4cK26Mt{v_+0>1(@O zv_ruZ8S?b-!H;wOGbg{ho$pxT7W1F-hL-F5HSiSHj(IhkV=6WjjFX@3d>&wHG(?We=R6XTi5eYE0*UtEw$0HG0(U?p05h(PMd5j2Jq|E9-Jg& zi+RZxh#;KUnpijEy^o!~{&KnB?RYNMYt>R92wgPsThIGiRkz}4lk|3* z<>~#t77FTcUFPQVz83AIx<|8}-M!H4_n}4%fNm;ZnVJ>(^isVHe=%28&PMqPmdLZu zuvn#n*su2i=XyR(UoyY_)WSG_U%b}woZ~4n*Ozd{zM!v`WvpvZFFh4j zSMVf!lDc)XoTPPrf4wc>XS`oeIX6~uj*@{2^C3tc6$3lMdeH|<<%}PoWwc^ltfpx# zHcz6g7jFX+(8AdqynqN?+L-C zJ~DZsu*e#>BMSkb@F);mLE*#Q^QO`dS`6qHe^af9eXi%Pe;!b3bRw34Mhh?PL4Osm zabX=YJK?(D**u@%f(@}Tc5)02K!Af|(X*CIADbPhHCbzR^Ydn)A^fkCRRz(zd~26> zwlBGcD^^BVM2+K@_ots0(i?tdyKqw1M|Bw&ci7l5_{xmzC||5Z9GwVIVFa_$iY?h+ z4n!JU<-1*qf7Tsr`Sv{R5-!(>juSj1e8$^1OJUl|zoOU5zXZq&m6MM<@#pT%e(^5t z0`!b|Mds02bHI+6noF&6Q~Ip2VfnP8?9;E8f$SnnT>ie@RNPvrKA@_f_}YQo4HDQx z3xyFKn04Wz6l%HiwO~nT{C4=-r^~1fE{~$h>BUKJe@q@gmd;no0(h(giLVQMor_SE zP>qGeMdc;@HmMemN0;@OJtAFEF~_6x$!dqMCf>;7*W041ZyNo7Z^$Z#ddX1eH8w&* zX*HVtdQM<+Tp&7zCSc+fN&#q{u>;g%h8YoZ!n+>z7+@&n?QWdS#hgyfVa?^92+6{5 zaTlq@e}W2yDEpDq)yXcLCF)2i6?zyI!i*slmHU#%-1{hz)lcA(~nb;e?!qWiKgj$8EfQR`t9`&cU^ zCfIe?tySW1Hc}KDh?W0hT}irWC*>_-p&z5Ge>8ii#=h8fyqNW*ElC#NP}9Thc}86a zHP^ChYy%6s$?@3d9Z4U2&M0AVar+D@9=yaKb+Sby_vg@V)CvU~xgU#_=APCQU*<*M zn2=-l=;W?Vlv_Nq`Aaw4?U5G~RZ;U=24_QEN!01Ys`6OgvcYLB4%~X4+!Olu-#*}6 ze`YS$NcAdnbqk!($sW-+_0T!Da*4TE%k+w!;i{+ahzTb2<)X4Q1e{`U0^ICFoH0M$hb>U~@l28BkLNfn!p$3;e z#dYK2tLA0oVns-OEK1q)3*(=^v>P9-L+8LxywC3UXB*>3?9JBbD1XxEt7hB?gb3B9 zFSIH*3fUl0&NTqwsmU;igFb`THplRCvV}^3L`51JInF+$ z%H$?KwXct$xm&Rss_S;p(p}`&pR-Jx2J&>MPU7FOLB``O7M`+Ub?@Jx7}oT;F|L_G z6QhN#$`>~t^11U&YpcDaBPwk~3U+SAaR(mKL{OiG!`#HDbzYP78@&ENf8=4Qi259X zNT72NgK?$}p^-WXhx5x*iyOlz$j!_TV>mKce$1VGsShLabjsa094#xsIl@X}jvhpP zBdLuVDy;Q0NU6sUO}U|Pb>&C)9A$sI1TGX*=!iqvI8}sbC?%YXNE2yrn$|`g4*XHl zjlmQ8Gk)u#H^GD+-R3WBe?$-zBpQTVKT0Gw9-TJ~E_4pCB<|R_AeCFwdEtgaQ&j=U z1dY7X*Kg2+F`O4n(#i2t2&3{R>H|j%ijZR^Sk3|b(dv|cgQ*ij{0%2ku=Eq@p(zUC z5^)I^%u!Tj77M>|$&~lzP+6}KeyFT7OA5eoCJ;{nIB?n9LT<!u8){FVS5tPm3NZ>WHXK78GR#H7rU4%L-|lq!$^A39Y21U2dKe_x5h`+7+o3jJvDSA$x; zUO0>nONkO`ElPj0weCk_6F~0u4L|Pp1|RolLyt`acx+O3&Vj#M&@n2Z?Z|O28*tpO z4L3FssIka61-ruY-rBj))?VKr<6btz*u~xi7@II&Z0b6d%&QmsD7eWHC%=Qmy=_== zzc;AZL;%Hye`&YHMVan^t(v{GL{-C;VI2;9SDz#b;=c#8r#Xr3dT%Ck)JCv1Es>~cD5?uDn@ zVIVR1M2c_8ykn;?mTVRzAffjVl(o>4T$9l2CmpH*e{_gEmXtf4I!NSWAAz&2Flm@V z(L{vIGx;5HrKV#TXDlj;meY|eA$sD_4AFE7MoDzzQR>*3(HY3TsZ#doA89vEmaV2X z5!2s!+OFyE&fFK%p9%2K7*m9lx=X`GjXJE+4^Sf~Ly(3^VHUVEMd;ZC(!9`YC$025 zPgXz2f7YfZY+?g5a#tjlaX&uz1ZCWhEd_ZFQJCX;LT$vYtKK)N_rRD=rc}Qf-0Ot9 z67MW@7x9;_%QU&bgNb^=7qZJ~KL@WHG zSAjCP3#)i^V=$2lXJ53;_n3ww%;g#KNKm~CE2Otdeq0WYQ2wO^DO8dsu{f8?an{Vo z5$oZHzg1r(APVHmFPAY0d^6z+R)e?`pK#v(uJqk*e2;{v{Z4E`lxrl0gecDF>aa1V ze>!GZw(IX%C-eU`6nB(yQFz&{Vk1nKsf5(sW;5^z)r?_KERzX$3dy%l|1t{eh+zqc z4P{5M%wBhD;i(8Yem3V6BJ9uScqc>1_@YJ%8Ph3bTI8g)kl{s;JY(>wGr)BdamJX8 zGsdJBzA`4pvcDWV;~$HP3<(KRe~9oe397Ta++2|QvC|g|*6q&8TNPb($hgF` z4w?J5nV3b!ZYAtnMaS;tox~N78CW`q^iGGnzd;UJ*TfBJF8 zx-M6+BIDU2MZ-k&Rfw0+!WrTb4HE=W^yj^f7);0T3DX=CqZ6h{ zt(O*$LkA3|e_oqt#RA~Xd3CnQUeY1bl$P4W_R90$T3M+~nFlto-da7j8}wkmGlQk93t#lSm`7*ufL&cPAW zgh9M@`)D>$v8ZUF;N{Y#nC2l^wcOm zVt2yM;5ZZojOZ9EM#@E9f85xg8@(`qVD!Dk>kE+^ee@fhLLbB})TH*08SyP9xe0H)beJLO2DjHd1R5*`QE9jO33gq#+ zfU*yZ#2*)-e4>%R{iSj{%swa;!2C?QsSqX7!@tB^Rmoz+2;oj#U0r~L7~f{v=0CZz^X9->uQI6R!)@jI%&mcP;a0SX`pEXJy$f08_?FZKhDRB9qs>0$@7 zA>c}b;@+U4)kmczbgot9dPo9G@N<#GIJAmxqD#U=s*;BrC^$gFeMO5GB_XLZ_Q(In ze#2IZU)V_%j`aRe&1K${7F^`P`rGJH73L%)rwYcx_{IO(kS9qPG5z3QanTkHmVBHh zSvvDWxp8Zpe`@eR)Smh>cY#3=H-x!0-r8t|4O<0uD(MXm+Ub}ianWTj*!v3VGnZL& zK8ec9=2cFspdOwTpGo(>lvc^DXNZgLIGBQ>N5LMys)TpV+lX8Wo8y@{dC!(Vp`Sqb zxL?2Zl&UEfMp5agzdwWr6>a}PYoe%Jgom(Ei!hn4(B)YDOJrdj{&528?lha1lV zU3F{KoEHg*@L&KMBxz9{A9@#2*>z%10RFFx9^}TSC;fCF8%tP#w3>Jhi1AYi5HyoT z3W+BDf3y(W zUsZgjQb(w=enPO8Skt8R-p`Fzk~D_7x${?{4&cr*l;`!?;sT|DsEWNL99@KA=CpK5sox0)z9!A0AAb;df8}s06@PHJ`mozGRJi`|Sdqw%5iqa1J{o!cTLL?N&C@x@M3>dUB z_@eG2SMsZ&Mfqxu!K1FQ-r)!9`1=2t5Exu0wKM%!jZUj_IY0%eR9>P4pL@+GH7&=Q ze=9FaiQEXv{EwuMg*Yc=#zl`Pz(@QaV5ba#qFbUw{ILy+9J$m(5Saf|x3}2t99)+s zr!Kpc5^-`b$y21~aVKGm^QHnbvSHMVZdhKzwbV$8#Xm-RMYuN_(HY?092etwQq}VG z;9n63E=qSnmc@SQ&ZA@7X>2;OeK;D%j*f_*sLS%BeY!5?U-FrWDKakMj|f7f+d zSqr>w`&VtWUlE)Pg%&v->`2r_WJlpA!9e=CwozY;fZCml(T_VLI6AFffw3ixx)p#r`-R-KfQeP0rcyapVkKn`q7J9dJejuxKR>PsuVFA1Nj`e!DiH-`e^se9x{g~0 zOb=_XK|$My|FgD?-aV{K>$@Xr#3?EuYVUB}sDyQ~>j}qHRpJQ|41l>?{zNQQdV}xc zJoLp4>QhlTOjS*BW1|vRt&t)W^0G$$QaTr?e8fFs=PD4X_Td01MNOxfxq?;S)~b%( zLC;8KR!CfuVeBDu*Im3bf2G2xuqn}*5fM*r7UH1r7)BA-nIstW|IawxNcq@fb9Exx z7oms*u8UQ=+9j@R2^l{$NG*F&t-9aSq>CDs*EsH5D06GtfEs*T0-p9gbSEQn3b z8s{}N2|XMhCt=P)d70 zZ=s~yuyo~B)4-9AaeVaG*At`uxzRB#UC>J~4u0?6R)V4hHWJYPwlF6BefhiY#p!*p zvrd|$xiB_{3`xb2d)b1dYxwpBV7!knGUr=g5a6VuN>is=d-z{Cq%d-`k!)JT3bf+T zBb}Bx-{esCf80EQ@cC0930-4B76PuHi@|z)7^}f-d32ZMG8vLl#lhV1>qXBQ{&b`C z=Hqj5^l2^t+IHc5gZfJUKpU_f~1h<^Q)CNKF{PpRg} zcGOsnVln6+1^I9fVRctsx);Dpr^)YP4!Z^!v$w z8)dvHfi&minc(lY6eU!JeF)gmBY7(37JF*M+p)2mP=Z(IiYD@*XAmT&4%>v6xzRj? zGCQj*NVra#;>V+J$iOstKNuX$byK`LNT5}KI?Ed=JR%v2Z^Wgy3jAQOcWg}|G#H%~ zT$8_Fe{_R5g%e3^;bCBgy@wXjx;;fXJa3Fnh)t81Bz=+_*||ECGk8&%B-Z0<0T15c z=oK(-MniOUhrdpp5uo8p5gkjV1YLb=Fh6CoJJcc=2Sy)?1Tu3AaBfA*lI{T+4SG9A z>-OM54JRr%y$oS-GCx@JShH(4Jr!Iy+8KpTe?pV(uk7d}h=y*$A}F!iDORX0ZhN8< z3dr9p)hm#rYmo_?zWF$}AV#oR&pH)f-KyKJ?8B}3pdmx5gY>PhpPQH)`_X_@qnOoK zTARLKPbH00F5?$Dbr6gE6oWvnUhpkWWy4_d?__x+Zx2H!q%MtYEl^27 zf3(m&;4o%;d5whKnQi}jtsOJae+C}-uXVG)FaH#SSa|g<6>?f%-BSjYl!HlDZ*DVg z+IxE6bwmgQX$MGnI3CS%BP){gl3ldackg~=V@i>cNq_97l3-PY9fQ+GS&E}`VTvt zAck+y6e@hqf?p~7l-8pujx7~k-2J^J(_hR`(4^oU8j9sBqc_5o3z!J`aK+T6Op-@! zqoS-H`tl&kY~@LQ-^l|I&9cUR!3p&T9pPuGyUH1e%A?uH(IYk#ez2q%HxlJ#;5l)Z zUV?eL`CS*hr3ZivC4HEDlP68VnQ@csxLQY^x_YH*S};NT+fO-3hNpGiS33Y?^cQig z#2V30+Ct$VBw|?#(cW)(2k+=6!V~j{GrGn@yEAZ1wSYvC?lPL5U#eISS)wm0rjSXe9nFo3;15zw)!NCgt78i?5#d38w`D4vax4qkb*9fudEM38Nu!bD8}4on zwA{(3{{SxCaqTxuky1tVk__Q;Z=}CIfk>4$0ZS(@3qdr`OtgQp)wm_AO^%3(d+$RJ z!q>wWacpO8!rP0uH2mk_5+;_rX<@7t2AQeR*l{HD?;>);DLX!$#4iG;+6xXED}Nj2 zy_V~jdEc5VaRWbB7@JO<0Z9XY14Li=!g>gB0MBm2eiYO|TnM$Bs6k(j38wC-#vlhh z3Sunlqnots{YDO5v?OXUY%>}1vH0QJXdaXldIBb=B7N)auZGk8;ctRDS+2Af?1bu~ zbrfW4t*fpIKN;;LMPd?HohrbkG*^x4hjH4v==^x>7}L=7R=U!5oJ6|0t+QI=Spj}H zJT+JqamWxgRz5dcx!Re}`kbUHW(7Upsx@ohR=1zPgj}4fH;rkxFBS=n%mpwg7$kvEg!6ETPh6UY!NZTkyvIoya76fEn` z$^T9?by8coExNhxG^hM0ksiWHPcP~^c6D#9J_Xd^oZ}QW9z1mIDPRD9Cz!_Xlv9F+ z&a7c>hP<9{T@$80__&cjZiNO)6^FapeIyl&^f~M&5f&W#n@{MP8Yxf}DQf?0@Qt`u zYueWWm-M*Jo_Wm%>yGf{Nn|BKPiAIqWhA8QiZ_3L6#{xqR3)o8FcXZb*^impRSUy2 zlY`}z!nys8M74S;J+LI4 zE$$mF?pG(hh2NbT%Aux`G<@h*k9y8)@ZH-z!85r}zl=M{Whw@|mW4SG2f*k#<)F6* zaBwoqZ{fY*H8?Kxpey*clia@s9+T2DXUppx;KBdzE|h;;=UXaSZFevBDcgTp7%V~9 za|Tm%*XUcS8n|+n5!l1qVZ}UaM8re1AVNU=i9C=Kej{uXoLt3@K{-2mF^pusgq}ew z?oi7snI{U{GYTvm+Us3gJer@IKbmjc62~b1iKy;7DA`Rilb0Wqe0{t7@UE4Icwn;T zWg8hi7|^oj*}D&2ac(1{PoASmGH4AB#G|RC#w|K%i|DQl_FR}YmF;z>(XK;dg zGm~lYt+-K--0*pm>#SpP`3Ei*Fh_RlJdd{@lEH zj+)B$Kmv>)d6NU4iC|6Qd4Ul)%AGuRg}G- z4;g`EF`MM#9M~L`*x|g6=b0>5FNZUE;zFg>lDM-7TNyvZpvyw8pXBBhT&Sx!5VL6S ze-Qj!fc=Ae?eV2fOo*0nrx*5eFG=#Bz;Imtd!TQ017T*jOo0dgNM4uIDfEKx#+^hy zfU!l8!{g0=!$8bX3y;!6UJ3-8z~WG}&}4cYsW;Q9Tc z^pFUyToUeyVuQQY+|5~DO=8n!;gFl3`-5DEr1U*fbWDNakkIQD?za&13Pe_0X@KUU zR4`=PtDw+Ux+}op{qL9x)9n!04wa1JQjk$1ZiIFxE#>aJre2dFY>7mTK1HgZ8Qt6I zFdE57>e{q&WM76T4U3R^lM1OlLa&zS7z3#eH!U=h8+;YFOufozp7hb~1x8IUgDu%B zMTZL1=oa7dWCFw!^6|cpE>pIw0l;oiTtut-mFn!>qqLc>)RlX9?8=Kkv!ND>e2y-c zo7S74iW9SSDb}Ee*ZFGEm8@@&N>9 zAYR(?FJ^61H?YgPF=ut=J{H-9dhHU6hAWOxZQ1idU(473W?jEy>DJ=S=-is>R>31s z`ks09Y*UX$?(ED&U_83W6>^hUNdIs;)i z({4GpHZKsi2d*W!(T#J21K3pAfsZheF2Kk^{g5K)8PiTQ`0NotdbdbwtkSOpS01t7 zxlhGmpeabO@3HqY2BzDuOZk3a+qI<@Mj8!kMQEdPT-htjpOm|+e@!UpqJj%RtI^h47WTGJklh%&x=q)M;JTMWZy%$_41cK29{a{TwD#9$u zZ*x>OzSHLDKdbFjYXpM7H744a6`at<{4m#N4@^TJ-xK$V=3bT~??3_QI@UDhxmb~$ zeoZ}RKO5dC%~ZzQ7H4I9z}IrElHN61bPw zuxOkgWNu12Lq-`=kq+ZBWD@eQLaUcdMIc$qvV(F)IY|*oj8qw;sLT>MJG`M0`L1Ex zW&f6I(m}{z7MP`qhbW#X!0AF0q-bY7N$ra-+IMtUa7iZ2q zt(-4zSM5rX7u@X}Rjk$kcH^Si=TNaHnxg~m-#5*`<6yk$R>;-qB(bB9G_KH{{y1s_hriq>M%_c-*?dsOl1x%@s`0YV zV`w%s;X&WnF_$di-?vwj)!_8NW14ICffBmhPQR8DD%LX6yFvh5>T%39uvDaRLjNJ~ zf=rX4{iAmDQDFr;8u^n7>-$mI84R7Z=V85loC&;}NGmRxO@62tri{GWi5Ewq0Xc+U zSdx!G#@m=^uDEk3n+A1It7PIO!9?*SLn4iMamOcv&d*@%SWGb46Yq_lU_d6A2cgq6 z>y9C}%-$_3WIkt*9X59fm!E@dqi+Ccb{dQ2X80qd*}8T@=Hm)#)-i-77GF5J^a9|WLKQ}HH2@RIp*4iW}wei4lwtMR|5SDsTA{aq3kU z?}jYKEtZ-HZctfKG07@q`sAzGJgZ-8zn0%tt_rU@ymR4c7slK`)y(|{ES?6iPHac^ zvtmg%jJQxy6d#ngNM5#A-)lVI;fua;OT&F{mYi0aa%VKHGG&;+QBm&zIpg8uFD0s| zereG^E>rt$G}#<}GgQZ-`AyxM(a;fTYu66Rn~E!4Zgw!LDz;Sj{omWskxduX-%U$f z5=wz){BTY?=%22VP7=iH0mQ;NgJy0@uQ%S;AtpHD%PLv5uZKd}BmRuaNBsJCB*Yls zRzJ5SAE9N2P}dHb8fAFNvDw~9;1SLQ1KH(kk+#%&p#-~vH&smw zl|e=qovvVJ>PPU+4_cAGt7~c|lT?Lzrd%D_YtG^6WcGO-{o$4d?7%VE_#OA4q=WPv z`raJfTK1XmKFF5hpyslNFCq0HLRcUrQz4|H(Q=fV&8X&2b|OeFIE*;cXXmC}N!Lfq zrJ_dJ=&Hm*rcUP>@F20t`qx%;u%A7Wx>rIcQwB+7;#V*2gkOk^O7yuxpKcBWS3%_M z>5;P)3MEcYX7cJtXfR_6I>cI-*7;JgQ>?>P z5yO)v$0*G+MzWi$i~3QBKbu~cpnvtOyJ=E9u+yJ~Ye>xorY8T8aUMFx>EH1p9*zt6 zr(+#edJxMcYZ+OywtsA2aMhyb%C(<;@tYpS^7cmhKBvuQIMKM2;W%~NhU{uAY?r(3 zu{27n`j6qSznLZd>o5+hGhh7KcJu4b(iNLlwHzux})UeY_5OTyvRzLDKbzc zDyQ!cFAsuU+4v&hMk-!;D#qw}rkkR@JLjc_dr#L~xLtteH{DKAgRLketEU>Fb6|ef zaOO2HS+z9W=osZfbj?;~46AcDT~}-L5q(FA4Y*APUOCEx`ZAk?`0f6Y=&W`vrPF!BOP(c`(#xN+>!^Bl^Tu)n@5@(n?OV+vYTL`t3kt^b zyfb`0nEZbIDltmYGEm$6Nw!92{V?;XbG{|!J%)JQmcO~{e4_fuDz&od4etavI@>A#UqqsH(5w!%u8&Z&8U;}pu< zAZ00q?u!@EaUPWY#!5{X`NYcV65Em_#eH%`_9!lAi#h*;xy1xI&+|!21jrR6Wgsc= zNqIgxL+#M^KlIL&GOC=%&uSh1w1|ou&|PT@7>PDBc%CT4WnoX3VsmpjSyUP{KV?b0 z*ZVY>4`WH6ktYM))+0kBKT;zdj}I-bw23=Ix9nLX7TUhSm^pK4rcwXu(Z-;GBVqH9 z0QBa1pKOy`wOicuS?{+RZT7upDZ`PC`iJFdEJEVC77pQkD$?6#nX}9$3a$ydz#t{S zdyX?I|J1mJTdz#GO!?=;c*r@2WhMXI4HJj(n#_0V&o(o8Bv`)5x4}o)*ClU?e6V5c zHhVNdSuwT9-3-?Sg3p(4*vUY5vmb{5EvrRnFSx+SqiF>-s{O!r6tLpN<>kbp50(uq4 zhtZUbh3FiFRNj{fRibhCdruwJ8>?}8EX`$O@Kle8=A?fi$DH$&2t)e~jI64tssH?r zk|~kH*cP6+4pMVoxTWvPpNqL8Brr3#RFo)nD59F(t~MG_XbB(&a}TB;@@NmZL$U{B zGxp+ve;;Bz#u}OVFG4dGWC@|JLO%3nf0LIJ{i0NEx z)B47Y6^i^DQcg9v;+l(y*b1z_d$7QJHrI+55ZC#{=M@3+Fs>{ z7#wT4$SCtUK`LJ5-3^;1Uu3b|l8SrvgM;Rr+RAM58VOFHG--~NW8^!9(o^2nw}|A8!+P? z9L20PynkabhSURoMuMMFl_=46zL4{XcP%{VLwWi6*o^TKyj z8S8bb&OB8RLmcpCoSpXJ0`BB@y$-XIWonMdlZ(Qlk0-!nNuyawOlV@ErQ4sSXhK%)|Hr12c!gd82E6 zr0WUN`Yluq_Nc;@3Q<6}!?BgIB{;78r+#_0dPYc^&PU^2e zsv%cw#T&A%8OJ49MPSGCh=`Njq=Ugix1LZD@9gGHkHzw$7v!X3}ap55AanZ!4idRUv@k;DTo9pN@3E zeE9kW$Y7+BHFd|W;`Gl_SM2?ZUSnD+pA6aPW1qCgaz0{A5&529?OR2ueyn*!(K?{o z+7s_Ta8zBn5KwdZb#Zr2DhW+1c$ms?B_uSR;4@e#?e7(h()gqde>Q75F1ht+E2!y( zf6nY^WPyBfc_-_AmsH+=(Z`e&&3EQ-{5eOvfp4gxb7E|zsl<+vHm66JPrfzE)vm0? zD6_0Xw8NUkW;rVsTi|spwVp!LhU9W4bCF?GRRJRM(fs-wMFZP<{?}szEfiqFCd_8( zv|{83+PqoyzmwC#S-A)5!|+xECLQ|_`oW@@p45HIW|#;Ov##hlE>yEDwR(?!n5i3W zG|l^#0a7+#r$M4pIo5AytkdghfS6~ntC@g-#D&>?QI-7jt=qbur;=Rx{93-NGXj#O z8W^urJNmiSd*`z7oh}JxsUT4Egl~)6{;E8Xg%bIPR7BdxcjS<1)|p{@02M%xo+ zKYhyO9fL{X5t-EP9LSX%hPu067bg3T8+)*e%r>Q`S@=qcH_yIOhYbmi30_v&Jy*Q6 zX?PSxw(=RP*vmjkTUYN)u}qL^u!~k2;~QsHbO&)XjD5ycKF>0S)Uc4xpW{yZP=u81fp`FLjC^-5D*U+|NpQ-z`RMv1vCHz1mOh#cb1P6{9gn&Cz$Jh z_<{H!|HH-$;r}ld!pqIY_1`^s`M9~MK*0YSDlZ=|-+vwX{%3&PARd0mfBd*Xyqy2V za&v+>{~OGk4f2130srqa;^yQ5^Za)~P99#+e{EcxoLotwMe^v}T%3HosC0Bv%F?L+ E3!xxzsQ>@~ delta 30174 zcmY(pWmHvN7bq+s-6b80beD7s2+}BBf^;0ZVbdLgq%?1z%no{#|Yp9xJ~WWj+ZMRDmlg)rMV^#Zu~vzmUXWP`QVSL2_NGKQX#X?9b$RUS|v>}XTPoN_;~Z!FiGs$OVY`(UD*Rrw$2odj=$Ty-ld|t z7D?m+j%Yhh1S*e3D3-1q5+0j(r#b`#OZvS|UT&13Pd=5ZXZjsC`^_DdrdgtO0fx{; zORtLQWTcnoaT>6vH$Ze=99;KT zP54LHW^0PjQYbQX1)j-OsD`J6buFeP3-@p~`apg#Mw+de{m%H|{rZt}ZcLkvY39LU5RKt~omY4P=wLQ2iOf$|K; zje%D%n1z9V^)skF<3pdu{SW15b-Xo*&mhR$yejC;^dheCgPz^#E<|fWP&>JyMjhTM zb?T-any3{EF*Sw@@rG}z|J^w|I0zMaJ0o}zyW zbxvrBiSzKau;5hwbft!|tLs$VQ#nnFQvD=j%Ke$VZ)JGTVeQiWnT-m=o>Qw^yWqlt zta;G||>={_yK3Qt>amG zH#o5Mhfs(v{a1D^W|^#qqL`n&c$)eU*Rf9^$&X_hLB%c+E?83L8@HEw*1M_C4)WG; zhlQ+_WKf;WgTPhH3ekF~=T_HW3cG&M6w;1D5%+uBeZ*~sz z?k<)cV9s$VnIaVAz+HlEfaFYx&knw>Qz%<(K@McYue^y*GBa4Y_f0j|SmD3wDq)y_ z$0=oF!R;Zd%>Ao|TnYbk_To=TC@5~Mcgee_8;XVJ^uRej0d9pQQcDmTb19}kTY%uGsM2J zCCgHGn>L^BAyH6U22q{7_hGMVJe})_?y>LKV^qeh65^_t7fr%fT-4oRT{5%HZ6R$_L?r&sqPwZ6|QJ7kg_>yTXZdG<4eBuJQcY~1y2^C8K17W z!~}qKPkNE_mhipnZV3NUBVvb~T)jp{6a)RGo1G^yHxxnQb8BqiIBxY4J80x3<92Iw zXy7oA5ekfRW64_E#Ii(vXm26X?d}_FLFeupq^R&ndS~yM+%-rc_rskey;TZ`n5Wk` zv1!^C{_U8Ia$lXL)kI`r75!64XLM}AXnS@%(#dQa;+~;>r{&WD&G6`5X1kniU3^QT zdxjFs^!cQ=Pq_>34H;Oh2?c#G0zAwH0 zlp5fa>`HHNlFRwNsB5@|;`i8asGQc=uuoyihn)sf1WXvrUh${ia;o7R&88Vkh@~#% z?S>y2(Nc03x`){=WSkT9Cu7xxP4LAyGCgPwkybH%=ds1<4gIr-Hxc0Sd<t8hkg}VsC!3 zId3*A!cT~QXtre9hz>wsgx+c{Kc5@E_@^Pv4mQqW5|`G3#^)6sh7suPQj6eOd{FgN z{0_CnE*Cvnv{2T>JD+^Jlx^ZeE})%5=VPQ2vkOTAPf!J_ zkB6==OGE9;u-MavF9cWUq3!Y1>863(yhF!uRe2A|pE-dciyK4U87E$705jZZvjP?6 z-5erEl|p_NGnv`N+6t-tiwFTv5F39q2ko=bU-r(bV^wolqU{M$oA?vTY|_^k7Qpd4mR z>IU&{?6xc3^OZ98=zh%btxAwjOhC7$t5#!_ErgZ zgXZTJ`$0le>LlVsr`m95qpPWRoBB8>^_d*;2LYqK1R4@bU7WKPg+f9*TdVDr z?m<9&o60ddEnVk3R*o$%WcKFus4Sse@(!P<79=3WgQqgB#SJ^I8gmPt;38RdLI5~) zbn~uYE?%Uczt7m`x?g?jli6~Od23IPa?!t57SKm&C}f-KQkZegHpCXP!n)7dVraHG zxnOJ4KZ=nB7B?rmy49s?y!n8&eEr~uSEjx;Zcs(o{j_IjFCa87*`{+?9)v5khS<%& zumAva&t_Sdiym~KjH~53y;iSdd;j!6$!9Jiqx_{g^b>RbwcMvZ^kLfjab|WPMj!c7 zpo*_*m|s-5GP~MV%j3UD1HEx(3Hs#{(2g0-o8FDJ+x_}UTSHOwflAj;3z0S~u}rt1~}7{i(53G^cXzA3|MTijr+7pWl%P1N1THZQzB z!*RA@`mYL2qeA10R{KaV*l9^QNT=r!DnNAgz$0Fkew}@!LRRPYD#vXfVXyxqAYi#B z!bwJG_4niL-jo$F5u$;LxY^Arc1gyOlb;sOtnjYuoZ9(wJ}K%Jl2%h~uDF%igD2eb z)Q3gT_vqohj<^zkikQI?(bYys!Y0y={>_Z_X9;34`uI;& z)8hV$O136uUZ`$xr`|s1njzZaoey~SIn{Kctnt3N=g~DzBt9S>+Sg`6qXsdJ*~7#{ z=t-P54~v6%D2d;RO>C^RUZq_@u<9^J?3=~89@HU}~>e9m&VafuBn(^fcuMM;i82)*JN}waq`of?4$)1$4@AR zbd8l3FIE0Bkqt}Z?P|gBo{0Dochpg@uARCjc=t8}aa(UyHr2sF4M)z#9f5fiVC#Ff zlrG(PF~L9~Z3sDoD8d*Zye9ZMLm|{C)=H=jjskw%rS+jLcbK2mpOMIK;tS8d^9r}r z1R_WKg(0`C@_hp9$sj2b_{Nb1;gnCc;eemyeH1&~Fv^LcU6mf|q@y97@JrijM(D52 z+8!h_V)W)e?kMb>IuA1zxR_-5^B|Q;`(Ku2F7BUikj>+SbkRG2m841G7!%Y6Vdc zY)UtO-TaF|ReI;&{;cPvArx7p+A`C*zg%nxc*{^&5v&ysfYJBDg2kvwmL3^CSYdAa z2}OSU@I*F-S9APKoeHV15DB`J!~7!Oiw@Y+Yosn*yw+owJm2{ymWih{ZeJEy81>6Q ztIg5DeU*9Ef%=WgN;#W&3dv>rH-~ z36IT|+PISZTYwk$uG;8LWzq8)f$QvI&(||2wt=f|ks>SqHTGcmD-Me8uXo+L#LENr zwt{^6OVnP@X9Je}Jt(bv?~?k*gOz;G9mJYDAJs2aie+|F@r;b#P;+!d1;~?CwClh6 z&=OOz@s_bF_wpx={fN@trocwwex;4ka8b5@|C~(9WHT^1>cv+gX!knVU%24fjE*ux z`&PSr{qjzLh@eCsU+93yPW`ncYTz(GXiOzp99py1-Y$O!AD3sit1loGJH=bHTD$fH zolZo56qHEOE7(#0>#2EKeDU6K25E1m0p2Df6lgtbRz7~EvupZ-b6$QqrupSFiPZ_2 zT@iZg?F5iiWF!S0&)}JCRUh+oYbJGsPxkl8T3Tvycei7{M%Zb85I}1VYLhd^rX6-z z^uyX0UIvUfOu7&or}WPp#g@!@ruy5ER9Se(a7&__3}ufBONCj z_L_<9_=4t^A^$2Ux-QY9^?rDC69po{Nkqk2XmPy}pHOj7NZV0&04CR4Jr*Sr#y#-c z3{7`3wAP7FaCSGVPT=G?K=I*Elfp3+kKfGw#lG0i%ZN{W>AY=iEguLU|5i5&X>XAQ z3}jv=C<^`c|JHBJ<8NKvpS8lvQe_Fb=O}b<&fd6U2~|&P7;W;TO#lJn)Y#b;$?`CFE#Mozri&M_^!H-e;5~BBpkPij!Zcd z6q7kcJdsA=LkPY%Wy?+}uN?Hi;RZhe-4C0lR~_d8`|}iZX37T3^uG*koX=ZAPN>LC zWj195PL~J0J2xB@T}BVDg@pyn)4bb9@ooi(*1m95F10nAAphm^;{7T1D3HCNy-cvM zu6U9%|ImG?uqHhQpAq}y#($FNM9h^o;|G3%|7zuIsKj?(U=reYZ%Qzrt-Q(xTp%p9 zIaEbE&p-rPIo~dmTAlUUJe>6sg<019mPW)B5hb#exl|H7gzU@1zOda+R-oOD^(GO< z!X+tK>8g^`JEi{6fu&|r{}s{#l{CykM|a;`jch`oSk@Ez)aOdnZ5);LL13Z(lqb{0Ro z55A|R+oNK~g%mLh#m7Lj&cdD-m^+)s?8jOA2x6`8p@}0JA1bdhwiP4wyjvFA@6l-YPKs!h6ZJUjdn*x&V4W?ZY^E~ zS(*P_nm|N+#RXBMyM=(RaJEeUQVpTBR%H*Es&rJg79TnR0cY@P(>m`R5iZ)HbbJ~; zBNE?yQ_+ijmPbP^YaS9CsOFeYU$&xat*n8(9 ztPDc}7( zVdP6v^Rn_Ppz`vxhH-d_bt3#{M%esK1#@}y316m(f4aZ)n;O)2Aoi1ldVtQW|lyd`%c5BzI(R~ zWf)rl`RJBc9a9n^6lqZatKd^^nDQbJzb^9j{8GTKo|M1!nN z6L*T{PkNEq@}1NrPrCh#tuUG0`n{0?E9C=8s$DWCS!Ca2E_2fsmNSZC(gpI7FH+{y z!rh&X*Mooe(>%Zub{`FuMlG4ZzCUygB2nZ5WW)PeqZ_q?bmiCU6UHR>^9h={`nji! z$Ho{KJRYO^u|VgntAenI^E|}ysU#4B=SFb5oX$iOcZ9W}x@VrHJ8+VTKscn-TM4s< zX-a4Vo?W!c^vgu&rZsrjVtH>T135K#sRDV--#cqzDb?NCY-y;1Ri}Gb?+0;YwjrQs zwcGnqfIw!$^Od}Fv<#eU-&a!pR-sLy)USfM`vPZ50_d)n&C#pOl{>v7uXiQNf9dT0 zI;OSHxQ4hjBM4d{ygo=)HR3aUAl8$mR|ffR(q6&hWGjAaVBzaR9ISwJ!IGx$#E{Gq zHnF5%pE&bwy=Fsr5N&91IzL-J0j`pHc=yc-RHB>lg9eup%8G3#&{DB(B;7-^a1v{g zscV@R=Y?}LfPpi%Q=6-xU&-AR#vXBZt!GD575bzIqG-dO<)}>-M!ers8 zdp0A5e7>?HHRvCmX~4z%xYpZWAB9Hh<*hWOP#)Eh;E}N&8 zZE+PuW&P93;NImS9T73&|M46RWj51Me@tMZx9j|2bWtJ8_AC#$^(wIYU3~DZY)$H) zn};lNH2@Q`)Az_Imww-fva32q5cyw{ZuOMrXGO)2Z)bh9>o&<8DYm$or3}`L!J~`$ zU;G2137nyzb=K6^pU#k zEaKU3URQKk=e62B7M-O=i(K&TNfK+O-3mDE@0$d0#223jU*n6IwOzjEP6gA7^Bd9; zmjvHd4H0tvs&M|)5>>%m*WsV?Uc6s-f>y>-!^o0S!u;H0dNPQSEVx>~}4 z*;qQSxu=ON))BluvAY*`@7Gn)!>bz3UEa14lUNpyy61NCM(s3dt;0FlP5Kld=YY+A zaKKzrh1u62jWlV|cDB7_dd0>pwN|f+OWX*$nV;+fV3F~`^<~+D`xoETV5IT8+A5kx zjI00ic?(dX-SC3VvE=T^=f9YEnbKYzFnG^>-%d0uVXM4kB{dRtt&;j=2waY69}2RSnsfX*wOOe0PvsvbYIlV)SNxST;_9 zTNm5&Ne@J_R=}>7WRwi{C$W&_x2~Ps_(EGobf|g5)MR|uB7YOyW^>Xx3*l_9Iy_S@ z;kxv-B_#)gUxt-GJ>J&)bbouGNTpqxKbL8Rd`&Vs(D!Rm;ce~O*F7%2%^IbHZz*J!-^nO$^z-9;gjVfH=-yESUQqY6)X!^4E;?j80c@fbw7#=do4RqPR=VFK z+ofm3qu20?Omr#>*C(}E-IWh;p`!G}d}iWb4mJA32lZW(t9!{iR9+o^*CvD%hdU}-L(NTt* zoLA?g^dmWEjGaHwjYb0c z1RuX!QRSe4p}C=3F=_tYPh3O*xp3Q1%LiN4NLvKqsP!4X%v{MUu8~J?zLCvGLvIV! z^$G2RELbae32OyKQGBR{|6;E5dcc~W;a6-xR$IsV!oydFWMAXqX`Qz!uo7Yr50_`G zKR)v6g5+U+u7tHqxM;Aax1{ICTm6(v9IqDbuPU#~Jy5(9D?N^_KMn)Go76AQgu0Jc zn?vj9=ETP&-U6xUG1Fo@SLd$NdrLD%-^!pF*LtIzJyd#+ZeQ5k?s9-w5TI6&= zDrY3KfFys9tmdWE+w1O!hvld8u@w{CgbOpfsZn8E@LJxGFpV%y;Yz`Jhbp4>!)W z<}cn2XyPLC1F>ohmVRQn$8C`R$JwXZJ=enlOq>BjnXW!E2wv7i;vSXs^hb_y@ABH_Zv>&QHvD|^R~$9NE0_H&#~2Gn@3OUr-#QU*6~$#1aT%u z$^b6fEp-OKGZK9cBvZV+rAmAjyL}Vc;XQ`{e#4X@p8V!BbB5N-6KcjYQ&mf_eC>OZ z@%_^W^#cPutvrvrG|n)Z1hM{a4%U1gkBG~v&37Bh(73hr=S(Gd?20VQnEN0%8Wxm( z3EfR(FnjWcHLBrbA{fH?bEY!?r)%dHKEUium>qz9ey4>`H*3X4CoWN0X+f4N*K{$m*q>QL%)^&}^1?j=fqV zNyY`>;!w5er2aH^E;hR`jSTWo(HN4*5`R@8Z4YNge5n3R{ZBK|M$lF4&CTOFvmOp5 z{;YaV)oqm%7*9^Wt_|Kz4;b-;$JGDQpgmDDZ#uv*V(Jg|DZ~p$sk0y5)z-ZeScgf^&`XJfa zPu@wn*(@9@lo4}xT`2hJ=xi4IoYn*?O|DH{051SXchq_E46CidGQE2 zGJDNe*?SFPb<;YUCtz6CEq;U1r`?ahQ+NDGjZzi9MEk4&?~83=K@Ym$?CAfc&%{%p z`;2JhcPaJ(M3?iY#z85RXs!2r^#9T)VX!*X`Ch!`*W1Q!qVhg_;wb!oInbb!>&=UX zBi37dawEg{ep_s*2nJrA>VQO>e-bF~Un1s(J-SWVy+S93*L(5bZB37!2=%_(GLZbw zyc|={wh zUsK3 zKk(}fQ7uU4Uv=Wr|AztIdo$@@ds>~V*!zYFjlYlOAxDVrf88!8GxFT!v)HMF^FwBq z0+rjx)FVLK4*ez-d1VqzuQd2pmp_NoJKs4=y33DDKZ$GTJ7eAL0%ym>>aRWE07#5J z;6z1{Ik|~GknN`PFsQFHj=Rq7`290tl-t*lphLvYgB`FJ>UorCmNMG7f5}L*=MeHw zG;&r8!#?i3B&4WNIhY8!aC7H7c*#A~316LhYhlI!dWNcOc@k{Zl!y8Mxl!$ZVQ^z+ zrde^WZ2Z7Bpi@Vje?zRr@%gU8%nT5Sw{~uVk{?Veg4Tnt+5RU%(>?}Gd&k~b?)CsdRd-X z03F_Z#s=9ad!y7K3p}^mUn1jA2EyN4(AN4rE+CCjHC_fzcG-Y{T$lz#vp5(sF_KGAnF$tSO(m~@DvssqbpOfhqWW_Q$fNo)m^&91lv^51D_IfmpG0|~n*Yx;1W+FcMy_;CBzbKW9 z7F(k7fCwDoU#-??%?Y{o8pVpBiw}q_qfh;xwj#`?>-N-L8!&mx;P-cgW4`$a$7e+p783NU$c zYdr#fay!{>?w)N&Bc0HU2d)_UJd@rJd`=d4-it>FosCb4;9q}#jgd*V>Im?s^`EZq zktr_A<;dbroJKaB!IL&2vr~GWk;c~GH)jrwe4wIf+On!N+QaghE#heP14lm;UGbv< z8sE<83?%7Ie}1eg=DQ4KRX9bWN{YRGT0?*r_-ry4hPM9xNOAdd9`b``aIcO#V(>Ct z`+@mn##Uq4VQWQ?(^Em5&^~NG8YaI# zz_#<*t|4_ql3kzROAAMc+l3W9YI;-R_tDBaL(-;X73@tT!Z)Bz!i0Jv`z6p13L-zmzhi z=p;reYghfoZzM|tGx@jw?Il1h6V0lI0oh)%4erNf2>oGBa_*@oy$+!$UzRJTr~bzK2DC+68^7zi<2~4WR~sdsE~X4r ztEaH*$DG+~o}=~LEu}RkD`CHbdB=L4kmur~ppc1d8nlM%aNvl1-|7(}N9FOFMYu=s zIX@BR?f+lF)B=v-K-j-?suQD=Ay}YsQWmD~kvz{?W2~NAY#Zo^#00^TJdS8$sHWh( zsMQCmgE~fJgo=HG9NlV2;icgY_~vrssc% zi21_meYjd05GfMdR^ z(;@A70WnKW5afsM0569?+`7(~J;_l=7Kc>%)70dYb~_eyDJk=%z{teA9J7m=O7fv4 zBr}%x!hsy5o9McaTiap1f0ubP&=x&rUm+538oe?G2amn8I3@oG`+@JFU~&skf<8UKocUQqT5e4k@J*v_8@d7tR-hvj5;z z!sJE@qC+MYz}(bjn-#v({ZXnM1=Y8BkglgF1esQ7>&-$;|JidzK9PH-nN=WElD$P1 z=cT=v$SB65_{uo|*uKGi^KX4?VJ3Rihbsay>Oj5(rFp{bBsSSWGwRPn8@HDV4Au^{ zi-?!7%_u!l{s*PcLWiE*Xxl%FEMM5Fv!8{sj5IdSL9c(eJuW2~_(A2|LMQ|TsD5^L zfDRBL0R!(0_cs?zz z5GiR;*THL2`cy)<9kAPa?wS|xb3Mvp9qynosbKi?{!fTE zH-2cUKQHysz3^L__?q z4P=g&iei8$rS9*Ig9`gKPJ{P9a!}LrOq;W0**2b)WjJuhrOEC8 zghsOa0_n}jg82(VS-LMx!#6G>cnn|WzC3%jZzH#O9USQz@#Ph+3V$*vy+uY{e)rJ;pe z?=E2=Lbmos&?B}Rv;@VzCE)Jk#%4?a`2p)W40OiY-WUlV3j^)hwTyt`pzftf;}aK@ z$mDU$8-rAAeD|Bewr%}MtKX3W7T7-GnfgtME?0i)Ji@SVm zWrTUXW;@P96b$OkC)(1$(yxjGH?ol?G#wi z6?<#^-0SlZ=Bl|~JnIPL!~JMC2G#=64homowYxkq0j24Ey6r%+w>%6w_1B9- zqb{KjWkxeNNsUyt>#O|cYK`DOzQ*>~0I3PCyNrqZU&et@Qy3*9_&4B8^`BH@8;S73 z0nVhUMw4%;-mHZV1PXG|PhcT{@jQyn@QqX{^ao2*jU%ag7;UMJ5=>=B(g#_n>IS2J zJB#F-s1kZ<-_MrIzy0ctX#R;!n3@-B{)sofcVWs|<%#Vcc}+qR-69@4LrE1k$&V&8 zP~hBh;QnN4Z~BP?8^ONf7EN^J+$s;5w`RTZSiU5Y zmH3z*0Xlit!!78o9aIbntgh2xGvOZ{FOH(1T+e%q6oO4wZtRg1!QQp4tDbl!?yI|D zq6tXCl7MtC9~5_;1QrWiGpdleyzgW3-&(Vhl*ZJFWxK*&6H=|ng~3M4>H+1@_@6Rp zCd(dw@{_t@+sH1w-4T@(2KN))j+Q6=aNYJbC5g(x1ygo%6U$1x*1J$Xq3P~fY4d}R zV0S(e&MsW;WlmmCXqiWsnE}Hrzyz}Z(JgSP&9)IZW~zR(Ve?x~#OHU9`m^!N{}?AD zk_w*9@7N9*MUkU|)R9aA3o-g`dNV${*S4&ZilT_(%YQi$2+|a#|K*6{)fG04PbGrG zzV|!k^diAqCmD2W2%_xjZh*ipGCsyP&jh-l{rTmGE4|nJ-s-(zp#tF-zX@r;%JEAh z8wqcL(rg0|^SXaho#0A;YTC=;mCwz~)h_K@Os&9BhM{K;@jMMik~=bogDVR270B~r z)8jcip!HJKp5Gw$VtN;P?eo+x_Og2cJb6s~!T&4sqFTibk8ls&0;|%a$xw{bk+|d< z&BXBy7j2wn(3nbAR#QDdrAC1UDPF^fNq_)@U}Zp*DLTG5Db=7*N0sX@SLyN>X899x zuF(#6=-F{t!xC-_r$sllJe}~UFvs5r7$#%X|1b$R{$Wzo1fx?pWi|jsLYXsrQSGI*m@N9G*Eyzl^hiPLAE2mqW3~O{%eb>|L?vrL31b z^G#WRU(ukR!ihO0wz&PEA@!pMho-7tb8!S(0n_2wuCd9Z#+g@N?A6F!(Cve6Kk%4% z-r(CcFnxwe>CU&(D~s3#?q0Br^BM!?53a$$sHqe#RwK2sZ)0xdnufFz=q{KZ`N>9%f$}l3W@1AflNDA`f{r z8=!kNYopCq>?9hUeRB|1CiqhA_2Ny%jH2)p$qWg5*)x$L<)AT-*rnB| zWYf`j<~+b(@sp!!KYD?yUQDDQ%y$lqYzOXLU;0fOi#8GQMcGWGDcDmM9Z;G7d%Il< zdka?jr0LLf5#X;JCiagMa8F3`p2TnT<^NfsJjmYu$6unzLf7ztlCJF z)CrgW*@%~@XF!q|(g|A|4|;_Jd`r^GjfupboOmzxhjkV)tcXVrM|Ds-Ox1D#$AB>i zMb;AUU71q)9%Rfp&x=rO8a%{5Q!bx=U|=dZ+ZK^^7&7c!0q92ao3_R6r(82_o5>dj z&X)Xh+k9XL|})qEtj10)A`C=@jYc8zCIaJb!}pj6qkjJ=op9gvNc;(IeCbYu^-{R zDgE+u!xEfbITuVjbof^cz5|>sEw6G^+m=Z4m08;#z`Gw*^Ea}7t*5Lq$|VNRNvy!$ z{7EAkbHUTz^yBMtVrGM&g48!C7+AkNf+fxAe1QT~$UcTgs(k&P|Hm$Go5CNG3~m@0 z^Jt8(QPTU`Cn3rg^SRZtK*nvW#g@R5DkCQoxT3oLo4eD@ZfppDxUiu>qLdd9t9=dR)%YOJFQH_$`=L^C%;;C3DXG)nbeNZUmy&3GwZjJYg(Ih1z)_mdV-#%~~uh}$d(^oLV*-S1sLcGYaN<@PVU!DlQ;h6;C^wh-gR!=zH z-<;hJi?M2doWIto$r6316zYKF^QuB9!=CT`qB|&5BCIE>P!OJDPv(^C;T#+o_QlKy zxk?<)=tn7=^z3jj;@1^N{O&YP(^|D~G(cW`bt@=QN&Zz_fvNc7PegWwIrN*G)yO<| zP$@_0qUlu<&!iXvk%uMKcC%>zBjR_EPXvw?QbKVtVk^&d+HeN+yOxp?hYAUG$lZB? zMM%&?2Ypt=k2ba47j>_Dx;Q)vPBFAK(L==tBL32vV#=ICpKZ$UW<9=#67_1!uYlB| z7{UOCp+~AwSb}IxaLJ?@xjF*{dvb#mPkjJ(C-u9M-3vNQ=3fUbN3ZNL4B?fGW@vTr zw6QS@X}ld@eMLsiO{G7w{8|=^TsUIRwHANz?qmHH%`-gXN-VWez)v<`^3IETb>|va zufK4ms~P@SNCraZw9EY+QdiVfZb^V(!MS}PX`tc)LmYB~N0I>@vBz6`Og40ht;XN3 z5z%>PGF$~T>M>@f<$H>(Z$ERttqZa}#1o?z)guEl30ef|;bFjWXB%rMo=ke4+8R|h zTO#w^_I%@T_eUv^^~bU%anK#bgBX7`J*KrN8kaKrplLi4`wW*M%tKKiVw?(y4>&?5 zh_75DmVTF%=^hcPNFmlrbv7v=Y7sm$@`;>EdmSPot)#8ggF5>ta27piNjb)n)+os( z+P3wV?#+Bh%uq_$J}~RWy*#cT&Kez6w`zR}LA=s;|A}sK)Gf@A@?{EIhq}|=^wn%A z+NVN3g_PQOP2W?>!0`uXM?e~oYHe>wQs_tMje+4XK_~RaIg|1Wm`Cor-x#qloDH^z z5c!`C?4Kv$yvrj@33YU%@BY-d`0=yFev>WL3Kx=Nu>94ML3DedoVLZN-@o;yXLViQ zj63`LU#x3jsXK>Bsv6&t4NW+{_1cCP`RE_=!VeE z-HM!q3-!NjqN^);H!nmltV@cl^uOj#C_gX0LETlCX}F z)){Qb) zPRY$WI%(N2+fgdIPF?>?z@(bB^KCj@pswavt<#}A`+KfkNfjvO?rdWB=GyGvKO*Kd z`MGX%Iv!qc^ZIUlvgTb9>6?CA9|TxoWy)g&3C#2M*Vm6pkz=IEMRrwbgLb07q3270 z^ji73%be&*X6vG_33|{pp38d@enlVYk_armJ=@K!?)i?*1V)E;0e(zWRR%I$W9m~u zRn?Q=R(UOZ_=q{MfP$vg+!*w#@38QS4pEqK=I1Nh7R6`9j^BDcQOI$2NOnwSnwzxcA|op+@$Mzn$%$WF=~{0 zEfLF?Z#2>>UrcVYkDO(ijav|q*q#nt`Rn(Y#gqMx7|rX^CGnEe5auwk1-xMg?K!R^vW9UgwqA1n z9^IN=$Y*(+_3^~n*P94Y<$3R|oQ;_o7j-wpV^fx-?f3gPgi;_rfH2x`;8nYDqZBTpjd=5lWVNzrCH8yu(P}?|aVi zeCrQp3S6_B3!MI>nv!P*&*m%5>CV`SewU18i^q%{#y#2bB}K~Gl^fTV(=>wcwdd^_ z+FTa(>cSXf()aJr7y$+MqPD_v9wKyAjY_@fcsGOA{J;(kMFL8{w^mn5tbt$jaG}XJ ze4Ml#O^bjVoDR&5YjO+P@oycM=??BxivB&ea&KLDiiOwoL*GY_jDCk>TCYCaZX-F& zOlr5qYcfx{j2~Gap0ieyB+{*1sDSrrV|zV0r&SpsMo0W>1&$uCXU;nJ_tiw(NY`(J zp9^XkU_=19g`V)ibAn7UyjX_|S8agk@0ZRRrbC_xT9mX;Wdn#DHnho2-HUy5@wDLU zzifSz9cZFS{+lH=d?DGpA)=zAL9qrnbXWl)U1}55@R6TGnak*H>!EU`OC-t&VrYTSY}g4;)pGn z;~BC6JvoJ#Hu4=mmBt*+YfBuLEZfHevIs~v4~fqY8w_GOgI=x^S~;|D9zVh$a1~Nb zYlu8i<%?1|8i_&JO@U6f??j?0GRWO2c5NUMOr#6|97FK(cAj*V=6pnHct|uKSiYRo z>%(={I~6i@~EV2Aobn!z35&j%9kAe(=4QgYeXJM z)b!(isri9wBIlv1R_21@c*8Tb+8qJbitQiY*Tk<@FrITSUIm*MAIz~j8(fL#IN8k4 z6qlziw&=_3e_cR9p3%&a*+(RX%b$4UZp0B|p&~8u+I88Rd*g1$ptNpB6r6$4I_%c~ zoDhimXp{3?=75G4t!e4K!|c$}Io`b?FHwn5LXWOxDhOBbK_SreaOIImBtp%MLVsXm zReVsbD;)Ywv%j5tI=06G;tnHh(%ZqyIc#~EgNNpwN%x`n2H|1x_~}xhkS`LE8jiw! zEJ)~McJK^(fI<9lEDj#_UAKHYN|lYDfj!SWqgNC41xmLI^23FpW{UX1@UN z*2eY;C$BZAA1Z$N6A>sOn++fR;XL6_GS>Iw`X5(mT*fI;f0gKb63r(q8~&{L0C9Lg z&nQ)lTuY?o;gBz^I$p>mF%c~c~b9cH4 z-8lnWmC3}a{R*W!jFqOVx!%t08Tf%^Dox}NXbR}$9Ek#z@>W;|{YLDaY zmDBK+{S(1czJf$X1W%W?#O591^V7yI_0cT>%$i7Hbqi=jvwPb1Wg|!ccKF+j5A9l8 zes2mJf-n&_L}z~wV5pwp%obL}hh=qr|Fa3|_|&KDb3pVW5A7?+-U{uu1 zQoppO@McaJ^Y2BHv{cSJzGU0ZN@-a@d4B}?MNAkCN>XI!sQ4Ku9*n`cV|qdbBnb!? zdIfmdqHk2laOYVb~spx>ofgS>z&Rk@VUin%GAes6o#kT_Y+?Zhs zv8>91-QFIWf)}t9Cu2V4aX76MceZX;KrH_M%6jMMO1_|NG`4L_Y$qq0*v7=RZJpS* zF|j$ZZR5n|#Lgs{xq0usYklkcz5Pd{c0IeR_v*EFb#*VtfVD#iqxDtIr{s#4rc#Nq1?SvuPg87u^H;-GE@w({g zECCGfwhp19m=oJYWa%zCLwnp6g#aV)QHmTc_sq70KGT;~OvR9}$i>ZVdjPa|uX{hP zQ-?Z#?rso`cvW-j!Br%p`xZMj@xMt}ns2SSM{$xd=fc<)<)6GZtMUZghxWcYt{hYA z70ubK8E&D2J5ivcf8`wTz6!YQ%y-<@2SHy5)fb@ucH+mr5A$J|p7y-HBnr-cR`GZKc8_>Zvd};beW*icGVG zg_AXMgJXMVO4+vFw>*Y6mtC+qE~L9Hu%zBb5VfZ)Bxzua2e<}_%I)uT3mN`GFuGk{ z;ZHpNJy~rskNy==%Io+JdY~=rW2+x*OTjNl2~#$VXNCH40L@Ya9$?ZbaPWp`daS^7zNnu*xe(>R)@l!-%QqNbG7 zc6=|YxJS6j*JoE8*0GXtBJ{1Q8emTFQ{%8I)<)6Rl8ca>+;>eHrhv*Y*{rHL+e#fS z^r2_g{Q3&!=iip~z@C4bHg3O`qbZ(GLH(v?Mz;wp6m~C1{=L2jYO9v3i+{G>k|Upl zb69VJ3e|!TK*=a#eRb!+ui~b!qP++0GK-BUp{3xw%c5;m^P17dnm*Jk%0AiLa{g`z zr46E%IM0FaVi^wy?*OJVyt8ff4*4O~FE@}7?v0v4y3c9fZnF}vU2VANJ(vONteXf4 z_cTm{0uVGhPWAVBYie(o^5jRklyFP|S>Xd9ux4DsR4ZhIoii{$f=KTA*pbI*PhID2 z8ns4n2U-IpZawbK5QF_U%;5;+BLL%Ga^w8~BLikbD?Gvm25`s8jB%~d)j#6M%SzAD z$w}}qHhtg;&Lzb6=WvFYw*BxEO#AkbFpn=@yDx*w(cV*cLM`#3Y``lqshX=a8%4~R zih^;W{VjkACgHi;JbYo+ni|~R2R5#$_1xNUsZ3LoUVVF>+zG#HOSblBNW?i@!|DFb zFHpW^;Egv-0I=P#azJtPM1G{!{OgH!eLm(NYpv7pscHx#y?ut^{W#k$2~!^gJ}tKh z?~duL2h02JTZoqouO{M@`iRQL9vL8ukP8r#i)@X&6@%Aklj#;b7i*t z`yo15>m0FH<}<8D>=wgSaJr)bpaB}Suf2ju_D~Nn`%iMtd7Ya&WYvnjJVSB*mD}~N z2F;Bf{D$pM7V|+6A-*0?Y~H2HTkp7udDffBnz!*P;;_Rg^#C~qxla1IiICk~***lC zgix*;*y_?W4ov&XpfKC_?3mJ4IZU^^k=BBfSm7Xj0wQfj4}R}bHD123^ZWipMF!-; zCJi{C)}W5D5CLw@a^jSRGi@|bi=I)a=ju&TO*8aLHVID(;^5_)dHE)-7iuDx0%g+B zxCB&LgRD!WT2*sR5QTO>W>*Y`sw`zxNlWiY*CbLn$EtZ*e%=l#P`VQ#Za4n>Kmp5nS=qIiGeQlC`u?Oi@kjkl6ibZiA2 zD(RheGJ(j@=8bB@TS2}UzsH)C0SFWfWivYwv3CiqLTusT%atPq&MOk^mB$9f$gRQ< zl7r_tPhP(N^1uMJOoTIg@tJ#=-#yUnTCgAvmlXU;ft&5KzoTl(zjmJNPw*=UMG6T4 z-_!nXO(SC3mK(G4W!KYZY}CX&zA3OUK1pA435?zS&12NfA<#tMGWM=#77wzFgF0Oz zmreepYYe~HK7Con5=kIO0zUU!PEQ;h9Bu^_C+?=m_hoX(`diaBF_;dFIYE>x0-fC=|iN5H5ZO+r8(Th6iqpD9!<$7lc+uANUyEr$hvgbIQj zTK?O}99nUOp~#*@-}PbSfLpG|pxp^(F{VX|7AXx93GAq-4tEb|9z5jS(RxE?0PLLv zcDn3683nz)>GY!CSjsgJzz4kg@~hqZ?dr@H;Y|zU@xaX6C}5zt1tH?`1jGYLWKZD= zkdDA9oA)rVO!!RC0vx5LPv|{}*)~T-en+mGg|rhqE1jYB*4;~ZDy=CvihPHmCAGDY zV4pL%@`eeO7&Y2`Kzbaa$Wd5sW?WleLdCl@oztyDkd9!CKqod`X9OMxW8glU2S*?q zWeMkdR|^t7#6u@=IQ{}b^`Z-p{I!53H9U8my_zt_r)2|A5y!m;JVx|}f>yE=s+2)#2#%L-t!K(8 zKgis?z;sdOVw%=ny?Be#^_dm9Rcp@#52#8gM)gsms|ASmNt94cJ-|L|pH(lDBoKB( z?nT=(L)4J^{f6#Fg$1K8!BUg9Fcy5=Z*G`F_IO4S7b?|TSb*H|kUbOE0o<@HZM7&< zg1v0+9d>U-W;f6_R2tN{dFpu-VR@GVI65NrM0{@d9l|ETEJ3e;sYx0D-B?n`I)BM@ zQbr&Tk)0Fq(X&Q0kpf1Wd6TmMsp(6+*gb;N>_1KimMdM-D zT8Hf~;V;raBOug396Iyo@1hVsXCmbiRg8h%`5krwh@N>GFT^la8S_W9e2xU;IS_zc(=AE6>UO7wOc1FmW^h8! zN)bsu2qMq~WcP=cs(R$hc8{U82FhI)B=gU?~jXbu75QJt#aE z)*ROZfL&f*4M7tPwU+vI?eGk*AQ5w(=gD3&v;%V0qo*XfoaWEOvW^_`sX50 zhJz{AwN^drW?%~c4;1)3w&NQ@9@(YRuyBygoh2|<+3o!< zj*DLjQ?)AtUL%vUvtxZvtqjR1q?AGF21lF7HM640T1I+X?`oYyxKyP8a7lKU< zY?z}nxq4VC06%#pxb0|V0m~L(N{x1>o!2HWh*oF;Y0t5GJ-*rvcdPVP`hp3xwB2Fq zaW<30XP*jY7Xn`sHr?T#WKUo+u|4)4X1Y~4n2G?BcVPSr#`B>AC|BB5NAXq~-Py-S zDj8`zHH&`5eQf0IPWTmR)`s@#I>%-}6nePQ#WoDLwbPX3^tWsVX4z*DT-G2|@OO(1 z-VRGj8*yX5;aygb3y8!g*;E`LV+f-J^D!FWgmmO~#^Xj{A_In7&|_l#^XSiP3e~AI zm2uQVDTHZL(1kV&W6GtDX!7O(a%n`w`>327pxyBV*Ys}*zkP$`$5Fsu@FNb;YzvgK zBarRL&ysVp9+1tG%iDSw>e}|4qDi<70$)Djd3MusKo*IOGa|V{D58pZo_Xf(XjTI} zA^QF-JleU;sf4scgP5`Q#L-`I)~{4Q(5=>SR3ljJMXDmnk?yW$q86tzM9BO zA)o(N7D9*dgtp%8G$iOt6A^aWIV<6+kRgr}cq9nPKrDW_%DgpW`Pot^ebU4{FR=O~ zJV3On)RDbjDmZ{>_8{l0s>}kJiwExDXD@5$u5C7>=6~uw>Ud@S^1cHk_Ym5tll;VF zj~xd@osN{lx=LHDHaDPZcP%Of<<+O82hLqxo!o>7&>MpPcHqzi_vO=&XWchwJd52F zL`o3Yh_UF)#5;DRz4R{Xvo4}#q{$l|%U4yB6(T_G=ibS30=_yqes?I}Sk39UoZntH z=n~b2=eT>PPe6kkL#P3kjEki1b7oQ;c<>imN(IM_DSD zsYemnxb2hU7n~lmZff}>IK#Bs4KZ!Xn&L?B8D>{SL!>4VL<2PsZn1knv!P1G1Jcb6 z>1O^RRJ-lBJZw!se(NF?SV&_QGpa-myRafru^LEICVaQpjURCf>ESZ#6l zkewV#-!&@3eL4b^NL2XlhM~wkV!P;l5sxI~V7*cK0qpy{p;}8@X@tM(_CIO+_s7uj z-`wWEE+g|i-Cg(hXx#)I&l6Z{EyI6@eLbIdyAPYdkAjhhl%qDF!D`z-y}wVpKDAF* zK*^KD?27VL^IwkQ<)Tqq;0Iz5aW`tUT83|_-yCeF5wJFZENhaRoWb`ZU{yMQb-CM6 zu~@YT208n&39i|*e8eW5f2alqRTviW#uuQ%`QKfUm%mp&g+$mt)*%|~Srj^b(F@Tg z9`6RVR@QYhEZVdV6?81e$HPG)4v5{T&7h6;bd{h(5<^1$uUY~;Pl6Rl!-~FKn34Zp z`B3vRzKuQtN&od2)%6SPHjeC;-#fa}|2uAD_AP_`^UnGAO0igKd&cQaQ@8r3dYibm zZ!;`87m!uVbKn&e@z;{&(WBp`0d^H9qFmYw`EzoUpPB@t?+h`S z&|ckwm+xKhsV)eRqGC$PB?BBDq}hoX%Yw}4fW0P{u{1r_GywCn^cZ#oGALMycSYB( zoX6(A8dYa98=@3gMd%g|aDn#l{%whb40QXicxlr0uX5j^c;O&Akj2{?XgD;${yRai3I=>R9uj; zQhYqftW)dN$ox5e7jtC-=ZorpaCF59$s?7p3DQtFBsuD!uWhN+VcS^z{IGSK-yINdY4b`ZstZ@8C)z{!v1>WiMzt_ z{JJ>0sxv+y-e?F_Tb=_p{)@8mM>8?2YdlM54jor3ekw@zcn!(2#*zLjK^Pxtte+iJ zQ&h#7&g2iPg0)eiDK;MlUJB4&8f;mVS$QiRP;|;5fA2&G_(cn_KNMhVg>JCu!mx!5Bjz0ku61r43C<2!8N%hS@HThs@*x!7 zH}yzB3&5K_fz!@$ps#(!5Z1;=Ce+RbqOan%eB)D_bY>D4(4L6ctcG+apZEH7vKr7Qcszqv6l53oiDa{i_loBVtwb2sWoaoY(@~bO2%JJu1x)*-2dSGF)PDj@hb0p zPnvDc!aI`#qz|-Ty94riCxRc{xn_$I!1NQJhWf`6NV8Z!)8p-Odj4QG6yfj7>8TMB zIncLLr@hznNIbOdoirX%cyv>2;lbq(CR!YZ%ZbUr8x)^omM*^ul8KTv8K3kM_F?3x zn3q&R^VLaK$n2nNQfqOEKT8rjqxn3uZ1g|qIY%Gt zq^!EIM>ra^T?N?hk(VbGA-4p-w*+}ieCM7c3f0tMb(FY%QFDAR-Wyv>2uK6IY5LTZ zlijfxE?dsoXr@Hlu}XWgl#@!Ajr1gApiSmQ^DH@R>k zOy2lG+TO+TL_h>224`qVeRFOe=s4PS7&p0Ii{hV}P2O6(Z$OkRrAp|JcAU8fd)p|!!3jRB^2>$Cu^ zL)|T!GVWs{DV&Z5UX*THvG7|kJWSf7--}_2flea73A+Axu(~PGp6QjJpkE=>*S^8{ zD_||#K&^^BBx2g6gX$S9W|B`eN>MnJHAl)aR{rSYjFeh*S(Er+Cwa@X$3jrmzh)wy zRoHscllhW(nD0YuyqLM%R$-R_xB`E5(HpS!j&JPdZ6t<6F^eZE1wS^U3tbiWUSomF z0+q~W47-K#YRh*;*>%k#F6R%08Xd9OuFl*#;mXTMc&#ZbbsJd$V z^HO0)^nZ)+f6o-3b|on6kSP9J%wDx(W=hrW6cnlofgNv?QjNtsM((+p7A1^?VcqWi zKG!83aAqN~YL$~8O4GN){at-j*+hRr7ibRgMDOr+=YH)LY~i-oX^DN}`ivedq5gJ~NUw_~LA_xIzeK8{pC( zx)8Y;Hc4AF0`T&vpo~K8kDckp(eJn;)xK{ip!c<0_<@AX#r{6JVpSw1BxOOXkA!;p z!KvG#NRlW-gbZWBjX}|tu6iOV+tw)}*lD!QDC0h8CJ#jZ)^pD{?&q?Kc1|?J-=M4X zZbZ@=7QdeQO$<4yt}Z5qcFySiM<5|lZ@ZP#1FEzVFBHp?c4|C>@EzeagAkn$m4==I z!M{d@Q`M$eb0ZDFETv%HLr7)F`GwKowuY@p9|Q8L@y?j`zToH|O?9p4;GFir1gMf^ z#0CYufw810LKdzsujS)N=AjZw-W9*^N*z392tx!8&Gb)z-*I>jgQG6c1$exjz(w4S z=0Of!6Fv-~-vYYnyZ=U+chI?+wuTU}mWI1uZo}rv|AAS|R=*IP*V`U}jToi*u=0yR z=Pd@^1Q-&NEqDM&;OEKD-ThVkB&~BI!BMZ$7d*Xc7g&^&%Sm%<$Na_nu%`+rg*o$_^#cIvmhZaimNCZ}o|bzZ z<~45FaL;6l3@dYZ2RG9QUcUa!rFC|gRvK2SDBI{&=3umfzWP*g?o{O&F@ENEmGcWH zEsWT@4_2E^3n>4NEep6_hDqReSD(*&Tee>tsPtw~eu?3Sf%32c+KU=yT;Sy~udsQz zQ*5+n45sJ#I9H-<++*06^vO5ODg5eBaE1SB?!$>U4{TRg+A5O!h0S=4Z*=uW%-3#8 zpJ*(aVRNY8rykRmv5&vEMUrt*M&Ykl#TL_jbfLQaRaDXQVx-@>6i2{eSz*HJ6Ja}9 zrl&gM1?g=;wn`tE>|OfZv-kF%;aAY1EOFoOQNL_^8Y9OY#2Vi|RYDh!QWCL+xa?c@ zTu76%ZY5Z4w*u~_xOcbtr?Is-a~ITp>SUUmKDB%b;wNQsI-b!W*y?QS z<`7c{4A~=)gJFuRkXYn`nUWbL!dCc$c?sxdzE{RM3I01Qm=`ATu{0}UasXKl|8Se5 z(7c#<(^{K^#wFym>6RaG#R5v)*}C5SAkGh(AZji)GVjOXg#o3uZE86W>nW!NQ9PKM)VK zanWVn@#N~^YUbxNRgEE491+`{xvwDi?pLW~Ji7+%pJg=lHJH&eefGKn+~RMYC3P8Ip~j^Z=rM3&)tu-~_2jAYvlW=+zzW*I;+obf;XK5szQt&gnq1r-a+Qk!zni#$rB#!j}QTI2dR-Gs?h zas?%PXPKlKK&=4_($2oeg~#flKR4C{*0S}}&X?$tc@?;ByP3@5rsnFbf2UB{OR3xX zwxp4)5Mh#nln~}0)k8`5@|*Kqg|)R>KRj0Ck4jZFi5LnxZ*uM7+HZ2gGx zNrm(uhRB?-u&#tpe*0d8nFNOON{y5lbdk~oqnDiI5na!0SLsM5I!{WkL9ePzAgc7Q zG`c*4CpWxI?ZD|w!q<=2P8FkvenN*v=87$z1jf(o6nyJ>H+s0#0e@wE=&2`{-fzB+ z;5_t()?i$Bv9gCosVJG#hH_q&E(2WXSRRCZ72TK@a-~3P(Om&!Aoi zc`~0&>5K`rsYed&X)?O9+U+S?AfBM*cLMIC?>o{CN@*fTDGs%!RxsIerMQ%cUHVOf z#!OdEV|g`pzo?51a8ns*h2{KR(A#6=oT$+>CNWtjk?vh^peIzZq=GD5$^G(8o3KH^ zjgPcwql0wX27j=9QoB6YZNz*L8*I_(sR&2Gzwg**Zxk>?I%SzbK}}IgKqTK+g9k>z;N2_W8Zz-XEDpv01=)qyrwec~VeXnNmM)yQB@K&5Tn%v~;n}}L~ z4xK_SH6Zk08mjIcDVsVURKu_dWPIQvT04_$&fgzN*$hwNU@eV4HSOT^&dXjkxRw?zD8x zRqjy><4xbIe$>wfPfEgWg68#^d#{nFVhvpzt{G98x<$Z780GsD@Th_)9|H2%&`+;s z*oLuzO@Z~Vv=qRUjE`O(x=n?qZZ||^F+w$Z#8^+P`KTVBQYDNCZNW)2yhs_6yoRsi z_aq79>ksZ+g(Vv03cII^7dI`%tePNYpGoSiuQ!R)@sf|uUWo0|&1Og-!X6TX-Q?3P z=-pGmPSLvg1I%I#*cjY($%ooWM&jqqVyc&<1paSR>b<-GB;8y2m!&U>lilp&XXz$v zB>d{?BDF1K@`LEL%R5BM(+Pad(ZR&do`i!FnO#Dm)150w9_5sGC2?k8Z=@DQvuAvK zkBU@n!gxS?`?|1ua2**H5z&dtbqdl5C_%LZDR)oO3fqqcl$&|&Umhuo&*(-79>J8e z(AvHnDI2Qt%#tl}<$#3xX~yY5S*PLQl}RRvyp9Kgvd2Sd#(betOFAUy817%nK9Z*9 zAI7szGwdgm_!USRqP1dz58ySA!Fw#b8=xMJ!#!`$Zn1&4KE*gTbT;970*k+D7aB zCE|V`-uP*zMLUn4a?%bTob!VoQ%{uYl&X52c-B*{Dq1+#c=0~ixB~BoS)>u7X2T1c zY~%>WD8kTEE%w8_S$$>%b;t;rRFl<-2#YpTZpn}xkZt_?C5~xAHW9c=B;m>})MIi& zrFf^n3p7;j)jDDxIGde0mXo7!su8NIr|_UmLK`03*4{pv6;-y7J$VjY!x~7{42FPe zg|A4Bj6+(JZqplAGRW6+f+4yPyPw{3kM%uDIq(Rr?)pOf=sFmmdp*kD{NBq@F%KC_}y!71&-1A(4`y-`sj0dHbLu_#OgtzKitz9XESHa|dfbY_ckgA*=%uilIR-S{v z-Xefcp~B`)e8Jf^fI}@Ra|t=(o>@Ff&q}I!12R`~W-%7^8~1wr^oSED`qDgO^p4&^ z=BuAird`gRIe~JFf)b?1D<^+{LIEpq@yKrc(~Y0TQH+UZS7k|?b$|E>da~?xk1)# z&aoJ8vBpUDu1oDI0iVGj;Z(c269DDps-8y>lA|U|>+Vxo4yxCj;M&8`+T^2Z`>T zx@c{0DhLB0V~tHqStX6y>#IKDp{J7ja{^Jf+(Z@GS^)od7JrQ>rf ztDAH6qG-8jreZ-CNiPzQ3O8u|b|bLK+ODI$aL+M$A+VKcWQZ!UCY_vVfuhE?49h&l z|7i|=Y`9~$X3>5zniv2~olX93?BGNMV{Ia7glp&dSrb%l%b>ZUS~D_tM;Ab-rS zaHnpb_FJs4 zqFk!yvx@n(ZXBR$z=d7edT)X{)SQ2S8c-)2Gu2$1^(lHg-$f171()^PltW_J0^xsd zyz)+sLXhlHHD(2gYJM}P7A$Q1v45bnrp5JVJ=8 zXL=TG&;DxMl8U+${Wn?v+O<%9n@*f!cuD=cYre#s&#(Cb;|3;)rEYjOcFAjl4SO;q zWPgK}de1Ta8@v}##;7Fo2x|%KSkDPsEvRQfnui$9JK=}#r2{>EE3Nfu8I#PISX!fu zAJe{kcY}=#eK&U6#g8`r-fY#Rdb1tJW_Fu~v>z7e+n2qjfB5jF2#)A(NgUyiqiDmz%WVAh|aDeNuK`E7H+aBuYc(AE{5ZTY`Y6zik zj3JtZJWjnZ_S-U3AgJ3Y#RQ8-*ri@&Q9Hh2v&Leg0Di~i;pMnmYwE#cue7!~{ zPKPEiN0$jxa04NS35U-dJ+?NYXc3MIj$;+w?l{ymAgD~t+a~yY5S=v{!57n($a(4q z_#EI#1Qbr>)ehG{MHqEpL~tPIHw<5} zG&9J{0DMPch$>EFtu1VYN`7sVh|ga z6Y{r#;g76wO*Uqu+Q!99MsyHLJ>K#3G`NI0PCYcu4_eIeD*F<3HBYfDkZkyik&6pe5odd#^EQOz~i4K(-E_)$0!vJCk%u3P3k z3AAWs9hYpRn;LS~3pU9&s=1Aq!{5QZzX&r5M*7zu;FSWlsMaXV!$%d4Jwy9tB#cX_ zhZ@uThJ87pCWLlS%vs-_e7oy!pq8i;8qnjZu)_uk@3bT*5(@mjGNb_s6!&YS?}Ej^ zt8;%tdW0~b*wZfiUEjI)Zu9)7tz!WR^^OOWYCfE?jk>+1ujo$NcJ$z6FP(y$ z);cl?>boRzbCYAb6<^Jz8jFS6u7K#UUemFF?s^uSGkcTcq%D!8hg~sANCY(*mX?-5 z-L*aPJ0Ew@WgU3xmNFK3U_)uz(l-PkuYlBtg0!SZY$PxIPsn8MP^M)B>O&uOwkh81 zLjRq8-phLTKBOU^z0;XE@=Wu*!=;B_HV=-f6u`rKugG_fDt>Qs5uSU)6NmzG-vdv5 z@hhY0?)7Dwc6RNlJ#3Cj)E(BGPA&qR$Gx-;anzRSGUjydls_2qLhH-5lqB!KqP_9I ze-hd_^WDw0mdP3H%<-w+v8Sos8M5RrB(huv4Ga{0TTGl?8`7`tGS`G*HdrgfmZt~A z!Ihrf(qhX4?8q|UTS+7b@EfbG6?urv6%Fe~&7U8w^(>UyFq+GihS_rp#yh5;AIaVl z3N9u80rkI_3_M5>FW)5;6D|FLTTOEuIgA$9eF|bfz_Vr2=WVo`&>^rRqsviK+339f zC>y6t-bst?pAS_(Q09KexgkOTY!ij@FSylTfiM+l^yl525V9TS^aRhn)2-l~GdCEoEM*Fw}tmSluc<0{P9u|?l{+Zk@IkXfD z#Xjz_6+=7;=1=9}(3J08KRJ72R7V!H5xe)!T0?)=3ThRGqyFT*jue4*rg_-OPe+c7 z*B!ahzI`l$x;FyuNeek#FUW>ykN=>3)aygXZzE{5FZbT$1xRh*ZrGNC9W3G_9r-a@ z`0gW+IsgX`w{_SWxoHf?JGh0(PdmU7coT3?a!un=#^89BKFN>#z|2tewr0t6id6VN zD&{-#zUti@3hB(_fLgDV=Dk0B$hYh6vNr=~@5p(M1k8XV82(T72{18 z_hw2hw{1$-Cx3@{v{~eE?yEUBTth(zg=Kc0smr3yG4X8)S9WR6z|X3)=0+P&^BR>l4F12}`LzRzQ{Y6E7}tps$VV_hjr{w|tOUX1^#|7i`(BbEJt!Ro zd0z61#fwSi8m?e(0qsg8q1Tp$buP9^C=plC*>1 zj0a;NN$`Gsi4ajuNw!)Fp@ivr`2wHR-hx-(VWqgQV{cjbB(#x;QpCCg(Vw-87a*qu zVy@VxOAGB$FzRF=L|jPj98nb{`X?L?AhVW1)78w-bM{%`@Zivk)Z@bC+j*6CXEz7Y zl%epXG^BX=L?upa27xqg>|8i=BU2={$nZ9hA;$XQhe_E|>xu`-P2#99xzEB8ibTlt zHa`}VDr(}KlxKf2gONMqUU*tjmY{JaQdx;$&Gw&^W`Xw^Yob{4`#}n0D>=D+p$dpg zpHzy{<~?SE@&GXZTVj5=xjwSnA^%knr9t0R>w$G;t)tS@?X9WpqM^HGwvXV3d2kW% z>iQ@0FM(MwqAm>Pm+6=vUj%iiucdKv)vx!6%wH_Z8@nDFM|1|pxd}zM|6x)*O!gRC zS1h4d4hte=1)|E|G)2~pN3t8m2dBF>D<`sWAAq+k9 zd$;y|)@wI^2yjZBE_~5PUf}ZX6$Yxl*53+a+M;V1H}B>lI88baL%AkeIEww{#s0pC zBb8QrWJN|(*C@ASoEre?qj>7Zl(vLTJV+Jap^##XFma!oh_0JYlLV4>?{}lS`n8nY zua7qi(o;s%I}}-+*iw}We~u;@nWQXD#mO?d%3VsoCfb~-&EHS*%xK@_y8Q84)2C(5Vt z7SCdHAUGrnAA_B1|7!{s#-1^%*nU;>^0WSTgrn&q<~c9Y%Zk?XBBb6CM2;FCUoeHt zgZuYSS_Rr;op2qw)zZPtfEvIMtXx7LgiPjW%2XaPG&?UR4@b&XUI;!J85xT)2bq8X z8H<<*87ngf8H=g${~VjG^Pd>0c-VMYxmekC=n(!#QNhtn+}O>WjFz31ot2f7_5W{8 z37PU``nuxcB4hoZjm&`z;r~5h=LN8F{4W_7fH#F1OOO43DRS}tubc1!cmV&^ From dd2e672a594c9a07a9b6ed2aabee5a30826de61a Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 13:23:45 +0200 Subject: [PATCH 2/9] minor corrections --- FarDFT.nb | 672 +++++++++++++++++++++++++++--------------- Manuscript/Ew_H2.pdf | Bin 51520 -> 52732 bytes Manuscript/FarDFT.bib | 40 ++- Manuscript/FarDFT.tex | 193 ++++++------ Manuscript/Om_H2.pdf | Bin 52694 -> 53890 bytes 5 files changed, 578 insertions(+), 327 deletions(-) diff --git a/FarDFT.nb b/FarDFT.nb index d6c72e2..bc92d65 100644 --- a/FarDFT.nb +++ b/FarDFT.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 16152033, 379597] -NotebookOptionsPosition[ 16100991, 378834] -NotebookOutlinePosition[ 16101384, 378850] -CellTagsIndexPosition[ 16101341, 378847] +NotebookDataLength[ 16160678, 379795] +NotebookOptionsPosition[ 16109154, 379024] +NotebookOutlinePosition[ 16109547, 379040] +CellTagsIndexPosition[ 16109504, 379037] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -364182,11 +364182,11 @@ Cell[BoxData[{ RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"MaTeX", "[", - RowBox[{"\"\\"", ",", + RowBox[{"\"\\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\\"", ",", + RowBox[{"\"\\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", @@ -364194,11 +364194,11 @@ Cell[BoxData[{ RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\\"", ",", + RowBox[{"\"\\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\\"", ",", + RowBox[{"\"\\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}]}], "\[IndentingNewLine]", "}"}]}]}], "\[IndentingNewLine]", "]"}], "\[IndentingNewLine]", @@ -364232,9 +364232,10 @@ Cell[BoxData[{ 3.7952553953463383`*^9, 3.795255395811307*^9}, {3.7952554697561197`*^9, 3.795255481088748*^9}, {3.795255583992358*^9, 3.795255589634921*^9}, { 3.795256413140295*^9, 3.795256417747985*^9}, {3.795256523506897*^9, - 3.7952565636654053`*^9}, {3.795256672114045*^9, 3.795256687957172*^9}}, + 3.7952565636654053`*^9}, {3.795256672114045*^9, 3.795256687957172*^9}, { + 3.795333390250894*^9, 3.795333404579505*^9}}, CellLabel-> - "In[196]:=",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], + "In[208]:=",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], Cell[BoxData[ TemplateBox[{ @@ -366500,7 +366501,7 @@ PmbQeTci0z7Ed/OatlK7+zXH9pdHmP/9HM7///v+HzuKo1w= FormBox[ TemplateBox[{ GraphicsBox[{ - Thickness[0.03232062055591468], + Thickness[0.045620437956204386`], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJdIAaxQYAJSjNCxZiR+Ax42MSox6UGWZxUc4jRS6r5 @@ -366574,50 +366575,15 @@ Pjj4jolC/PsKmj7jxB38L06M+TfZwIEBBBZIOHwGGj9L3QAS3xZSDm+Kt4r+ jqbsmv+XFeB8cPzeVnJ4ECG+/aKCFjw/gPkOOnA+OD0Z6cL5YPvF9aD5RMXh aZb2t+l79SDuP6DskBASpL6gU99BIDbgvlG4ssNa1SfN887qOzhPaBZK+6UE Cd/7+g78IHl3JUj4MGHmXxgfAIj8nnE= - "]], - - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJrIGYC4tvSNYlGV40cwjnF2o3PKzn4XZwY8y/ZxCE9 -DQi2KTn0eL1iMRE0dWAAgQ1Q+WYzOH/J/X18cyabwfXbVkasMO01c1grpMOX -bqcM54PVF6DxDyD4uoryX3LEVOD8OYuUd/5xV4Gb38BytN9wuwrcfh2Q+msq -DjEKjh+T55g6vMjS/jZ9rwrcvTD1W8x/HErJMoHzC9Z03844YAzn8/ivn5Jq -YQzXD5YPMIKbLz0vTvO0gxFcvT/IfmcjuP8aQeLuUL6eEpz/YdF6hbMZinD+ -l30ft6Zvk3OIFN9+kcHOyMHEGAiEpRz0tVYKXzCB8j+LO4hPvcKZUWTkoPFJ -5eWsleIOi0H+ZzZ2kN+1YF/qO0mIeeHGDm/acruNZks5nDzstDbzHYIPlhc3 -hfNlQO6/YAoxP1gczgfLSwvB+dGqETLnajgd1J40zzvLZepwg/e2WKoZswO3 -m2op0y5jON8Y7G4Ev/a3VcG5Cpj7WSDx52sEkS9jd3iSuPCayX5DhwPd+5pM -kvkh/i0xdFAH+Y+Tz2GjXt5ixj2GDs3itayZbRwO3aD4e2jo0BfR7c9YwOoQ -DYpfHiOHXhDfgNHhcNvy8FNJRg7bvTZYzKn8b38a5P97Rg41L5p+Tdv51x6c -XpKN4XwJUHgamcD5EaDw5zN1eFn7OPv8GkaHlNg7bsw7TB3OgIAPm8OBWlmL -9BIzhxawe7gdvmwIyJ513cyh+v6PW8bcgnA+OL7nicD5sPgE+/+uKcS9H2Qh -5taYwPm8oPT2whjO13jLu8+gEsoPkHWYCQI7jSD5r03aAT1/AgB/P3Ix - "]], - - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, - 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJlIGYCYu8T7LazTS0cZoKBosP+WlmL9BAE38QYCB5b -Oqz89rLiDIOyw5edt7r+PrV0SE0DAjZlB423vPsMXiL4MQqOH5PfIPglW0V/ -n/6H4N+Qrkk0YrVyCOcUazc+rwTnO09oFkqzQvD9n3heMhXmgvPPgAAPK9w9 -0aoRMuf+MDts1MtbzGhjCRHfzOzwJHHhNZN+CwduRz6vGZkI/pJbyx8bNjM4 -TJ/AX2WWDTXvDCbfpjJihWkvgg+2fyuCrw7y708EX2LqFc6MJGsHY7D9DA4f -NgRkz2q3drAtcaw9PYfBYcn9fXxzPiP44iD1RTZw98D4MPf++Vb6YM5Fa7h/ -voDMU7eG+7f+t1XBOQ5reHjA+LDwgvF1FOW/5FxTcXiepf1t+l0rh8z8D60n -v6hA4lfEyuHn29cHLJVVIP6xtITEd6ayw38QkLdwuKMpu+b/YiUH9PQBALZO -7Zo= "]]}, { - Thickness[0.03232062055591468]}, StripOnInput -> False]}, { - ImageSize -> {30.94366127023661, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {31., 22.}, - PlotRange -> {{0., 30.939999999999998`}, {0., 21.12}}, AspectRatio -> + Thickness[0.045620437956204386`]}, StripOnInput -> False]}, { + ImageSize -> {21.916961394769615`, 21.12078704856787}, + BaselinePosition -> Scaled[0.31887090512778543`], + ImageSize -> {22., 22.}, + PlotRange -> {{0., 21.919999999999998`}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ - Thickness[0.02908667830133799], + Thickness[0.022331397945511387`], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJdIAaxQYAJSjNCxZiR+Ax42MSox6UGWZxUc4jRS6r5 @@ -366718,12 +366684,41 @@ OJdh5/D3W+mDOYGqDvUsR/sN223hfLD6Khs4f8ZMIKi0djixa0cv2wWoeaus HMI5xdqN7ytDzbd0WPntZcUZByUH6XlxmqcnWDj0RnT7MxbIw/nV93/cMn4t Aedv9dpgMecnj4P6W959BpVWDjUvmn5N2/nXHhZ+MP5/EPC3g/PB8Wdh72Bb 4lh7eg6Dw3wbnSuz2Bzg8YeePgB1nfgN + "]], + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{36.3047, 4.695309999999999}, {36.6672, + 5.50469}, {36.6063, 5.56563}, {33.43129999999999, 5.56563}, { + 33.1047, 4.7562500000000005`}, {33.165600000000005`, + 4.695309999999999}, {36.3047, 4.695309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGI7IGYC4gjx7RcZ1Fwd0tOA4JmCA4y/VkiHL11PyaFt +efgpIx1Xh5XfXlacYVB2cGh6dHyGtasDC2eXfLKfigMDCBxwcRDt8XrFIqLq +IDH1CmdGlYvD32+lD+YEqjoIfXI8n6aK4D9JXHjNxN4Zzje/djTXZIaTwxkQ +4FGG88HuOSYP5+8Itor4ny7rsL9W1iJ9jZNDxf0ft4xXSzt0A601uenkEKMa +IXMuRspB3vFj8hleZ4j770lAzA1xdnBfc3Q5g4SEg/qT5nlnXzk7eID4FeIO +l/Lj2c8lujj0RnT7M34QczihaTXp9HQXqH1icP9VgezzFnWwALnnhYvDTpC8 +u4iDKsi8Xy4OwW8vf5zxUAjOrwap5xaE89PAgNOhZKvo79NtLg72JY61p2WY +IeH9zBnOB4dfFoK//IWH3v+PTg4Hu/c1mTxmc7i/j2+O8SsnhzkzgeAmF8S/ +d6Hhs1wAHj4wPtj8dU4O/k88L5lO5ofz1T+pvJzFyQfnmxgDQTEvnL/41vLH +hsyckPBahbAfZO3MhU4OGiD9nUwQ/k8nB5mNYvOZFBgg5gQ7O9S8aPo1bedf +e5bFk6wY1yL4F0HhvdMFzp/yjS1+Ro0r3D4YPwQUno3CcD44+I6JOvD6r5+S +mgFNn3HiDjelaxKNbF0h8bRAwmFN9+0MBnZXSHxbSDnoTljww/CYi8N0cHhJ +OYSUqEz/L+ECcedkaYj5Mc4OriD1ETKQ8JVyhqYHWTj/jqbsmv+XFeB8cPze +VnLI4fy5IL3aGZ4fwHxmFzgfnJ7sEXyw/RUuDlPaW6Muy6g4vOHdZzBzkQs0 +nSk7+Jxgt5191cVBIDbgvlG4ssM8G50rs565ODhPaBZK+6UEcfdrFwd+kLy7 +EsT9X1ww8i+MDwDIvJyZ "]]}, { - Thickness[0.02908667830133799]}, StripOnInput -> False]}, { - ImageSize -> {34.3839800747198, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {35., 22.}, - PlotRange -> {{0., 34.379999999999995`}, {0., 21.12}}, AspectRatio -> - Automatic}], + Thickness[0.022331397945511387`]}, StripOnInput -> False]}, { + ImageSize -> {44.77814196762142, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {45., 22.}, + PlotRange -> {{0., 44.78}, {0., 21.12}}, AspectRatio -> Automatic}], + GraphicsBox[{ Thickness[0.017917935853789646`], StyleBox[{ @@ -366883,7 +366878,7 @@ R/s84XxweitB8Cd/Y4ufYQPlB8hC3HHHA6KvTdoBPX8CAPowf+Q= PlotRange -> {{0., 55.809999999999995`}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ - Thickness[0.014011489421325489`], + Thickness[0.01223091976516634], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJdIAaxQYAJSjNCxZiR+Ax42MSox6UGWZxUc4jRS6r5 @@ -366985,61 +366980,90 @@ HMI5xdqN7ytDzbd0WPntZcUZByUH6XlxmqcnWDj0RnT7MxbIw/nV93/cMn4t Aedv9dpgMecnj4P6W959BpVWDjUvmn5N2/nXHhZ+MP5/EPC3g/PB8Wdh72Bb 4lh7eg6Dw3wbnSuz2Bzg8YeePgB1nfgN "]], + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{36.3047, 4.695309999999999}, {36.6672, + 5.50469}, {36.6063, 5.56563}, {33.43129999999999, 5.56563}, { + 33.1047, 4.7562500000000005`}, {33.165600000000005`, + 4.695309999999999}, {36.3047, 4.695309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGI7IGYC4gjx7RcZ1Fwd0tOA4JmCA4y/VkiHL11PyaFt +efgpIx1Xh5XfXlacYVB2cGh6dHyGtasDC2eXfLKfigMDCBxwcRDt8XrFIqLq +IDH1CmdGlYvD32+lD+YEqjoIfXI8n6aK4D9JXHjNxN4Zzje/djTXZIaTwxkQ +4FGG88HuOSYP5+8Itor4ny7rsL9W1iJ9jZNDxf0ft4xXSzt0A601uenkEKMa +IXMuRspB3vFj8hleZ4j770lAzA1xdnBfc3Q5g4SEg/qT5nlnXzk7eID4FeIO +l/Lj2c8lujj0RnT7M34QczihaTXp9HQXqH1icP9VgezzFnWwALnnhYvDTpC8 +u4iDKsi8Xy4OwW8vf5zxUAjOrwap5xaE89PAgNOhZKvo79NtLg72JY61p2WY +IeH9zBnOB4dfFoK//IWH3v+PTg4Hu/c1mTxmc7i/j2+O8SsnhzkzgeAmF8S/ +d6Hhs1wAHj4wPtj8dU4O/k88L5lO5ofz1T+pvJzFyQfnmxgDQTEvnL/41vLH +hsyckPBahbAfZO3MhU4OGiD9nUwQ/k8nB5mNYvOZFBgg5gQ7O9S8aPo1bedf +e5bFk6wY1yL4F0HhvdMFzp/yjS1+Ro0r3D4YPwQUno3CcD44+I6JOvD6r5+S +mgFNn3HiDjelaxKNbF0h8bRAwmFN9+0MBnZXSHxbSDnoTljww/CYi8N0cHhJ +OYSUqEz/L+ECcedkaYj5Mc4OriD1ETKQ8JVyhqYHWTj/jqbsmv+XFeB8cPze +VnLI4fy5IL3aGZ4fwHxmFzgfnJ7sEXyw/RUuDlPaW6Muy6g4vOHdZzBzkQs0 +nSk7+Jxgt5191cVBIDbgvlG4ssM8G50rs565ODhPaBZK+6UEcfdrFwd+kLy7 +EsT9X1ww8i+MDwDIvJyZ + "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 AJgXAjc= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJjIGYC4je8+wxmSjk5PElceM1EX8UBxm/4bVVw7oWK -g6tqKdOsAkcHHUX5LznXMPksiydZMfoi+DNBQBM3//OGgOxZ9Q5w82F8mP1g -eruDw5T21qjLMlD56w4OUvPiNE8LQOWfOzh8WLRe4ewNZQdjEPjt4BDOKdZu -LK/sIO/4MfmMrJODfYlj7ek7/A7eJ9htZ/s6OTSL17JmtnE4mF87mmuS4OSQ -BgJqrA47b3X9TS13crjw+9j1eTf/20/5xhY/4wiCv/yFh97/h04OL2ofZ59/ -w+oAlv/i5GAHMl+GE+I+dWeH6vs/bhlnCzgcqJW1SDdxcfgPAvFKDgwgEOHi -UH54m+vMtcoOISUq0/9nuDhsMf9xKIVLxeGEptWk0+0ucP/qTljww3CbCzw8 -YHxYeIHdy+8CD0+HpkfHZ3x2hvPB9l1whph3R8XBBBQ+i50dJKZe4cx4pOKQ -w/lzQfpsBL/H6xWLSSOCz+u/fkpqhjPcPhgf5p5akPgOZ7h7VZ80zzt7y9lB -F2S/mIpDyVbR36ffOcPjB8ZXufYomKEGwV8rpMOXbqfs8GAf3xzjV84O7muO -Lmd4oQQJnwfQ8OxWgvj/mJNDjGqEzLkaHkj8TnV0OAMCMcoO7cvDTxlNcXTY -m1/zdmapMiT9TnKE2N+B4K/89rLizAIEH2z+a2WHm9I1iUZLHeHu36iXt5jx -iCPcf+j5AwBno2mN +1:eJxTTMoPSmVmYGBgBGJjIGYCYgXHj8lnfN0dniQuvGair+IA4zf8tio490LF +oSJihenZxW4OOoryX3KuYfItrh3NNWlA8M+AQAxuvuqT5nlnN7nCzYfxYfZL +TL3CmfHK1WFKe2vUZRkVBzWQPJebg9S8OM3TAlB5KTeHD4vWK5y9oeyQBgJ6 +bg7hnGLtxvLKDiElKtP/B7g72Jc41p6+w+9QB7Knwd2hWbyWNbONwyGH8+eC +9MnuEH1qrA5vePcZzFzl7nDh97Hr827+tz+haTXp9HcE/5Z0TaKRqIfDi9rH +2effsDocB8mrezjYgcyX4YS4P8rDofr+j1vG2QIOnzYEZM9K93T4DwLxSg7G +INDt6VB+eJvrzLXKDu3Lw08ZzfF02GL+41AKl4rDn5jco/92ecL9m3D4snbq +S094eMD4sPACu9fJEx6exVtFf59WQ/DB9jFDzbujAvHnNQ9IuD1ScZhvo3Nl +1jkEf3+trEX6FgTfoenR8RmzPeD2wfgw92zQy1vM+MYD7t4I8e0XGfg8HXRB +9oupOCx/4aH3X9ETHj8wvsq1R8EMNQj+WiEdvnQ7ZQehT47n02Q9HdzXHF3O +8ELJoQ0UPiKekPDsVoL4/6e7Q4xqhMy5Gh5I/J5wg6YrZYedt7r+ph53c9ib +X/N2ZqkyJP0ehaaPDgR/5beXFWcWIPhg818rO/D4r5+SesMN7n6wP7+7wf2H +nj8A4jZwwg== "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4BHHxSZGPbIaUtXT2i5KzKeF m5HFAbkaAl0= "], CompressedData[" -1:eJx1lGtIVFEQx+/qqqy2Ullr+MjceyUktdQ1xYxm0ftEcK3IxUIzXR9Y2Qcr -LQUhTUmhkpVSw0gh/SColJqQGoUW+U7xDQlJuKaUYiKYbHv2es9C0MD58Oec -M3NmfjPH90rOWYM9QRAyy4q2LDvLCkV2iofR7f6puhnzmXJhWa7R8uDVpnpu -d1kGevfOMYLh4aKf3mv4rR10zT7YMbA8TCvnVIaT9nC/MeFzSCwPpsJv2SMB -ctgT12I06HnQLfJfwtycYBBZGg8P9eVxslYFVCD/8QJUI8si4aey50R1ogC/ -6luODE2T0LjEBZmzBPCoS/If2EtBa9D1BlmFAMbSksRxLwoOrGtH0rsFWEx5 -Mak5btNF25E3hpco0KB8PAUI8PXZuDpJwW19U9iQy//1uVzqiTmPx/clLfnP -bT+4PdDB4/jWfFZ4eB2+9T7NmQIf7Vrq4A4Pd79uzYb+IOENqo+ZF/Mps+nu -nILV6ps2bX1nKonvN22a8gZ1JIzlJDsNB/NwdJ0y1ShcobfQOyJDw8G8v3ez -uUEN7lUTisz9HASi96t24ys5eFZPdv1hKUj5MH7MIOOgYL1Vl+3hBwSyURZr -K78WVnxvLQmzngUpIVUsuOVX5g4Vq8X8YlhYoJO1NY8PwwzaL2FgCvHucIUV -xGuZxuet/fGdhgSFqjR0RA3GTcfkp4s0WPvKjcRayk/SEu82xHeDxrxjPzmd -rvVmcL3rogImapIYzEPSEq98xLOWxjzPI36PbDpisu+aRkeL/uYpsf9mYvB9 -SUv+36F6y2kc37ofTGPeeSheNA2GdIv17/KKp4Ft7mskltRiXysYcX4WFDgf -cZ7kWBe7FzpkMXKxvoEMnr9DiO8dm1aieSpj4B4672gv1s/IwO+etfaMCw7w -Es1Lmy1ec/lcJtG7y5PyhXCUfxEn9pNpn8jlFQeX0DxHucBH/8jKgU5OnOdb -zmI/rXI4/r//w1+zntBd +1:eJxTTMoPSmVmYGBgBGJnIGYC4tQ0IMjzc7jw+9j1eTf/2++vlbVIL/FzkNko +Np8pgdGhx+sVi0mln0O0aoTMuT1MDm959xnMrPJzuMF7WyzVjNlhx62uv6n1 +fg4vax9nn9dhcbBvenR8RrefQ8ATz0umwuwO/0Fgup9Df0S3P+MGToe9IPNb +/B1mgkCmsoOC48fkM73+Dh8WrVc4e0PZ4Y50TaLRXH8HqXlxmqcFVByeJC68 +ZrLf32FKe2vUZRkVB1fVUqZZH/wh4voIfsNvq4JzL1QcwP7x83fQUZT/knNN +xWFN9+0MBnvc/Nbl4aeM1vjB9cP4MPOXv/DQ+//SD24/2D/y/g5bzH8cSuFS +cQgpUZn+38Dfofr+j1vGr5Ud3oDCxwjqnw4Ef29+zduZpQi+iTEQJCvD9a/4 +9rLiTICyA8viSVaMqX4O6p9UXs7i5HP4siEge1a6r8MdTdk1/xcrOficYLed +7erroAtyvxjUfgdfhzmLlHf+cVdxmPKNLX6Gia9DzSegRilViD3MCD44/h75 +QNw7W9mBx3/9lNQTPg7ClZNKzrYoQfxX7uPwwDXecdZEOYj8Dm+H66D43sbn +IA+KL1lvuHpw+pD0dgjnFGs3Pq/kcFzTatJpcW8HkLXGwspwPsx/MD4svsHh +rO4Nj+96UDwEeMPD+0J+PPu5id7w+IDxYfEFjs/zXvD4bAfF3xEEP4fz54L0 +Zi+IeXdUHMDpm8cLrh/Gh5n/ARTe5l5w+8HyKV7w+AbbV+4FSWfHoPHV6uXg +vubocoYXSg5nQMDGG5J/HnDC/QPJTyxwfot4LWumGwskfBO84fkPHL9rEXxw +ftrt7dAMUs/GDAm/494OX/d93JoexupwA5RfniLsu7uPb47xJ2h8qihC/L/Z +F5KeXgpC3P3M1yEGlJ9tuB1+xOQe/ffKF5Kfy7gg6UkBUR6glw8AasDYEQ== + "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB nQAGXgI/ "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYC4vv7+OYY7/J20FGU/5JzTcXBoenR8RnJ3g5T -2lujLt9RcfA5wW47OxTBd1EtZZrF4O3Q8Nuq4NwLBP9J4sJrJvoqDlO+scXP -cIGql1FxKI9YYXq229thi/mPQylcKg45nD8XpE/2dui08dyVdkkZzl/57WXF -mQ+KcP7+7n1NJsk8cL5diWPt6TsscPOiVSNkzv1hhttnYgwEm5nh7uF25POa -kYngL7m1/LFhM4PDjJkg4O1wBgww+Rv08hYzbkHwweaexs0X+OR4Pi3XB24+ -jA+zP+HwZe1UTR+4+8Dh/Qjh/ve8+wxm3kL4D8aH+R/G548NuG/krgSJj61+ -UPMZIP5z8HeoedH0a9rOv/Yw/t//QFD/D86H2P/Pfk337QwGe3+HZvFa1kw2 -Boh5tv4OX/Z93JouxuiwBeR/G38He7B7EPz+iG5/xgImOB8WXzA+LD4rQPHj -7A+Pb5UnzfPOdvnD00PJVtHfp8/5w9MLjA9LT+D41PGHp0d0vggofEUR/D8x -uUf//fLDyV/6wkPvf6If3HwYH2Z/uPj2iwzL/ODuuyFdk2j01g/ufnA0f/GD -+w/Gh/kfxl8Oin9nLkh48vrA7UPPXwDp0oSi +1:eJxTTMoPSmVmYGBgBGJzIGYC4sWTrBh9CwIcdBTlv+RcU3EILlGZ/t8lwGFK +e2vU5TsqDpHi2y8y2CH4V4/mmjQIBzg0/LYqOPcCwX+SuPCaib6KQ826bUn1 +plD1MioO+fHs5yQjAxy2mP84lMKl4vBi+3rm5zEBDp02nrvSLinD+Su/vaw4 +80ERzt/fva/JJJkHzrcrcaw9fYcFbl60aoTMuT/McPtMjIFgMzPcPdyOfF4z +MhH8JbeWPzZsZnD4DwLxAQ5nwACT3+31isUkF8EHUxW4+dY6V2Y9O4kwH8aH +2f9YRPbk0+UI94HDuwXhfm2rSafrGxD+g/Fh/ofx+WMD7hu5K0Hi410g1HwG +iP+MgxxqXjT9mrbzrz2M/xfkr/p/cD7E/n/2HD8XpG82CnJoFq9lzWRjcIgA +mQfkf9n3cWu6GKNDD8j/hkEO9mD3IPj9Ed3+jAVMcD4svmB8WHyC48c0CB7f +rqqlTLMiguDp4Q3vPoOZVUHw9ALjw9JTLSg+NYPg6RGdbwMKX1kEf8PDl1M3 +CeDmty8PP2V0JBBuPowPs//+Pr45xs8C4e6Td/yYfIYT4f6ZIMCL8B+MD/M/ +jL8cFP/OXJDwnIXIH+j5CwBdEop4 "]], FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, @@ -367047,28 +367071,28 @@ uUf//fLDyV/6wkPvf6If3HwYH2Z/uPj2iwzL/ODuuyFdk2j01g/ufnA0f/GD 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJrIGYC4u9s8TN8QgMcwjnF2o3PKzkEl6hM/78jwCE9 -DQi2KTksnmTF6PskwIEBBDZA5R0C4fwX29czP3cJhOv3lxPL8nUOdFgrpMOX -bqcM54PVF6DxDyD4uoryX3LEVOD8OYuUd/5xV4Gb38BytN9wuwrcfh2Q+msq -DuIeAX8k2AMdXmRpf5u+VwXuXpj6N7z7DGbuQvClXz8yk5qA4B++rJ0qmRcA -1w+WNwmAm9++PPyUkUEAqv1APsx/Co4fk88YQvl6SnD+h0XrFc5mKML5X/Z9 -3Jq+Tc7h6tFckwb9AAcTYyAQlnLo9nrFYqIL5X8Wd3BVLWWaZRPgoPFJ5eWs -leIQ/ycEOMjvWrAv9Z2kgzzIvNIAhzdtud1Gs6UcPm8IyJ41G8EHyz9F8MHu -FwmEmB8sDueD5aWF4Pxo1QiZczWcDhw/F6RvfhTgcIP3tliqGbNDc6Dn3IY+ -BP8MCKQg+Pf38c0xtoO5nwUSf8ZQ+TJ2h4qIFaZn+QMcDnTvazJJ5ncQn3qF -M+OXv4M6yH+cfA6ru29nMADlm8VrWTPbOCDxJxHg0BfR7c9YwAqJX+UAh14Q -34DRYf3Dl1M3WQQ4bPfaYDGn8r892P/hAQ41L5p+Tdv51x4cXhUIPjg81yD4 -4PB/HODwsvZx9vk1jA6R4tsvMvAFQvzlw+aQH89+TtI20KEF7B5uB2udK7Oe -hQY6VN//ccuYWxDOB8f3PBE4HxafYP+LB0Lc+0HWASRsvD8Azgent1kIvnd1 -s75PHZQfIAvJd37Q/Ncm7YCePwEFrm04 +1:eJxTTMoPSmVmYGBgBGJrIGYC4v4FPwyfvQtyCOcUazc+r+TwhnefwcygYIf0 +NCDYpuRgo3Nl1rPaYAcGENgAlb+F4DcHes5tuBcM1/9i+3rm53eCHdYK6fCl +2ynD+WD1BWj8Awi+rqL8lxwxFTh/ziLlnX/cVeDmN7Ac7TfcrgK3Xwek/pqK +w4aHL6duWhDs8CJL+9v0vSpw98LUty8PP2UUguBvbam5sFkTwY/NPfpvEztC +P1j+bBDcfHnHj8lnTgah2n8qCO6/3be6/qaehvL1lOD8D4vWK5zNUITzv+z7 +uDV9m5xDfjz7OUmgeSbGQCAs5aD6pHne2WNQ/mdxh/v7+OYYXwty0Pik8nLW +SnGI/38FOcjvWrAv9Z2kw06QefzBDm/acruNZks59Hi9YjExRfDB8vUIvgLI +/WuDIeYHi8P5YHlpITg/WjVC5lwNp8PiSVaMvjXBDjd4b4ulmjE7SL9+ZCal +geCD08W/IDi/MmKF6dnrMPezQOLvDFS+jN1B+JPj+bSVQQ4Huvc1mSTzQ/w7 +LchBHeQ/Tj4HV9VSplkrghyaxWtZM9s4IPG3McihL6Lbn7GAFRK/e4IcekF8 +A0YHz+pmfZ9LQQ7bvTZYzKn8bw/2/8cgh5oXTb+m7fxrDw4voWA4/wEoPN0Q +/AJQ+APTx8vax9nn1zA6fNkQkD1rebDDGRDwYXPg+LkgffO1YIcWsHu4Ha4e +zTVpeB/sUH3/xy1jbkE4Hxzf80TgfFh8gv2/IRji3g+yEHMjEHxwejNG8B+L +yJ58Kg7lB8g6/AeB50GQcG6TdkDPnwCTmp4T "]]}, { - Thickness[0.014011489421325489`]}, StripOnInput -> False]}, { - ImageSize -> {71.36937484433375, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {72., 22.}, - PlotRange -> {{0., 71.36999999999999}, {0., 21.12}}, AspectRatio -> - Automatic}], + Thickness[0.01223091976516634]}, StripOnInput -> False]}, { + ImageSize -> {81.76352677459526, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {82., 22.}, + PlotRange -> {{0., 81.76}, {0., 21.12}}, AspectRatio -> Automatic}], + GraphicsBox[{ - Thickness[0.016672224074691565`], + Thickness[0.011419435879867535`], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJdIAaxQYAJSjNCxZiR+Ax42MSox6UGWZxUc4jRS6r5 @@ -367170,70 +367194,141 @@ HMI5xdqN7ytDzbd0WPntZcUZByUH6XlxmqcnWDj0RnT7MxbIw/nV93/cMn4t Aedv9dpgMecnj4P6W959BpVWDjUvmn5N2/nXHhZ+MP5/EPC3g/PB8Wdh72Bb 4lh7eg6Dw3wbnSuz2Bzg8YeePgB1nfgN "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJPIGYC4jQQuOfisL97X5NJMo8DjL/k1vLHhodZHCyu -Hc01ueHi8GXfx63pYiwOnzYEZM/qd3EwMQaCzcwOf2Jyj/6LcnHgduTzmpGJ -4IP1NzM4PNjHN8d4kYuDMVg9g4OrainTrAsuDmfAgMGh7rdVwTkFVzh/562u -v6nlCP6a7tsZDOtd4frB5nG5oZoP5MPsZwCBA65w94WUqEz/X+HqEK0aIXPu -D7NDj9crFpNCV7j/YHyY/2H8ld9eVpz5oAjnd9p47kq7pAw3b4v5j0MpXCpw -+6a0t0ZdllGByDO4OTxJXHjNRB/BbwD584WKg0PTo+Mzul0ddBTlv+Rcw+TD -7IPxl73w0PsfiZsPiy+Y+TNBwNPZoTei25/xAy+Ev9ERLh8hvv0ig5kjXD86 -v3ir6O/Tcgj+Z1B8s+Pmb9DLW8zY4wA3H8aH+f8/CJx3gIfPalB8ijvCww9m -Hyx8YXxY+MP4sPiB8e1KHGtP32GBmweLX5h9sPiHuQeWPmB8WPphWTzJilHV -EZ7e0PmPQf6wR/DTQeEdhpsPTt8/HOHmw/gw+6d8Y4ufscUR7j7vE+y2s3MR -7pd3/Jh8JhXhPxgf5n8Y333N0eUMGkoOrCD3ijo7zADFs+R/+8qIFaZnjRH8 -ElB42TlDzWeApFcPZweNTyovZ3UyQdJboDPc/uWg9JXpDE3X7BD31jg73OC9 -LZZaxgXJn+3ODiXLSzb8O8/tIDH1CmfGLBcH4cpJJWdFFCD6NrhA3HdCweEN -7z6DmYdcHPbk17ydGaoIT68w96OXPwAUMu9g - "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4GEjqydGLy71uPSSqp5Ut1Fi -JjHitLALAM7SAnU= - "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJvIGYC4pASlen/G9wd7rvGO84ylHBoWx5+ymiNu4P6 -J5WXszwlHN7w7jOYecvd4fO+j1vTwyQczK8dzTVR8IDzwfKTEHyw/j0ecPP+ -g8B1D4egt5c/zjgo7rC/VtYi/YmHwxkQ6BGDqH/j4WBiDASbhSHmSXnC+fKO -H5PPiHrCzcPF74vo9mcUkITzWxTYVc9cweTDzFcF+W+lHNx+GB/mvpQ0IFCT -cVB90jzv7CMPB/c1R5cz7JB20Juw4IfhPQ+HHcFWEf/dpeH+E6mcVHL2iRTc -/we69zWZNEs5BIPCd4KHQ4xqhMy5GCmH3zG5R/9pIfjLXnjo/X/pDuf7nGC3 -nb0VGv6ZUg6w+IGZB+Pf0ZRd83+zssPOW11/U9e7O4RzirUb31eGhNtpd6h7 -lB3SwP7wgPNdVUuZZhUg+Gu6b2cwHPdwYACBA8oOq0H87x4Oa4V0+NL7lB02 -6uUtZpTxdJgJApnKDnW/rQrOKXg6uExoFkrzQvDB8blHCc53BslrKToUbxX9 -fToMk196eJvrzLlKDvNsdK7MivN0SAW585iyw6cNAdmz8j0ddBTlv+RcU3Go -iFhhelbZ00Fi6hXOjEcqDsKfHM+nffVwaADZ80LF4RcoPDch+N6g8OP1gKtf -AQrfg+6o5nUj+DelaxKNUhF8Hv/1U1ItcPNvgdSHusHtg/GfJC68ZqKvAomP -+W4OU9pboy7LqEDC/5mbwxbzH4dSuFQg6eedm8OHResVzt5QhvNXfntZceaD -Ipy/HxTfyTxw/pJbyx8bHmaBmxcNSi9/mOH2QfILM9w93I58XjMyEXyw/mYG -iH82uDkYg9UzwM0Dx98ZBocSUPyYucP5YH+1u6PK73OH6wenX0kPuPkwPsz+ -E5pWk06fd4e7D5w+Otzh7oelZ5j/YHyY/9HLJwBZkwpo + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{36.3047, 4.695309999999999}, {36.6672, + 5.50469}, {36.6063, 5.56563}, {33.43129999999999, 5.56563}, { + 33.1047, 4.7562500000000005`}, {33.165600000000005`, + 4.695309999999999}, {36.3047, 4.695309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGI7IGYC4gjx7RcZ1Fwd0tOA4JmCA4y/VkiHL11PyaFt +efgpIx1Xh5XfXlacYVB2cGh6dHyGtasDC2eXfLKfigMDCBxwcRDt8XrFIqLq +IDH1CmdGlYvD32+lD+YEqjoIfXI8n6aK4D9JXHjNxN4Zzje/djTXZIaTwxkQ +4FGG88HuOSYP5+8Itor4ny7rsL9W1iJ9jZNDxf0ft4xXSzt0A601uenkEKMa +IXMuRspB3vFj8hleZ4j770lAzA1xdnBfc3Q5g4SEg/qT5nlnXzk7eID4FeIO +l/Lj2c8lujj0RnT7M34QczihaTXp9HQXqH1icP9VgezzFnWwALnnhYvDTpC8 +u4iDKsi8Xy4OwW8vf5zxUAjOrwap5xaE89PAgNOhZKvo79NtLg72JY61p2WY +IeH9zBnOB4dfFoK//IWH3v+PTg4Hu/c1mTxmc7i/j2+O8SsnhzkzgeAmF8S/ +d6Hhs1wAHj4wPtj8dU4O/k88L5lO5ofz1T+pvJzFyQfnmxgDQTEvnL/41vLH +hsyckPBahbAfZO3MhU4OGiD9nUwQ/k8nB5mNYvOZFBgg5gQ7O9S8aPo1bedf +e5bFk6wY1yL4F0HhvdMFzp/yjS1+Ro0r3D4YPwQUno3CcD44+I6JOvD6r5+S +mgFNn3HiDjelaxKNbF0h8bRAwmFN9+0MBnZXSHxbSDnoTljww/CYi8N0cHhJ +OYSUqEz/L+ECcedkaYj5Mc4OriD1ETKQ8JVyhqYHWTj/jqbsmv+XFeB8cPze +VnLI4fy5IL3aGZ4fwHxmFzgfnJ7sEXyw/RUuDlPaW6Muy6g4vOHdZzBzkQs0 +nSk7+Jxgt5191cVBIDbgvlG4ssM8G50rs565ODhPaBZK+6UEcfdrFwd+kLy7 +EsT9X1ww8i+MDwDIvJyZ "]], - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, - 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, { + 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}}}, {CompressedData[" +1:eJxTTMoPSmViYGDQAGIQfTE/nv2cp4dD4fKSDf/62R28T7Dbzjb1cGgWr2XN +bONwUH3SPO/sJXcHuxLH2tN3WByeJC68ZrLe3SFaNULm3B9mhzMgkIPgW1w7 +mmvCgSa/xc1B45PKy1kn2RxmgkCnm0ML2Hxuh7bl4aeMctwcrvPeFkvdxueQ +ePiydmqim0O7ArvqmS0CDmkgEOfmEPL28scZjcIODCDg4A7nv+HdZzBzFYLP +sniSFeNbd4cMkL5lwg6fNwRkzwr3cFDYtWBfqp6IQ7fXKxaTSA+HGJD77ohA +/Bfl4VB1/8ctY29ROB9szwMEH+JPaQde//VTUl+4Q/g88g4mxkBgjeA/2Mc3 +x5gJwf8Esn+/m0MNyPxsOUj4NLg57O/e12TiLAsJD0Y3h/VCOnzp/6QcFtjo +XJl1ztXhPxiIw/lgdT+F4Hx7cHzwOyg4fkw+89TVIR3sXy6Hnbe6/qbyu0H8 +94fNQeST4/k0XzeoekZ4fNS8aPo1bedf+7rfVgXnNNzh/BUvPPT+JyL4YP/N +dofEl9t/e4mpVzgzbrk7yGwUm8+UwAiJPxYPh/6Ibn/GAiaHKd/Y4meoeEDC +ZTOzgxoo/LQ8oPpZHNDTGwBhQRw7 + "], CompressedData[" +1:eJxTTMoPSmViYGAQBmIQ3eP1isXkortD1f0ft4y9RR3qflsVnGtwdzAxBgFR +h8qIFaZno90d0kBATdShbXn4KSMVBJ9l8SQrxrtucP4ZENjiBtefePiydmqi +m0NfRLc/YwGC36bArnpmi7jDpw0B2bPS3RyEKyeVnD0i4eDQ9Oj4jGo3h3SQ +eWxSEPvmuDmkgM2XcZhno3Nl1j03h1aQ/hJZiHs13OF8mHth/I16eYsZW6D+ +uSzjcELTatLp+e4Q89ukHS7lx7OfO+juIL9rwb7Ud5IOU76xxc844+6wM9gq +4n+7hAN6+AAApXJ6IA== + "]}], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 +AJgXAjc= + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJjIGYC4vbl4aeMTLwcniQuvGair+IA4zf8tio490LF +4f4+vjnGXZ4OOoryX3KuYfLn2ehcmZWG4BuDgDNufrfXKxaTmR5w82F8mP11 +IPELHg5T2lujLsuoOPSA5D96OEjNi9M8LQCVZ/B0+LBovcLZG8oOZ0BAxNMh +nFOs3Vhe2WHHra6/qeZeDvYljrWn7/BDzE33cmgWr2XNbONwuJAfz36u0ssh +DQTUWB1CSlSm/5/g5XDh97Hr827+t9eZsOCH4T0E377p0fEZv70cXtQ+zj7/ +htVBHyTP5+1gBzJfhhPiPkdvh+r7P24ZZws4RIhvv8jg5+PwHwTilRxmzASC +Qh+H8sPbXGeuVXZ4y7vPYGaTj8MW8x+HUrhUHBIOX9ZOXegD9+9xTatJp8/7 +wMMDxoeFF9i9Gj7w8LwhXZNoxIvgg+176Q0x744KJHz2eDtITL3CmfFIxYFl +8SQrxq0IvvqT5nlnZyH4y1946P1v9IbbB+PD3CMOUnfJG+7e/bWyFulfvB10 +QfaLqTjw+K+fksrhA48fGF/l2qNghhoEf62QDl+6nbJDRcQK07PMPg7ua44u +Z3ih5PAeFD6/oOHZrQTx/30vhxjVCJlzNTwOe0Dxu94T4q8YZQcFx4/JZ9Z6 +OuzNr3k7s1QZkn7XQNNHB4K/8tvLijMLEHyw+a+VHUq2iv4+vc8T7n6fE+y2 +s+96wv2Hnj8APBttQA== + "]], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4BHHxSZGPbIaUtXT2i5KzKeF +m5HFAbkaAl0= + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJnIGYC4vQ0IFgV4HDh97Hr827+txf+5Hg+bW2Ag8xG +sflMCYwOFRErTM+uD3CIVo2QObeHyUHbatLp+g0BDjd4b4ulmjE79C/4Yfhs +U4DDy9rH2ed1WByCS1Sm/98R4BDwxPOSqTC7gzEI7A9w6I/o9mfcwOkANt80 +0GEmCGQqOxy+rJ0qaRXo8GHReoWzN5QdFBw/Jp9xDHSQmheneVpAxUH1SfO8 +s0GBDlPaW6Muy6g4XD+aa9KQHejwJHHhNRN9BL/ht1XBuRcqDmD/SAU66CjK +f8m5puLA8XNB+mYh3PzvbPEzfE4GwPXD+DDz25eHnzJ6EQC3H+wf5kCHLeY/ +DqVwqTjE5B79t4k70KH6/o9bxq+VHTRB4cMD9U8Hgr83v+btzFIE3wRkTrIy +XP+Kby8rzgQoO2xtqbmweWmAg/onlZezOPkc1nTfzmBQD3C4oym75v9iJYcI +8e0XGcQCHHRB7hdTcYgF6RcOcJizSHnnH3cVh9p125LqeQMcaj5tCMiWUnWY +AQrnl/5wfggofk74Q9w7W9mhZKvo79Pr/B2EKyeVnG1RckgFhV+cv8MD13jH +WRPlIPLz/Byug+J7G59DKyg8WPzg6j8AjZ3139chnFOs3fi8koPOBGCC+OcL +CSdhZTgf5j8YHxbfPifYbWfz+sHjGxzu5n7w8Da/BozgCj94fMD4sPgSAaWn +rb7w+HzDu89g5ioE/0J+PPu5TF+IeXdUHFRA6emTD1w/jA8zPxwUvnK+cPvB +8l6+8PgG2xfrCwmnY8oOOZzABJXt6+C+5uhyhhdKkHhV9oPknweccP9A8hML +nN8iXsua6cYCCV83P3j+26CXt5hxCoK/9IWH3v+Ffg7NIPVszA66oPBb5+fw +dd/HrelhrA72TY+OzziNsM9FtZRp1g1ofKooOrzYvp75uQ80Pb0UhOSPtACH +GFB+tuF2WP/w5dRNGdD8XMYFSU/NiPIAvXwAALn92oM= + "]], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB +nQAGXgI/ + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJzIGYC4qtHc00aHgc66CjKf8m5puLQvjz8lNGOQIcp +7a1Rl++oOPR4vWIx2Yjgc/xckL65LdCh4bdVwbkXCP6TxIXXTPRVHNY/fDl1 +0wqoehkVh8WTrBh9zwQ6bDH/cSiFS8VB+vUjM6kLgQ6dNp670i4pw/krv72s +OPNBEc7f372vySSZB863K3GsPX2HBW5etGqEzLk/zHD7TIyBYDMz3D3cjnxe +MzIR/CW3lj82bGZwACkzvhzocAYMMPn7a2Ut0h8g+P9B4DVufn48+zlJ2yC4 ++TA+zH5xj4A/EtJBcPddB4X3d4T7Y3OP/tv0GeE/GB/mfxifPzbgvpG7EiQ+ +EoOh5jNA/Lcs2KHmRdOvaTv/2sP4f0HurP8H50Ps/2dvo3Nl1rOlwQ7N4rWs +mWwMEPOA/C/7Pm5NF2N0OADy/5JgB3uwexD8/ohuf8YCJjgfFl8wPiw+l4Di +Z0UwPL4rIlaYnj0dDE8PCo4fk8+8DYanFxgflp42gOJzTjA8PaLzC0DhOxHB +fyIie/JpM27+zltdf1PNEebD+DD7hT85nk+LRLgvpERl+v8ahPvB0dyA8B+M +D/M/jL8cFP/OXA7doPDkDYLbh56/AFO8m38= + "]], + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJTIGYC4ve8+wxm3vJyWPntZcWZD4oOMP6HResVzt5Q -dpCYeoUz45GXwxbzH4dSuFQcEg5f1k7V9HaY0t4adVlGxcG+6dHxGcXeDk8S -F14z0UfwG35bFZx7oeKg/qR53lkmbwcdRfkvOddUHOpB4g+84Hx+//VTUicg -+CbGQOCM4IeLb7/IIOcFse+OikPJVtHfp9d5ws2H8WH2h5SoTP//wxPuvv8g -YI9w/3FNq0mn3RH+g/Fh/ofxt3ttsJjzkxPOf1H7OPu8DrvDhfx49nOWXg5n -QICH1aHH6xWLiaKXQ4t4LWumGwuE/9HTIVo1QubcHiY4f8mt5Y8Nmxkg7gyH -6j/D4LD8hYfe/0QE//4+vjnGXQi++bWjuSYzEHxw+G1A8FVA4XvJywEUbMab -GRzm2+hcmSXn7WBb4lh7eg6Dw5ru2xkMx73h9ouD4vMTgl8RscL0rLIPTn4E -KPy/+cDtqwXZz+ALiafPLBDz2X0dToPDg8MhNQ0IxHwd2hXYVc9sEXBgWTzJ -ivGpD5wPtv+Sj8OXfR+3pk/jgZh3AWq+D4/Dnltdf1PP+zjYg93P7aDg+DH5 -zFkfSPi2cTvsrZW1SD/i47AVFD87ORxmzASCnT4OGp9UXs46yebAC0pPG2Dm -sTnsB6mf4+MQA4oPG1aIeaI+DoXLSzb862eBpK84bzg/HeR+NQQfln7B4XGY -BZ4/voLcH8bqgJ5/AKJQiK0= +1:eJxTTMoPSmVmYGBgBGJrIGYC4iOXtVMlk0IcwjnF2o3PKzkoOH5MPnM0xCE9 +DQi2KTkUxLOfk/wY4sAAAhug8r6hcP7WlpoLmwND4fplXj8ykwoIdVgrpMOX +bqcM54PVF6DxDyD4uoryX3LEVOD8OYuUd/5xV4Gb38BytN9wuwrcfh2Q+msq +Dk9EZE8+FQ51eJGl/W36XhW4e2Hqd97q+pt6HMF/sX098/M5CP6EBT8Mn1WF +wPWD5R1C4OaHlKhM/28Tgmq/bQjcf2959xnMtIPy9ZTg/A+L1iuczVCE87/s ++7g1fZucw6JJVoy+QPNMjIFAWMohQnz7RQYrKP+zuIPQJ8fzaZ4hDhqfVF7O +WikO8X9uiIP8rgX7Ut9JOrwBmdcU4vCmLbfbaLaUw4FaWYv0FQg+WP4Tgg92 +v0IoxPxgcTgfLC8tBOdHq0bInKvhdLh6NNek4X2Iww3e22KpZswOAXJiWb6z +EfyZIFCI4K/pvp3B4A1zPwsk/hyg8mXsDq6qpUyzZEIcDnTvazJJ5of4lyvE +QR3kP04+h4qIFaZnpUMcmsVrWTPbOCDxpxri0BfR7c9YwAqJX/0Qh14Q34DR +oWbdtqR61xCH7V4bLOZU/rcH+z8lxKHmRdOvaTv/2oPDqxXBB4fnTgQfHP4f +Qhxe1j7OPr+G0UHtSfO8s1KhDmdAwIfNwUbnyqxnnqEOLWD3cDtw/FyQvjkp +1KH6/o9bxtyCcD44vueJwPmw+AT7XyUU4t4PspB0fiYEzgent2UIvoRHwB+J +big/QBZiTjQ0/7VJO6DnTwChq3gl "]]}, { - Thickness[0.016672224074691565`]}, StripOnInput -> False]}, { - ImageSize -> {59.98173848069739, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {60., 22.}, - PlotRange -> {{0., 59.98}, {0., 21.12}}, AspectRatio -> Automatic}]}, + Thickness[0.011419435879867535`]}, StripOnInput -> False]}, { + ImageSize -> {87.56626650062266, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {88., 22.}, + PlotRange -> {{0., 87.57}, {0., 21.12}}, AspectRatio -> Automatic}]}, "PointLegend", DisplayFunction -> (FormBox[ StyleBox[ StyleBox[ @@ -367681,9 +367776,10 @@ BZ4/voLcH8bqgJ5/AKJQiK0= 3.7952553638821507`*^9}, {3.79525539442819*^9, 3.7952553974935417`*^9}, 3.795255482473854*^9, 3.795255590673718*^9, 3.795256419535687*^9, 3.7952565365374527`*^9, 3.795256695851474*^9, {3.795320388330069*^9, - 3.7953204053092737`*^9}, {3.795320438715073*^9, 3.795320460834072*^9}}, + 3.7953204053092737`*^9}, {3.795320438715073*^9, 3.795320460834072*^9}, + 3.795333422042973*^9}, CellLabel-> - "Out[196]=",ExpressionUUID->"f32313db-6739-49bb-97dc-469998c9c5f7"] + "Out[208]=",ExpressionUUID->"357e2709-ec15-4a19-9d64-24493586f1ca"] }, Open ]], Cell[CellGroupData[{ @@ -367717,11 +367813,11 @@ Cell[BoxData[{ RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"MaTeX", "[", - RowBox[{"\"\<\\\\Omega_\\\\text{S51}\>\"", ",", + RowBox[{"\"\<\\\\Omega_\\\\text{S}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\<\\\\Omega_\\\\text{GIC}\>\"", ",", + RowBox[{"\"\<\\\\Omega_\\\\text{GIC-S}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", @@ -367729,11 +367825,11 @@ Cell[BoxData[{ RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\<\\\\Omega_\\\\text{GICVWN5}\>\"", ",", + RowBox[{"\"\<\\\\Omega_\\\\text{GIC-SVWN5}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"MaTeX", "[", - RowBox[{"\"\<\\\\Omega_\\\\text{GICMFL}\>\"", ",", + RowBox[{"\"\<\\\\Omega_\\\\text{GIC-SeVWN5}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "SizeLegend"}]}], "]"}]}], "\[IndentingNewLine]", "}"}]}]}], "\[IndentingNewLine]", "]"}], "\[IndentingNewLine]", @@ -367748,9 +367844,9 @@ Cell[BoxData[{ 3.7952565003041477`*^9}, {3.7952566984164953`*^9, 3.795256707881439*^9}, { 3.79526000483041*^9, 3.795260020084659*^9}, {3.795260575363516*^9, 3.795260578010003*^9}, {3.795260625961279*^9, 3.795260647550274*^9}, - 3.79526070114189*^9}, + 3.79526070114189*^9, {3.795333433634823*^9, 3.795333446029772*^9}}, CellLabel-> - "In[198]:=",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], + "In[210]:=",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], Cell[BoxData[ TemplateBox[{ @@ -371890,6 +371986,100 @@ Cell[BoxData[ Cell[CellGroupData[{ +Cell[BoxData[ + RowBox[{"Series", "[", + RowBox[{ + RowBox[{"w", + RowBox[{"(", + RowBox[{"w", "-", "1"}], ")"}], + RowBox[{"(", + RowBox[{"a", "+", + RowBox[{"2", "b", " ", + RowBox[{"(", + RowBox[{"w", "-", + RowBox[{"1", "/", "2"}]}], ")"}]}], "+", + RowBox[{"4", "c", + SuperscriptBox[ + RowBox[{"(", + RowBox[{"w", "-", + RowBox[{"1", "/", "2"}]}], ")"}], "2"]}]}], ")"}]}], ",", + RowBox[{"{", + RowBox[{"w", ",", "0", ",", "1"}], "}"}]}], "]"}]], "Input", + CellChangeTimes->{{3.795320954627851*^9, 3.795320998942526*^9}}, + CellLabel-> + "In[207]:=",ExpressionUUID->"1a6caf45-2eea-4ee7-9384-eb8ffbd80006"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "a"}], "+", "b", "-", "c"}], ")"}], " ", "w"}], "+", + InterpretationBox[ + SuperscriptBox[ + RowBox[{"O", "[", "w", "]"}], "2"], + SeriesData[$CellContext`w, 0, {}, 1, 2, 1], + Editable->False]}], + SeriesData[$CellContext`w, + 0, {-$CellContext`a + $CellContext`b - $CellContext`c}, 1, 2, 1], + Editable->False]], "Output", + CellChangeTimes->{{3.795320991291822*^9, 3.795320999371337*^9}}, + CellLabel-> + "Out[207]=",ExpressionUUID->"2a722cfa-23aa-435e-b09c-483568356fb5"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + InterpretationBox[ + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"-", "a"}], "+", + FractionBox["b", "2"], "-", + FractionBox["c", "4"]}], ")"}], " ", "w"}], "+", + InterpretationBox[ + SuperscriptBox[ + RowBox[{"O", "[", "w", "]"}], "2"], + SeriesData[$CellContext`w, 0, {}, 1, 2, 1], + Editable->False]}], + SeriesData[$CellContext`w, + 0, {-$CellContext`a + Rational[1, 2] $CellContext`b + + Rational[-1, 4] $CellContext`c}, 1, 2, 1], + Editable->False], "/.", + RowBox[{"{", + RowBox[{ + RowBox[{"a", "\[Rule]", "0.5751782560799208`"}], ",", + RowBox[{"b", "\[Rule]", + RowBox[{"-", "0.021108186591137282`"}]}], ",", + RowBox[{"c", "\[Rule]", + RowBox[{"-", "0.36718902716347124`"}]}]}], "}"}]}]], "Input", + CellChangeTimes->{{3.795320966165612*^9, 3.795320966401277*^9}}, + CellLabel-> + "In[205]:=",ExpressionUUID->"c855c04f-d5c2-47c2-ab31-320359277503"], + +Cell[BoxData[ + InterpretationBox[ + RowBox[{ + RowBox[{"-", + RowBox[{"0.49393509258462165`", " ", "w"}]}], "+", + InterpretationBox[ + SuperscriptBox[ + RowBox[{"O", "[", "w", "]"}], "2"], + SeriesData[$CellContext`w, 0, {}, 1, 2, 1], + Editable->False]}], + SeriesData[$CellContext`w, 0, {-0.49393509258462165`}, 1, 2, 1], + Editable->False]], "Output", + CellChangeTimes->{3.795320966666791*^9}, + CellLabel-> + "Out[205]=",ExpressionUUID->"7bcf9fb3-7298-44dd-9402-e8ab08f6a4d7"] +}, Open ]], + +Cell[CellGroupData[{ + Cell[BoxData[ RowBox[{"Show", "[", RowBox[{"{", "\[IndentingNewLine]", @@ -379506,96 +379696,104 @@ Cell[15315893, 363780, 1419, 28, 241, "Input",ExpressionUUID->"0527fb6c-d312-49f Cell[15317315, 363810, 10838, 310, 535, "Input",ExpressionUUID->"f9315378-c650-4b01-adc0-3a8dfaf073d2"], Cell[15328156, 364122, 1300, 31, 30, "Input",ExpressionUUID->"b56bceab-741c-4959-a22e-ad09614a0733"], Cell[CellGroupData[{ -Cell[15329481, 364157, 4230, 79, 367, "Input",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], -Cell[15333714, 364238, 194924, 3447, 249, "Output",ExpressionUUID->"f32313db-6739-49bb-97dc-469998c9c5f7"] +Cell[15329481, 364157, 4286, 80, 367, "Input",ExpressionUUID->"abd4eab1-6449-43ab-964f-c00dcb6b555b"], +Cell[15333770, 364239, 200149, 3542, 249, "Output",ExpressionUUID->"357e2709-ec15-4a19-9d64-24493586f1ca"] }, Open ]], Cell[CellGroupData[{ -Cell[15528675, 367690, 2827, 62, 367, "Input",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], -Cell[15531505, 367754, 193023, 3411, 270, "Output",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] +Cell[15533956, 367786, 2879, 62, 367, "Input",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], +Cell[15536838, 367850, 193023, 3411, 270, "Output",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] }, Open ]], Cell[CellGroupData[{ -Cell[15724565, 371170, 2361, 59, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], -Cell[15726929, 371231, 18375, 343, 246, "Output",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] +Cell[15729898, 371266, 2361, 59, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], +Cell[15732262, 371327, 18375, 343, 246, "Output",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] }, Open ]], -Cell[15745319, 371577, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], +Cell[15750652, 371673, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], Cell[CellGroupData[{ -Cell[15746237, 371605, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], -Cell[15748283, 371663, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], -Cell[15749913, 371693, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], -Cell[15750377, 371703, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] +Cell[15751570, 371701, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], +Cell[15753616, 371759, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], +Cell[15755246, 371789, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], +Cell[15755710, 371799, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] }, Open ]], -Cell[15752032, 371735, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], +Cell[15757365, 371831, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], Cell[CellGroupData[{ -Cell[15753026, 371764, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], -Cell[15757077, 371870, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] +Cell[15758359, 371860, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], +Cell[15762410, 371966, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] }, Open ]], Cell[CellGroupData[{ -Cell[15757949, 371892, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], -Cell[15761950, 371984, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] +Cell[15763282, 371988, 691, 21, 33, "Input",ExpressionUUID->"1a6caf45-2eea-4ee7-9384-eb8ffbd80006"], +Cell[15763976, 372011, 595, 17, 34, "Output",ExpressionUUID->"2a722cfa-23aa-435e-b09c-483568356fb5"] }, Open ]], Cell[CellGroupData[{ -Cell[15805505, 372775, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], -Cell[15806494, 372806, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] +Cell[15764608, 372033, 969, 28, 48, InheritFromParent,ExpressionUUID->"c855c04f-d5c2-47c2-ab31-320359277503"], +Cell[15765580, 372063, 495, 14, 34, "Output",ExpressionUUID->"7bcf9fb3-7298-44dd-9402-e8ab08f6a4d7"] }, Open ]], Cell[CellGroupData[{ -Cell[15807027, 372825, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], -Cell[15808466, 372872, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] +Cell[15766112, 372082, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], +Cell[15770113, 372174, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] }, Open ]], Cell[CellGroupData[{ -Cell[15808778, 372882, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], -Cell[15810088, 372928, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] +Cell[15813668, 372965, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], +Cell[15814657, 372996, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] }, Open ]], Cell[CellGroupData[{ -Cell[15810281, 372936, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], -Cell[15822384, 373175, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] +Cell[15815190, 373015, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], +Cell[15816629, 373062, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] +}, Open ]], +Cell[CellGroupData[{ +Cell[15816941, 373072, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], +Cell[15818251, 373118, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] +}, Open ]], +Cell[CellGroupData[{ +Cell[15818444, 373126, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], +Cell[15830547, 373365, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[15831275, 373333, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], -Cell[15831434, 373338, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], -Cell[15832483, 373361, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], +Cell[15839438, 373523, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], +Cell[15839597, 373528, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], +Cell[15840646, 373551, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], Cell[CellGroupData[{ -Cell[15844244, 373681, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], -Cell[15846791, 373726, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] +Cell[15852407, 373871, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], +Cell[15854954, 373916, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] }, Open ]], Cell[CellGroupData[{ -Cell[15920869, 375216, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], -Cell[15922314, 375247, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] +Cell[15929032, 375406, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], +Cell[15930477, 375437, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] }, Open ]], -Cell[15996532, 376735, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], +Cell[16004695, 376925, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], Cell[CellGroupData[{ -Cell[15997450, 376763, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], -Cell[15998967, 376805, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], -Cell[16000662, 376834, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] +Cell[16005613, 376953, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], +Cell[16007130, 376995, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], +Cell[16008825, 377024, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] }, Open ]], -Cell[16002359, 376863, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], +Cell[16010522, 377053, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], Cell[CellGroupData[{ -Cell[16003353, 376892, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], -Cell[16005254, 376939, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] +Cell[16011516, 377082, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], +Cell[16013417, 377129, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] }, Open ]], Cell[CellGroupData[{ -Cell[16006180, 376960, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], -Cell[16010120, 377050, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] +Cell[16014343, 377150, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], +Cell[16018283, 377240, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] }, Open ]], Cell[CellGroupData[{ -Cell[16053797, 377841, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], -Cell[16055675, 377899, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], -Cell[16056350, 377920, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] +Cell[16061960, 378031, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], +Cell[16063838, 378089, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], +Cell[16064513, 378110, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] }, Open ]], -Cell[16057039, 377942, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] +Cell[16065202, 378132, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] }, Closed]], Cell[CellGroupData[{ -Cell[16059190, 378016, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], +Cell[16067353, 378206, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], Cell[CellGroupData[{ -Cell[16059376, 378023, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], -Cell[16070652, 378261, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] +Cell[16067539, 378213, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], +Cell[16078815, 378451, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[16080090, 378421, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], +Cell[16088253, 378611, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], Cell[CellGroupData[{ -Cell[16080265, 378428, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], -Cell[16092114, 378681, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] +Cell[16088428, 378618, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], +Cell[16100277, 378871, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] }, Open ]] }, Closed]] }, Open ]] diff --git a/Manuscript/Ew_H2.pdf b/Manuscript/Ew_H2.pdf index 6e0001b442589e541b1daa0b62aff5038e62b55c..25b62556b5125f0c6293020a8797634ba21153bc 100644 GIT binary patch delta 38034 zcmV(zK<2-|k^}sk1CWUWwl+nPjHZ8XoO^%b`K%oOiSNB98vOYr?f=Agj_vN(>yvW) zC%*IAKWw~zsvQ4`Z>{@>jrT8=10UVJZOrSO`=k9F_uX-hbKR@4|5cp0{y1yD%h-Le z?mqaB`|LmB{9}LL{hWW>^ZKac$Jy3C`!?4ouv^20_WQ@VV2-QPtPSRx2hCk}??3PV zv_ZSK4*M>J_E`Jx^G7-L@p%{6Jx)GjgKkB++FJAtNC#2OM*C@2nlMVtPf1&M0`B8RTw*4qH znr+?(>~#)0`WzpPjTZL8@pC^wVecnt-^{izx;EOoRkn!^v47pR@7;T@^G7K+|Gs*I z-Ftk#{V2P+w!K!RjhlG6HMZS%hd8!l_D;ur?i17>^}cDNp|?F&{QdfIj_9@f8Ku3S znQivCzGK__mu`Et9gBY+`?%}+(b!xUn&;|25IMJrf57aw%ywO{cO#R_0v>;0bBz6P zjpO6my^8I(Z^XVa+rDIu)?m))+S{JEpxxXpE@*f4^MW0H{eYv)`O)`-bKN|k@AlvJ zjPAQ_1fO1Zt6a3v5ZfL-+Ix5VT0ZbdpKNd5>1|)p-M76TJy9`IOHZ58CZ}yzSmfTo!xDcHE`=I>JUg-Cuk* z+>+TM-ff#vbldxu;%o3&93S(F2W~rfPq&SGxldDUBW&)E@f|aJye_tlh7Nl_Px#b% z#}C{O_N;K9_eC2mv+dPr;sM_OVUL;nx!n!9?JL@U+imUN2S0xs;Es3Q{ts{H{s-db z{?Clp$ea;3@t;An)eHZ*THL?=FT6GOe-JI>0KC=qe^&JAx#B|SitrjX-tzlD_bjyW zxE|}|a}395_s6!IKd^uAHreHI+{qzfe!FzXIkBx8IcD$CiiAQT)?9cnA?0@ba z6Q^nsGk0Fbd%x}dO55hVJ59V`*U%dUU$Mi-wp)Z$e8t+=v>mg?=X(U4g~X!Jj=b-V zS7F$=OWQ`+`EvTa_;erPn7i9=$JHATz+<`)dSUJ>nXrFWp@k-1D;g|pM5k@Th}j@SrK)ggb(U*KU|9B?5qgp0iz9)wJIR<#H3 z@KSbDPM&DSGX_tMG0+j0-)gw7(+71ry3UL!c87=29#@awwa0N~6*&f8HE>;P$c38% z&tQw~D?_(|hv^xwp2ImNaQKcLSdVZat)L6R6&~GXTw39{kewT+MEoq}iqQl;JAxkJ zie!J7SJGN|_@0j|;is66@_-z#1iN2w>{VnGm!Ur|fE4DlDmjqO3Wh-2fu22aGj z?O}J`C#sBM_4FgRJ$O>8v+`17@P-c;cEjyJK!T^mK&ezb|L9M(=n~(_B zIGE=Y4AR%6XWCO|4^Qh|9z?%rD1~ec-bWn6{0NQ+h-gcF)y;TVtD|wfBZ-7(ccAE- z7{&Jy&B+%AJaNNX48-V&7+EF$_L``*puP9ta)Z88w4d9BX2^S+rD-kv8B_kpxI*l%- zMnHi_&p?YI-Jx#eg9e^{c-T{0We}|#(!j%}43B<7jC*(@78&4*xVk;Ik-i0n-FUgY zlV1rJL0(~xOcfpl^~RxPc+?NJOFw?{X=)>$wCMTl-`j(XH9T#~(|Lt!FtjvA#c)j@ zv!cazykg z&^YZm==ouKtgp1GmcI^mHkG_2>oL?IM!P72vL!77= z1@kL^9v*tyrMR=?U@*TFr?&%1Kt!v>XRlX<_sjhq#jU}Ebo)AU#)y`DA@`;@&B8&P zs4)db4AzMnQ{d|IB0L$)Cy%*eh#MZJ(%a)$ezW1XM=zI~8P#?$o;Q^_OYc#Tix&`I zk*KIe<{B@lDHo%6Ls>UGBjN-+{_!J5U*TbYdfA8Lxd+#9F`hSfL=@d4>^2n$O1~A+ ztBOkS?BKuzK|kzP_^!@?Q9eiFT&pSrB`WCs{i;U|y*WW(+J`baKc&GL%H;fVrHZJN zcV-OdvWKy{B6El?HBQChqVBsLBU+<4ksb(rD?EDRjG|D@Bcnlh@XqbaxEM#Tts+^982k@hO#Js-%Lp_4!TeP-_a@ZSI%(2h0qKS zo0AX>7k{?a$c&g(9eAQtuybu+^Bt9EcqW^D+>E>MoND%)fwypAN6%8KuVFJP(KnB2 z>?$ZlBkp1lP&oG3uCDZ-#hHSd=xQ8T=+rABZ@HZkqe?pH>G1%fBpoBp+oM1fPGf+1 zM=6+|2)x_F3LiX?Sz{;@(dQ_4VVK2uih&K)>woz6p<)m`7$L%=JBBJOhg^y^cXZh! zTpBpvm2q~D#x&x*D{BTA;B|it)m;t(t2`4gQ4Zpw8=_W?xLWdUaW~cxFbLHJU6FCb zIF;{36n-xZ9WRd}wkHB>xjY)Vqo5WZmI%w;F%cI-QT;H^LTR{q$Q6+`2G`*jsx`C- z1Ap|eu+XAs(}T%344)Tc@qMd`P(9e*o=%4{&ihssq5jYXPZtrCy4_K5J7RpVHy#S( z7fTp!)1{I@mN`)TMkp+&il=3si1r674$SXR0l%-PO6b*q8aM(JDlv?XGolb28uQH> z)qo@F9UM@hLcLhOQ38NkITBYCd00-GF@FgcWfS%lRLeUHLqntX*_fuH{KAxJdm>Fm zjfR14dm=iXQwO6kilM!xg*BRN^_i0W47X*$bJe3hWKes|TT z7)4NCk4oTh44bTMM9u8BCxYSj@VTCYGeszS;VnZKUKmjbV{b=cKFW|?6SD9`2!B1Z zzM?98oJc)xvbYhIK87`v+z~O)<`D#H?ueLY^ScA(_ZIiBsrXtZr>Rf_WK2h49l7ht z#Fw6_GANsCos6K{v7^!<7Yne}SGdlsz^YDzntJ@y;zs~g^_ykeHrgQrik+0Gttic~_LL@0g)t0tpAgA7-?4la&uOe-^o;nuR!~3%etqp1fc>5aMPO zS9oO;Q-edlY({Q}csiRLC?rj%({P~WFll-DBRgaqF|Aqs8ALaP@{^xg5x8avV1bUg z1JEp*J*jxv>_>Sb35l`?JcwE`3+h957~J+9kq$OS=$NmKzzYYW@^(bPuPBGln0KA= zPKN_Ee_c!nFWCrNw@a&VV6=W~${}DYya@0n)m4$c!rS&*av&z&p5CtU79W@nUb?Ir zA@TMUT19qHceZ>Z9g_p$?;fgP!hue4vla~ppEb;-t1+&4DIf#6>md)Pt*<-+uhbjG z6@Ci`;`ile1NHI=yUQA5=UcbyXEn033dgAieUqe(H=-I%tf=U$!D-j-~nl z9Ed7Nu=x^#2cdFcW=}RMWn=11Rxt#*0$YgpA#99~w&P@{Mn!!EwW9XI2x;E}j3TOR zlSdH{U+Ah-dO|zCP&KXB)2ARgBHojyWJY16iDMFcd(@LR5{ZAf zkfM|yjyQt#x$Qs!`3~xDt{CydgE7r@Y8(m&f-n5+FZ*A2*qnuijl8-or2{xS>YQx} zIe`adzqZ88z=5FFreiDW%>gUw!N2(Ap|Y+=5**=vd{BL7o^mn!X}5q`IPgerhhC8= zNAH-~hN^xQ<>*=hnp7XUI4jhKA1HqmsE4r2E(hKVxM6&GU!2}=!G;|2poouta1S|f z2b!lW;2`Nax(`6tXqU6S>tgEKI2jC2k9tJYlvFryA6iq<9u6cPt!5*RNc*>ACwGTD zXwX)&1<0cTu;$AHJ+8f=*1EeSs-Df|E;!=R+>f{(|LYDi_4K2Pn)M2jR-u3In(=(q zrJT8599$qetwRpHJ!(EgS47EeD@b1)YytMYWg~~GH{sq&Zt{RbalW51Dnyj+cA%D8 zGtofpx{)_#8+W{9Cmg<&z%Off_*`xqseB!(4%A-aUom}p$$vwmqN( zN?opZ3}gr?*G}r^Fr^Gf5tSVGptEKqNIA@l_C2HVM9mUf4m$!RDdpNV z8z?Bb8kG=~3_B8dLCLV=VI`D&&@n#}O2+LwMJ-QWA1g9~l3|l-j-r1F%og*)gp#YH zgP>&CWNtYJ1$*f4Y#u&-gp}(WO2%LZjwqH3N=9#s7$+zhwwdF&eM3))p=3DT6f$hK z7b)cEz8?u8XKxmRTvfb`^bR?AumFONQQ6-%Qv*TC)r8$3-2wX&gN&ii0SEEb;sa`Q zP$9t8S>erTfjTtPC*pq>HYWpx_*R#fg!sa~J`(7K8E+PpNE^*K-4!%@4f5{zNZ=Qa zyL=?@8@4_WVP|L>MgVXf8oHrS8jA{sa7T89;F`=dADpnKfa1m9 z$M`FNxC-;X`AfnSUwpH@SaKCl47*1}xC1(?L-YIF#OqApM&f_PbucFtT^!~`8_zlJ zAE$3_VyJa!a4WnR_8TvT9ds;lVwjPQ9}@uIV~Z|^eTgQHm_3vj&JuA5cHF;hBR8fU z^lsqA;kZ8%E>4qkWiTV$h%J8GU_p*>j1R-ckI5-R*y|%v<2qENnOEHOx4l1i(D7oC zADf^mUO0rK$tHil?Otg{^h7n}ywd?&&p#^(ppx%z=GA52ABi&47VC_-8ZW#T%>1^I z_Jl2#xih|`eJj53jVYM5xyHai<~N7BjmjIS3%Wn<_{oS(BUW?Y$Oa5XHg;{{VTzTyN&5taxnDvIi9FU@ zwM{dRaEN~lB=T5qv#6-(;7Px=$Ve<>3_rPi&n#mOKaDBEA$~8il$uzA7{zet%E&0f zGmR)l;JcNN!x4e+_7VWGhc)MLi5?#G7*C8icN*DhA8@U z9#VY>qF%j)Q3^o}d&&_p=1wLsm_(Kmx+%rT`fua+f)uN(-$oSSxMia{7dAt`0L83N z05psk!v%j|Nhe}`^XVgy7KfwDfwR>+IY^FE>uqp@up(^HluRme&9qTPIK*hO4~OHD zBSL@7ZAw_=A{^Z)Bf?_MMFJ=Q-7LOv7-ej+-kQTPwOG9zSz2uQ46 zz$P9sY+eZA!+Lvyo9tmYhGE2Duj?&_K?Gs-+`afgh4U}Nf^Z1a!ovJg>EKf-RG9f&bZNzPzB>g5;? zV#;x_9DVXOJ{|=zB{>5AzBv@c?%Cx~6x$B-e~~HO&U%FZy&ThFO=*wdzi*CyF^maP zi+RWIw!)e~qrv6G-yDdV;b0ddEJ%NcY(+lhQep)k$9+2TDY+s$czpLL^i6+6kuUAY zwrL6g)2c5ANb7?YiGm5>uQc-k0a8p`$s~4ypw4vLQSFh zgzV^$9i@i+#B^LpJI0sKH!jBMZ=R?YJlDM(Ddd=^^Ca)V~zB!bu84_#+ zSY94gm-B%mllRS5swR+1L>?WyvhL(fp+E%Q6FmgrF~G>75f-i6G#^hBXW*X zOufX+g`>%#AhmDcA&;We_(p%s!66cmz+Amu`VbxWyaouzG3;MHL=i`%uGqMGtH@+B z?s>TYt71?dwHTgLgkk9n7@Q)EmN5vXd){hf>7LgfQM%)KF^Z&v&7QcL0}SUq;ZSPT zjoK-^bS=3MYZve5B8MUjE23oWUT^euIlkzXzb>u@VOkI#(s%Xt>I;A2ca<2m;k%l- zh}gRt>56GQXI3KmIOh0lYv1Ea(!P1A zt#BkFxUM=$21=(Khzo(>=t{-O+7Yd*PVa@*G2y?eJc@o|Gr(pt{Bd~}NV=2vL4c8P zyo$j}H;$)x$jNrWchyHjA~+Nu$&j4Q;Zakq+YvxT^~ek!1x!r~3*f7)BYhd*3&+VL zF2~D4)dT~4_5P7ZD1vgBSz}dv*rEix1E!`@N%(QNs|J%b9mqGXOC$zKI5=1@F!%-s zc^83ia9qaPRD{x!ccXCdoQCBz!*qT_;p*_iKoqWe3RNiFYmyb7#Rii!9*uvvt``Xh z({vO;I57s@6e#CEDf%t|r@ZX{|Z7T+0eaWMf{+3XUzPq+H4hPa_nf z=Sl2aEc}%{;!6b|V)6HgAFqCowckB1RL@&$CPjqT5thsK$7bbnd9u*BxUBL<ng|l`&6!YI|63tiNuj+`{o#9zJI51wpef+Hfgq8fNYqpS^~{58ytVl09>$YPjiY@ zd+x~9vuB)dRxNshLA2h~nJ%+xLXC{#-40)RM_e~&GQ65wXxj5w1aZj+Y55e4nIh%{ zs^uC3sP~tvBIa9?2Dbl+*6$Yu*9cE&!zZD6_teRuA<2eDSTGFe5LT|#dj9)G-Q8n!A_t8@rV$PgM-r3-N;_UiTbP{JbPQA;7%^jntvs+lR z#542=Yg%W>!kSIFnm{;oL6-YPz6~?jBHvJJKVRtE=;}W=*Ru}~3?#I943DLR!i~W- zG}7H1ngK+4bU(Gj^C|-6#;u2$pxhC%tua)C04CPDOoe}EEaci@HM*KGIuyO9{)QDS zOKm}lF4hRKDqxY$lcT`N_8Na!XT5 zSlw-j3t@G!Je?w}3wgD5yD`;+6op_2&DjmOQ9NrhAv+S0o40>riwHTjQ>tdpsUn0_GUrr_Qzi2V z<CVXK@P=I%6#4tOI8s`Ar;J3#JsLZ1frq% z149%u8j3W7G%?Xomjo}7`!9={N$zr4d{Ana%W^3cyF6kE@U0JE0dVvDICU)7Wjzxq zR6>8#l!{Rjs9dP-vk)wSN~~0tC?eNvtnS%gtoH4pQZM92a+S+<38__vzNs__xORQH z`V(@TYx0H^IbvaUB5V@4T*C{31UxS5-I{n@Rs^=*C2kYBp7Y{D?K{TTUzWS%g7GQ` zYSma#E}XG*q4xCT(#cibE9FXvRjx=r4mp2fsrE8HA;HY;pcpG0gG=4{q)R{(cPoW3 z&uFlvCH|JrJWuQ7St}Do<dfif)=n74a zxwyWc@61D5nd}Rkr?FHf%F(2V%1KqAvzj$1l==;E)(GcEs%M@xVZ2b!WRIwFgs6WT ziqaC{ly>InrIaDS0f{H}i8mq|QVN{p5+WLM3uG{?riqSnSq1YvLk;$l?sW=do|l*N zTNv}~KhiPR|!xKQmUlN1sAbvr+`bij76W78V0f zjm>iz`VwjRNT)oio7-h^Osa08`|CVpD~n3`U#V~PQpY7s`Ay12IAtj2cJqIelnXk4 zeAnT`W2En*4re?xf|;zki6=`Rlg1{N$2)*2tE}vHP+ZH zsj7wTGfs;9O1-EqiUmn<^!R^B9ZtB0j~Np6QJk{sCPW5=AxcoQXom=@Zc?kbTCA|0 zk`$`G8P?cDoEdKhG!%r&uc~{SrAEp4%)bh1xK?BNDVR+!pWZ zkqVlKX_q~rp$X4?0j1O`Hm7-|GO>iKtd9v|-VUk|H>-GwDLq1S>9&8162sm&Bb6?T zms_WZWoecn7B(6u5|?ky%F+zT3mgp(&%7iToWWiqmC%GzA|p~XToRX*NM(_Z9vl%7 zi&NYbsVuA*9A8O?hKm=7Rm5x!y&$Yw8J;0e$X1q?ee;TH zm+;)iN4r|g?M$)Dl7hA3MR`XFm{{DhG;?AWw}j`GgF&;IAECCTI?v(_l(uC_yr|GMPqa*BX%?|1_DRn-sxuxP)?a^8loA_4u{%qYGIxjq zrKx5XI&Hnlc((0{5^T7NNlvP;SEmlWNg1vBep!^VRA=v`I~iMeyR0`^JQB3JWO)=9 zuZ&_G48s#yBRrRIRZf+>1lBD-c|qv?PnQ8!aVSO46T_k}N5QEh))(e{m-eOG!e1ep)Az8tmmKamnH` zQi@BK6znEwdc0q{)`@&1@+A|A*E>Ho__Ak!w&xTu{9El<%7CD^+-vEGTM`l zh(P7yE%Gg5P$@q*A8NzSx%pmJG+%%KZ@Gyg%egXxcrn24f z=uMv9gC_MR&xend+~k?)nUK;*pS8n+6)4X;g)6B*dFI&G3Y4b-oRpwMI?pw(sW^G& zQYUevF))9S5F*J@4^qDp9S!9??!1y3l&5OaDM1OCX1r6=`>QH6vp#q1xk*RNVVUMFntWAx-}^y%{;vW3p}9*j6oVBq;)GXkh^@M1x=&S zvDZn6a*aF*t7FSkpK#!9yn5oZ+(>S92ZTwqc;)UhB5s!z%S_y&NLbC+BJeKn zR%YOKT`H^1#medB@xo+rY+WgssoCiDXkik`1&GR5f8XM4^lGk}Nz@YXD(h;3c30%P z7P-X1t7&Qw4wY0@z7w>&s#YV5*BEOar02{}pNmDwzuNohkY+%y;I73F3UG_oXxD zJ1++eiDfb>g$qVD0MyVnXELCT)g|p5E9AdbZUxh;_Y%jz%iNJ zf0%&{o2r_(G(jw?854Ta;Ec|6j}-P~S?|_%1_pF*CkK|tM2=9W9I;g6ZZCmMgc{@{ zFQ)fyf(cR%(*+nf5MD7Aehy>5A&6O}5h*#$YMRJ$m{n++)iAB&D=PS)%8eYMhFL_- zr}*WWf{>(wZ|~QYYMAFE-Y7ZDQ^*#|f8f1)d(N-KgokG=MFB?+Y%$DGyF{KW%}qkT zfEGxT7LvHb>*wHz`S4qVEn~qWm$(`X9=AC=fx%;#FC`Z|EC*sPcvw*#Om8Hs7-bB5 zVjeshEpfoWKZw9f5i@7@4F-?Ufi?CUl9<|B*I@AQCOavS>5altA=7U?alxT1e<{^g z>F>9LN@cVN^O-&=B4*-s$_a|B!Ips3-o3nd2)>g z=$f|V3E9kM(PQgowrs)~8Emf_MZkgKOs^?&Tvr6oUc6etTAL-YW)j9=ek24bsZDRH zCw%w_iAt$)5+Fv^i#>#RFu)>le4>M|nP+98=ZXoUL!KQmE>8oQ55Bz6f6RRF<#k7J zfW7h(5#qr?KWSNowKS~_lv-3v+L}pu3n0F{<#lRnCZ#NC z%`PK)>t)g*bv3<}U&?A;$yQ5O^D-Jt{utC)8zz!NXfs8jEwtIpgo;SMyzQ8g)6ny~YRLr%+r#B2piBHeEh>8Xcs%1wO@T}H1NWspx_+|)p7UyHB*C`{U zInNYDy$L@wZx(GL8exTtRZK)Lt)3+k4f~sRXIm}YP^ zIbs26Q}NLXqfNC?D~u*K9Mgl|zw0nGU7I4g1W23K4U3ts+*tk*B=zK!1xcF~Wvxis zv<8;Ybl5sRfAmP37Rp(V)Em|lnLa*ZgRhU&BW)UcNqoZF?O2YqX^bfOQO`mJL4Cj$ zU``6FY68mYqgAhGtBraa3jx)EYXnMSby4pMZF$kk`D?3-RxN9?m}nIXVlmOmx$#gB zjb%?o@!#sArk_xq$08DMkUA*i4LiaP6!1Yc*P_=0e*oDTA7DJVS@ne7UJ!Qm#tbOi zU-5<9n_W~k()dX5MP=8bQmNHUiyj_P*`jBXsy;Ash~8}V(o?<5@};MikxIVwRGwW~_*@{Ik;UYvGWflh)5wGQA$o3u-z6hq307l+vDGBr{ZTwPqLo7}>s zc&sG})7UVreI$HcCWqhwSI0c`v}^Y=f0T4KY+fMYY}g-(W*@~` ze;_SZOcS4-+r^R3E>1h7KzbA}N?%d4!zSAiC53AjO9u+qE}jcST^sC;$H0dG?qZcq z@!7>1xZ<;m*Ga87xlrrIiRY-z9CXAa^H8+}W&HRo$F)Mai{+Muau+Yj!b|~HslyT7 zVG+_V+V3874|g2TDHoyN#fzndeiyBTRz8S+e_-!B{x*`{Kq=1`>0Pu`SR^;fQ{<>Q zTU&COn^5lUVEQVQyLc8wBzNf|AQz#2)W4RFkMc1bLm!Bpwi1RXhFHA9muPp`U8pxE zPPKQgNa47XrZcpE*CjZ@fVT5d>+-6s`}L9Jbu-Oj^169_f{B~b3?iDcZoYShtP{X8 zW8G4Vw#KyKLtjam7Zqqx(2W}uJ}ft-dP_6d9#XwwH?houw3{g%GupXpp3&-NofwhT za1afljBZ?+_V6@U?QOV>RVVgns=Dc^w2W?$l7_5=M@4W)2R-}}G1Q*r zOM<#4nJs`iH}RA36C73m7E$eeqY|i2URXGFO(cD4PwP}X4w(A*NaoL+bVA6+q^prz z(azP6v0>+$3k+gGa(s(qw_0V?dOKpTZ9n-Yo!<_B?MUrFk2+RtNS%(xIOYj_2uj5M z)Q`>GsW}Dq^?=bXiY6DGJHMhP7n@AK9Fe?Lha>{e$9In|T^}Kt_07@Bx39gmQ}lCX zw|0v5wG%OU+krwqKVBsC+c8T$-c7i^8KePg!qrsR{pRoiM1IUo=Z!Wt{dRB%Y3q-h zntnTfVo_o7=7b45SL6IYYt$LGRCa|rJM0;MbgoYML^UTLW2l)h?n!-PMr(N@JhcRG zMKkA4%YvDkus})D^0i_W+gQlaa+h_kyLgr)n09Vnp+VR=9L+~W(?72-!_Un*l-cKJ zM|z>pO%+!Q-E!f>Ax|vw$SqYReOsErP_xmliy4h>(eb`aMjx-2voUCw*5Ii3#|!^| z78RWdfT`%_Sy74OMiy~e3|HBl1egs;w--pgn3-w43V~?lJ5!z*vU=@$^3X|G8Haud zccRaYBClT$`rNGXXVAHMX{Q8rOS97NI5Srx#)e{S;oW2(G6&tfPE{CmCWNCnnKM;O z4c;QD%ddxxZmF^>GTMts%tg0U%oP@Y-BKYJPYGL$0mqnhu1GK>-BM$=Io-1yY;(G2 zVOB%a&9TAEbgqsNGM(!u%tz<)5^DR#g=z5y#eHG7Zvb`kvQOjF$)}p0j;SSH7Z>=pgSjx7Y0)UidJtlnEfp@|p9RhsbJ28x3^ z?p}my<~SGE8aeJBy8up$NY=fY(+sk=-A&%OTW#OKajwrbZ`@NUUxL2H@@G=?jj9WK zgtQZiMApn7m*moeKaLACJIwqBqtUloZ}En~29itC?&6W7bW}|!N0#V+nKuK;S#1)K zT%IlKDdkfPGl@rz3o|Jl$4i8EvLR!LyyS>j*)4u6Tv;-X$5*QR!s8<%Z|oL67rtEj zPxvw%&G>TcDN`);WT3h96e1?joP|3$sw#O^Hmh7t#RNEqzNAkvSsBwRgvm{!izil1 zJfm93u^@@(xG)VLg*+F3Z?I?Nx%5Q7$vhW}Et+{QBbU^m;>)V3k|*gBm*IFS2pW!W z5Ofwg#XKJ@g_?qnG52tCB<8tTj?&7-B^Pf9f{yCyWnE&-+!U)`TDmw2veq)bX*ZuE zLhML}w`vgXJ@zbR49B!m@f9D@^CXbEcvjpbHOt6Grz0wRCq2V|)x|sI8Llqof2?I( zMhXBoZW9sZYl|1NHm(&F5;HE=DH3iS#qZOOsDuJ0J>+2Z+_bBn;@V;BCXv=I z!$lp!*)b=h3`KNyN%h~8@33SwB+6W@8e)38#7;Kmxub0HaKyy7%cFHne7ijQ$c68@ z+X}GexyxN~B{wh@;vI8mM2G}=ms`uWth-#SV{YiXB&R8)yCm6b zq`Tb7$rI@=cPbHTR?{aGwdSTwhM0eyW zWg2rP^9`FZtQU#yG8J!4bi*O!nNKAQ0b4*ZOw&`d`HXfwz8=+PD^tP|WYC!uwq%^oAH(2w zph4EydsLiH!|oPsK2^1_YV+xJ8`fYxtpaWh=93)LS2EPKn9G(1bMev{YcLlL(o%%E zxIv9gSFedTHVudLrUxmXqSZ(iR4(qN!kOb4k$=FnG?vX`rN(l}pU{mb$Zxv8nEiVhC@f<(*w7g##_zteG6e4FZfW`DY@IVMl!+E=$`M zSPt6yGu0d0C1Y=WXiq(-J~WDiDF==Be07Nr4w00cH%|%amJO!Ov9Hw74ubl4aM6^I zzFwNrT|lZXjllGkaI^U6i<*C54*qqY3z5sfBKBRo2AVb&;Ks?oYt4%^D~I;Q6+;G^%e?2Gt|cr<01A3QqZ*Mmo2-|=W}rSQU|FX7L|qnA{sg?~q1 z{=D(%xW6wxnq%PykY==e0n%~r9zePnsFub(Mmk3z&?2Pc);@qVKc0Z}E!X^i{a+Wip+wWRr6Kl{lF74KVB^J`i?R)MR-tVPPaWMGt&-|%m<&* zk2lFI8aGj9(YT2+3m?|zSDK(W9)FgZCEH|~IpraCxd~&W`ZJ;wFP=;h?0!k@Ia=Kd zxC|>djYtP;5M;`eTjr4X;g(}ptT(wlt@SK&nX{-5xyg1CVX`dmdl8h!TCLoEh{-9Jo1e<+1b5c6%u8CrIfz2YXMKTL~rsTy3XV-Oip|J zU~+nyG$uI>RQoMcjWJ7npEzkRb2b;fguI!HUM7>P*qUWDxoHr{H-Cr0==HL9 z++6e$w?>ibIGe!a%cDPW$rmSftephu0uCryYA{#LC;3RQdWlbzj5Ud|hoiRMtubm3 zw2eVemf{``dTJWg9Q0HYV(d9F^Tj#lX)b$l2WvPe!z~Va3eyw^?Lx?+R69xp(Lj=| zcH!hOC|#yvm^kUFb$>~V+6S=vo130ms%dT-70u%#b*>Xsr_Oa$d!l<7o1U7_G&Vi0 z3SBkzG8NNSeAy|cnq0IMip@n^QOex&t$FTkHB4rz48?3S7Zc zXVval)O;%5)lUl9#e4snoA%;+bJMpat_iP`nm_1>Ne^$0Y=4s4^+{=DN7?A(;iwJG zlcQ!GRUCCpWmpHx*z~P|nXzeCW{pj&bbFYazAXexMeLG0tV5!RGZ2<{7B)RnFS$?v zp$uy$p45gbBW0zFCmc*gb9HUWt?nViG@?wOI@?syM!AjUZ?o6l9WL4H6!Q{$J;X1N ztLF3pffj+)!+(=@2CIjs^`wyfOgI>c9z508!$gl1ujc$+%%;5xa?QPVOt$+45YAI^n-K!uFb>9G<}VEB!kkLu@>EC*g7Xv#a4Gibz-}V*E)-}<}5A0x~I_g^z5=l&ZlRW&6x*j&7~fkZ!>D$y%)U7fk6pOIketH zQphkl*IqJ`sCC!SMWi+HgyuuM%%mEv_Bs=pT4o}8-E!BR zZBI{3@_HM&67`plXJv{}?8GXJVt4ayWU&u=ihn#>t0Flp%VTSYt)#WJnmAeQZs~~> zuq+m3KJN~Nk3*qQcgmvGk7G#dKkxVUC>A~r#Xia3 zTf$m8APISQ>nxhs?xrA&Y$s>bmP23tE?%9TJrL~U^?(?`_V#g!VCOT1^0OX(<~7*M zijmIy6PwcZqije!A9V{`XE3mgwdp2`SbsBIh+-}#XB1+Lb-UD;Sa*ggW8F_Avw*cL zUkQ3=I5g>DJ3b&2{k*W*ir1_Tp`61O9)CxcIYx3a>Qh(Q7g+#yMHt( zPCFcYf{baW>?10!OQ==xAu$2!dS^;i=WE?)x3^C<+KoJ58s%276TfA)yBj5ulC?K& zO|;wiR?1lC4j2ZxyJb@ia(8FfrnECrGNs))@PPdfBu8Z|rKO@z{Q5JiXP3E-%#+MfM{v;i3 zG2Rr89?7zbs2-{Le0uS(^6PPO)S4N&5$o|NN0YJke$22huG!UdYUq0SIpq&iQbXSQ zcnuT`SbJN*1gwW2QuEY<$(CvA!TtQ`(K29>j>f5nQOD7|GFaG^@oH^=ExJ0cOHY5X z@ao(v#dx)M+!J0M4&mpdtB0|P#H*9bGG09rNM~Y?toAf29YbZWzZPA6yuhq6%m?a$ zGjBao4qUu-4ic?zJ#uxJdF$Z>-&)qgn#Y#1_QvE%VCVRi1U3P%+kkart7_?q5$s`Q zc_G+|cUk9paP&Zra6mDXQn?=Hi!Fb0Jv@vuqy6HuNq=!HLv2FRUp^!P_MLFC)UIzo zpk}&rQ~HFuZ>#xQ>pGRTrEGowC`P;^px<6cLgxDge9q86`+=VFiHWV(zpQ`@SXRpanYW6G1fCl zcoEez$#>~W!_)m4p?3^ACaR6iSynm<(#EADK2Ad>2~bZLI1Erv_gH`P)6*%L`RVDD zjJ))bWSw~Fr*LjM+S}YF9sOuASMz+{-pzEhVY`H(bH6MpO($(_~ z4e%|a&;s}@LoLo3a@T*lk9Q({x9o33pUCHr6zwtRoci$uoeA*q=`!iOT!maS0lrkO zo|=I%#;hqGsTd~uyi)ypd6LKE{7S;_e6i5s;A2k|I*P`4J4$- zaP*>>+1CR{Cs}AXdRZsdaP%_CYB<^xR&X$pwlcYJ>2M6g(NTYTSklRr_;vB7AxTd! z@2Z^mv^Q%@e0rtGb~TMCZBf(H%NoCD(?X(U-Ad!rDPepz(}+T@B%uw5=y2iGE15Kk zXorU^oB?ak2pX{VE^?r!6j z0@s7@BdcH~q`iL(>k`uDWauSFypSxU1xLJ)mU6|UxYq+T;{1OdbyW07x-_K=3HG{fN#+1)JCrX7-vwG*BGN~%3| z;j9@B2iY)bhS$`a5AOYVZ~%et!O-$DSQe{~Qh9LjAx^hsV^jtQsSb1R@UXv>kx+u@ zda8^E;w^t00idSlsYh5r@0yesw;*PXBZLGWEHYlt1oUr{454ZKWfUHcloUtbs*f!D zH0+>IqTDEE45}Q2L{Ft2X5;Ib66#bT7q0%5uzbh?-g0305tN7SB>8xFd_>Ter*1R*z7oxQ`59_X9M@j8eUKQDXknV=# z0om6#jqMlQO_1FhPYJT8qDPYK5AH3Jz3HV!kX^KQIP~PV#OI|>4bGAcWOChtwF#=X zlxh~J-qe%hOkaOCAJ_X=ZC>^DX3&)%Kg{`^4k70X@(*%uf$bUSLA_G3Tu5p6$}4Mf z_v|fZ&b3hFVa~=A8YS%=tk=+eEpc^JOgEh&dmh7h;~8 z+`mY0f8hWA?r%OY+PXge`_p5_t`D<^qy$tq>ex~1 zAAURj`d|KZ{^|TEAOG+#$A8&3<*)wX-;e+6AD%`L?)+RpI<)ZW?+;7)<{|0GLnfzs zozw|@v&p$L#s=R>5lNSjvhQc;^P5unLwcSI zb)D`xC_Q;l)-Up)$MYPdq2B8td;aK8jxxn+QC|H^KY9NAlbxl%t|2|og=$&i>!9>J z2PrLh9h9EuAcff1LH7LNpNs@y-YA&;g@2!1ehpd~oX48f*tR7OKrY< zAJg*k^B5LAUdMR*&F7dx2>3Zhj&H{_pGQrV`e%QW;i)}{W`|WaPpW%$UYB|{XU}mBy6YE^BjM$nNR@Und$Y1TIu?8tpur- zZ&zM_zVaCg0C~WaAi(qYK=Gcxi_CleUcP_6{PcND3ihXAX#Q`s3${bNuF?NcyR<*o zF4+3-b=5TASIv!ap98#6?vugYF@I>!BV@mixW1o5_WOv_=V0TEGtcn{TW6p9zV;~O z54BGHbFI@^^T;dj7B|T&@1%*JBdi?#9C7}1j`QbpT;uyWWWSGSLD^*c$o}7Gp9{aB zUHdis2im9nx%R>Ed%VJm?AMi}l<@6{kyq{`>QCpWKcAzn@8^*HJ|fq+vVVQvOJx63 z?Sr!9)iLtJY{Nb0{JrG=&%H=dTp6$6BKsX&r!P>kb>;>7i2nT?rT=n{g393QEyc>^ z6M%qEWfM%oRDZYu$l%xYyA4o&X#ftlG)j{-1tk3ap}~;;EbA8dmLntmS=RGs4TAJ% zSTu&iT-Z$`E9(1CO$ys>i`W)e1Oc?0UDC{0GY3A(0IWI$b6kaV+9`| z^L2p62|hsP>i~@re1Oc?H7J4i0Wx1_Q1b2rWIhKtaranU=Ia0@?LI)}a}Bw-rVfz# zI)k!lA0YE}fHG+xAoF#Avgj-r(0pB!Z&5UVUHvN)&7(3W%yYex!sn>*^L4$_!sjUG zh0jq>V(6nXGxR~P)G&|fc_Lo=D>=+#>d)t?znsUJnh$wWwLC((S{{+fS{_k;I!F2W z9M0E#u}{L5M_k{}@gz@qgtMnS<7c$UnmopNjj#EY*!Y;tF?^m^l99)ZJdchU zzn-W5e4hHtc{0=RF|Sl3k8!TyYknmgd5jZ+JkOI6hq zlR#4=f37GNHstU2!WY8Zusiz!SLtc>)u1rb=j%&+glc15z%Aa`O&{4Oj!)2f)^9Xk z6BnF$0np3#6%^h*ZU^{2V$|YqIKsgNmAoW=B-8}Dw#(~*rSL(hVRDfX8%iIb@^AvH zozw+BGjc&oSI_547*YlCz+G(rbJ=ub@lHHPIn@5m41TUtFU)sTo}0J4^AU?zA8)XK3CNx8tbd#@(P@Rt9g7U zi0d&R#xCgGhJbyFJ;xig-Pw~cXa4!k!=-$>6Zoz}9eepXR+JvT7(Vfp@hniucvfCd z$iE%GyeFzotVF!$cldqOvHc6;_^Fxi2LYy!x1XQ z;K=B*vOy_oSCrE;;Q=+l4gllF(!9<5(94X*=Lc1{WI~W4Kpfd*apEkybFP>&hlPtl zS872_$8BDbx^ksOr7DKrft7&0t$>U^(*$<1LuM%R#fDY)M+>MpmQ3@$aKEHj_DNB! zQmMu-DS&^<{Qy5dyh|e>g8ka-+VO~-0%gB#eSX~9;D)F%1yt0P|-2A-aGLlLlZjK`t`CkT*1=yA~<8wfUJLPoyTqwtz)@L$RAgnXsWGnuW%7~&qzsH z+azk$&G&Zry_VUJT<4mAa>f=mzd3Zs{(>FfM=37#ty1(eY^_NCY*SOmpJeLg^Kv^X z9Lw+Z_EcJzQi3Zz=$Jeih8CR=>)@Zq zQ~B4E)_Pj!BChSmd(6Sl21otPd|6<%K3_Jf(7q|$FWBb|dBfxNz1H#fbq$GqQZ)1V zIDZmH*zTEwt7n+8MDtu;t7b>@Qrmws##-7w%1?5OH}1eedX2`(&*jmnzB~Wy>nhJHPFIbe_Ve%9Kdpbp+P||z z=8jAz3K_8w=z~CSsAfejNQ=wkK3{gMvaMNl4JAlw@txc%?$f!=*(5;FID$B-t9J1s zu2_D`U5{z8Pv#$aGb35<3LHb3cF#Z(FF2j+%YDNiU+)rF>xJGXltO{DXb-_%W zJy&Qd3qMo6Mk&5mAN?7#>HU8~#}S_X{&Rm$U1KH2>)Wf9gnWI~3u8~E0w?#Z^N*u0 zw0}9ReD%wITB->9?@Z0ZaVjR4`TBrXPo*uuO14t-lRMdlbx=Jm5)c2mhL{XRt)pk{ z{Kh9LDuD2%;7<9qJMK@tG+tbx4S+>$XUwt6KBcOgW=DACx1BLS8Qg!wj~1UHHq>?GRC$~WOutk!Kh;!-3;r-pku;+1|syms>wGy2UP}o+f-F`omZ2Xm1FuHSh)`pY*#u2QP3+jdxb9O1^YG8dEHNDy z86rmo+@pToEcZ!2Vp)H+kUNQC@uxZD@6H z5o9VL%%$NhP!kMnR_$1(wOp zzV29VD8mtVdLuAi%OTqr%1yxhGlr)&^fT`#-bFLK?0A2}PRdcb3BOw$F?_ykW+OjY zv76+KjbxuMz9dno>+0SjPFKx^4r*N{my3HT$jaumGNGE6rkapD1*CB*6M}in$bi+n zHA1hNmqykKWj}qcDhW#~R?Me)&iZN-E+zZLiW5_#=xLL%k5{XBwS!xQ?|HQf7mle9 zRQ)(=+|ZLWTz-GqxXi(2e7alSRu|&kk*OO8Yh|_hzM~$R_x(-@7d0B(P83&UFu>HADC?)J(q?n}vq z?)dE;Ze_N2ZVP3i+VmO&J(a1gjOPxwZ;7o;w^VzlwcGlZ)#3_XIqmVy5qGU|ruKKO z8g`O zPN8W=%y9kYW*jOzJyvfoD@&}hV;_`nrkgzU)m{&k>}>LpDz9ww(YaSMOEZI_hHP{h z7(-w>YFO})o5INC(=aGDttvJ|&`QfFJGhx&k7s{>aPvwAS?HR@ZKd4vSl$J@qv zRt_=Zk>d~4BS&d*J#t+8{^^IRc-LXsr$D_lTU62FnLA@nThAN~r#3Q=eCBAo^PVn~ zN6(I>{O^u0`Q3al>g>lejKtO)XXY|D-xnpEgIc_Hj}+xbbrS+_egSMo(R?zvrqB7tf;7QqDY44iDatlpPDxa zqp;chv{jXxqmj9gn=?eiafnr+LA{WeA3|J+cOXYf7lkQ3KcqjZ8(cB{!RevVG{Iar zJv69Wq9LrB^{`n?vZUQO*6MNdq8LnplkrqaW3Gi;z#ZzeeR-<#jwYP*et*q0OhfVGIqh(?qh!YE)1|cqq=mPVdgio7hyPPwk|@vew(g>+|M{^->P;%hQ2o39cn_v= z0g<{K&jV9(7{B7oF-fgQt#X~ZtP&GMpD#N!H@=zqB%aaZpKm^M^9^2@mlwF-6p|H+ ztwnPV@oSw%v4-5e?-pZ`OqPko5O(q}0b^fdby@eAH&iQnrABYsT~iiPRs zfjiW@&g<^=jOw$$<>>JmULMR#wj40eecdqtV=8;aUf4YIMFv2b>|xtI_nH#Hl}W`` zcI1nDAhILNaDOIyT;3O)9a*M2@Lk@>Pc zUInS+Wky5vXM!!hIfc%3Wy5leryCVPS>s2wIDhbEjMpQw>o&}8Gt|})L$5pLh-1X3 ze|rR(f4Twx>O&keUQ`$M5c1-dM*0}Ft$9ZN+k;4&hkq}FpZa!*zjMvISB)qLUj+IP zpF!uzj0VAcoovSai`${fV7cP+uwAp^cL2R2c=;C9coBYTni^t4q3FT{{i>ACLjXbP z?jkS9O{%ZZn|}9xdYf!?46leT>1GnJ#d~D8ZeK+8DHKHr@SQL>xp=;+e^@NwXZ)qEv68=2{ zH#B=f8$z7F8#tw_w)(|(cNqo%k0z9MI!+JM(I123C;FXN*lJLCMC!aVRM3-?$rK zhh^%qOBQHp5XpOYeby24MD$1C;TgZ;ST3lP~Mx%SbxHGkGc z?za`qSW{!VQM8a#dQvIm6_@01ktxa~cHFd^e8GaiIRDafgbWZrAvnp%wVEW9`Kr`q zM!D#xmd*h$$obly0dFNftY6|1Q}-wv{=fqXYo={hl*^+`===5V*R+#!Og z3WPI<$GZV(ca3*tc=#vN<6WAEvVX=JVtD#@SD8R26}y=^*Wq9d5rJE?*c$KFTNEgB z?zah1(pwKHGvs<}I}wg|wTYL;yOqn5bfrVfL}Yf>N~|1rMxg~^P`4<5@Zd)B9`9DJ z$K!anaxl&TuZ$e=%4Px+B>wb}7a)GEIpnR}21G+%Tq)OaT=De;l0A6L9)G00m$~Dc zB=NWxO&UFZN17`~yp(YYxu0~sjUCEJq)~P`xyh(LNHfmbyl{m!hrA(}$iSr2I%x4LkNl&qrrsal zF7yEz^U8DVRIcdA9y^sw8-Egr?BTqEz#i_>B(7(uTx+UlXh*N^T?DD2o#quNgmyy% zoFb}>M%+N{X+}Ne=?%p22`j&ZN?Hed}wv= zExWXlD*AXXbGc)5J+(g(Hbe3nq4@WwhPAXjsx4DHsi^hHov8H|OMjtizRw73!YSQQx}Cm9K{b9dTSaw1w5~mqldj zvENu=S}}q~{#IVqB7fNr9NN4`&*>)ssj_HlJ{_7Cmc>%Uw}bu5%vj5|#AAftC zAOC**<3H`=&X50g1mFK(_nVL_vfHo{;Uvo_2Q&h3C8-nOGcP8pJ%Y>r7-+J7#RO6if_GsC8 zKSt$ub>AkuqxDBFV3EP4p|5Y@w)DD;FFH<*kmzWtx0u7PiyLt^F3P}GLY4QRJQk(Z zKi`fTjnt@w51sdmSJy(kjHn>K9<_@$RqTNy9)DWCUtz{A<`zJ8Y0nt!o~rLF90RU+ zba(R>z`Pt}`Q(TvbKHl&GM>Au`U}}{ zV%hBSW)_R%`}mQ|jupQ;^eEJGVdHs%iGbfcBLzqNChxWe2ZpCF#~{LtooFdiy}0!s z>VI!Yi193~6<--Qin#|0a;>WWMj38Kf^o#NI-_D2WFK~a8p9@^ZRC2dzoVMgxKkHe z8LL;@WM%2|n#V$Xr7Mxd9hv30GG=C4EEPUe@xi6C|rfpL&1|P=E+0nQHt)1MK zUFK&v0Oh~_jzHZS3-XW2h$2UXGsN$(7rrejojzF&0G@}BxC{+K;9!-9J20VkQ}k6) za{LO%;O||w<0D)M4>SJDjRj!F98KebMSSNOLrnYx#J-cOfb$2QyoYXpx;U37M}LjY ztK#>?Xf(|D{nygbcL*IKxy8vMm5DtqS}eTbkBur#I8N55xZe~!V0v35-ms8XHSXI2 z6N#$K&*$`X#CH##E{4X7t0vm%^+k&hf6KjOuvb@)wvGK8VDbYnkFd{TnPB`S9+kGj?e5}y>d9w1kXW>$Re6hqN2FyJ{OOb zmR`lJWR?-{0hpt?Vd8Wcezc;Q-}q_FYGUV&|G%><$&H-pm3y6{PS8-!sekj-#*6;$ zzkOyzkjZiz_<^@GS+bOKatM+S!$U01)w2%Su#(@0VX4IU&$y5}78m+rHd~Tv-B`}R zvMl;%>@I6!lT3^Kr5%9V-e~JugNT<%LbHR>c|BnFKIdB%m3C5F*r)itAy-LjnvCuV zzb14ZW0;O^SGfU4jmBYsJAe3CO#IH11)A#$|D;TIE3Thc)x-!nlG3h3V0i4Kth8QfPZ)96FzzB}7r#s2H z#~r7l8V{@AHWhSo(kiy>OS?`Slty{B`=L-}>e&SEK4`;Rn;bqXo_~IwQU`LMVBt>u zdJeb-e-mU8JBvx$D)x@SRpmW3d(&k;ox!yP@9)iH!^t9(Lt>bH(nug3{IaolD)WHW zbbJ{=Obnbi6C{d>Jiz?);!5U&+=JaupUa1)pYzB@5so4&)DsjB!=T2{+ekkH65V#+ zuz#B^AMJ^ga~cCxlYcPI?(@a|{hlh4moJez{Q+E}wdrGryj{ya4Cqofpx57{&c!z| zp=&k08R{6JCHT-oIn{J3#Ex>Y^y=r-9F%?Up%a@P)R`zI*m8PFM5UWg3m=CPF2}PG zZpy6wK%wrz+L>5f54O>*#V4tIp>Y>i7dFDu+TyOG!4!RdW_s8h4NM7&r0@Y!n{%#b6P3rF=kN%#1H<_2@^^yYbFFX4C zhzdv2-_-!u;1da`zvxio&jT$!0Fs(~`W`iTweLELu74$8R0~+F%NWl}n*10HnU}6^ zt+G?pSr?Qt@$RepboQ6eJAJtk3aO zF_e3#?ziCw4XpfRbH!v10$1jzvOYX46DIQL@_OTSl=<|H31gKQQs(`O)aB!Qq03+X zjibz4Cx3^pOH<};9GWj=Ai6iLMuL8u>*P&cA6+V5&`!F1Vobskix+B?DnBb-b5!Ng zCe%2TEtMZXP(6#UMJAj#ss)dtNhl?0E-Kc(6x(0`I9KCIXHcMR|CNhW^ zk0CchM@R9*(Zj|;Eq)A@n8bDc5ZT=%8)6$%1Em&^e4^&UawXmxUu!7w(KRaZ(REki z#eb-(K#lCR=9YDOhM`D|K}|`D_82m1P?5K+kb7oD{`8l6yb{JzktZpc9SNVhTzT<+ zRrG@*KQUUjs@cpjGNAp~dAIJzJ zE&gHzLw!+=A3iv)$1i8NB9CpL%7j$p@qY$X@_hjK!ZxB>kJ#j%j4Gq%pKZk@(jX2- zPUc^f9uE#5*!p*oKpuCc{Bc!YjL_xz!qDYMmyqDPyq-VGJd%Pwq0DP|E@|`F#eF7a zo-&Q=>PpKT@BH(MYxSLVf#GOr}9)aJ2|`cp%7Sor*2M}K{{ z&p$nru0IE3cL~wo7khk6N5p9iwfXp+Fi)iyg*K1I6j@0+_oLnAa>M+=SBQeNVb7zvE|W@~Fx%LX(d*|Ml*oxs^SAhQA@sI%&6Npcvr9Hl zjIuQ{Y#lsIwlpeg{@B!CS{#U_BLKFkQoV)H)vb|7EJV{#H+XXr*%Wn1&wqMT;;r-m zBhW|@daAd-4})hu4AYGvpk2wKF_ojAE;QinX4jAe*@v%36hgIvey!>Scx31xY5e3s zNAP+RR0$qa2P^`S$Q!7u2yUaUA=A64x6Y;I44%0df5HJpTBn8|qu>;o$Ziz4p2S?h zFwmxx93WeU@jEKlV5P%AcYikzE2W78!qCl92DeOU75e}&0cWErWa#VP&4&#+8A!?J zY(t8{=sl3nP(Wn6CAHo$2TZMVp_P~dGAv?pa#D$qoh)jP_bH-MB;uP$LNFN=d;I}c zXf;x++>RT){+${6zT{rC@Dj(op5B9j1sUBF>BAI^p*STmu*wV$6@RZAGNOzKk*_s3 zXefI`Fc_hE@s%CX#ooikNM!aD%X$D%RJFsFCI+W7M`_GwG2yD?FQ zBmVyMVc4Z(q$1=uAR^3va~4juau^TBA26Qs`16<@+HKF=Eoi&`s}fZ(6kjC74F;#i z1I#~bq-hbeYJbZxLGpo-o#F(H!iSW#*BOw0nvxq|Q@U-TCsO1a3<*p8JmiRLauxWA2!y*I_Nur z=+U!Ns`6XtcT3W|YJAPf?uR-VkfuyeHX7e&8GEclN>9ufYYYq+b3)SWZ53j;QCndg(&5v=knB)4(}BcsNs~=FP8s`BQ z0$FC`yQ@qh@+54Y=`JX#BmFX5A6fggacyDMRBV%%5& zU~L(?FaLMrz)S*9!s31Fo`mHI>t z3HlKhD+th!fYs#K5;_w0pbT)iAHlNa0b52t!k#kW(T}iae2u6j%cmD!16#QlGVHZi z^l(!wa5sXH!kXD)6zOh+=e!VTI9qw?6Mu9gh~aJoebC(q+cSSSB=FKVjvK-H*nLSN zyU)Nu#x-md_&#zru;N&g9k~Yy$j86mH8Un8J}c^Xx9}q1m4<{0FM@q=ba@ew zD3ZZG?nW@i7~w|PL*NFw5w=?;E=L5W2kgS#wEMb~z}_Y=MKBH$)fiULbZXgDet&`I zBHakvJ&a%f9IeTXuq@M4coDEv>2{^AjHAdgfOd`=S*R;>>%&~{ZiI1u?+~Z0%3*mj zNhfSD9_dhx>e)tIk-HH{xfkI{zanMhEeJ-CJXgYruy2{ZX(6;TY^->hZ9-YnE3~!6 zQgq=+Si}eB1J>AqzynA#cc<0@Z zKw4e`bS|KQII!JGMaFs*YDz2r+5zV?S#K?1=aUz~J4+i}18txSc@frfa3HR;#rWrV zJLqsB7%6NXlH{y#l><_;mW%yA)zaa;&%LjrXd0xlrftK>q!7TV!L5E(9n^s@zOB+>-HwdkZeE(GI@ z6)uECnv5XQT?pG5ffc1C=?H z<&UJ!MN2Sj3O7&E+c6dT@xY&}RNOspfb zzHKHZ2y(mXbr}2M`+p#UJ@gC;5GdLYh2ES&JRtI&BXk#dKx7MF0xKZ^5`r4D12D#IL){EeOf!3HL_%!@jvc1KH`f z;H)B<5&s>GYcHAvZvrVcGm$wiaHCf0fdwJ~xj@1cMdgb(Jb%NU;fQ+Jv8j+Nirjlh zFb|R`qJz;PrUHfz*_pe5z`&19L0n+`&cKP?m~rAR+yb2es}2lAK5WWE1={&O0A*Xu zwjXH~GlnIp=8iqUz_f|6u?Iqi8>ZpE*P#vLA%B;}NHT5i532EiHOeJ8znf#aFlO(1rfe>W=+K-?TW749M@!j0tiObCU(nFg@8Rs-_`?T1DS z`8aH04q5!|79&lYec{4oc9dI**|%gyT2D8FfM^u9VKuE_a_Bbyq02{V5l1GVHfY>N zk2B%2uGfzN35HL`Vrc^oI2r3q2hW>LhoX_t>{yV8W`AhAhsB_iLKM3vn~Tp+FuXYn z7Sl98%g=2X;H@#Z5q*L{BZ0fTM!}$yd0Df!0v(O2xKMZrU_MMn+FrI87hUb#0mT_g z5x=N0n5AuZ9n6RP{(m`R#XlCh;(|rpzlacUn_$3shfJKPW1&XOSF+zu&5u)+?=&GX3DgvbPt;3>2pP z(Tu%67>Gs%i6sR`jQ?}>!8GBY7Zv?OPh*XMCV$!ttUkf0PR0$m<&V+?gh=czM0+2 zr<%HJnrfz(=2UPdgX42e_bw+>bbaFdcxYzu^Fv`v=|s>CcTNPPxJU&q6S=x5XU&KaK{R7BISUeE)-qzxQ)O zm+k9~57xq=Zh3JoCbt?iqaduvn2P=7qoAy;(=1$O{5b^kq&Jn~WKeUDrW{M_>= z4ii<@>4@>Z636{Ro7T7|diaAxo`c8bw?aw$iU%Z_A5!Ic6asP>YysSDW2lK}(E|f@ z^nfWNqJJXU|My`~Z2Ep-Z4Ak>Swy%@v$RdOi>yBw2ogwm@n|H~(yBeon8$dE%aDO@mg>ySLRj$Ut7ZmNIJ zkKL`$Nydgl+MCPg(HV`p|Nlgoc|1TfdHnluEkiRpcqsE}vrN|EnghERwTYnEA5w@o zXDIz!WwIqxsZjO0vc}S$F2Y#Sszz;^SeQD2+TTn)W~3Yf2(g|FClLK+|9@M0VBbw4q-2GiIK8GCE+A6_GqgHcqj%+%k?F*@3DC9o)dU!03ab`@JXR9TqX z4{NL9yaQUTK5llvpI+Sy#DA0zd^18pYHma3xZxxR3`f5IK5>r0^}r4w$;^~iWcT8a z{rJO;T<-BpJlgkcTF=eZZ61Ha;e4Md|G#W9#WbCj+{j}54>xkTrxL2UAK5v_k?b7z zBo`_zbW&NZ>w5;goIz>eMA8T(9vryBjyKsjEbHU$hcTg!AytbZBc{$!_*L)kgU zqm1IB$iD9`W#ia7beA$pdiE2bh61pP*y?}uKu-~BtOCj?NS+Fy5$ofnY^qXGxnKD_ zLB}#aT9lZ>Zf>+nVOvX;XB+g!<6Qp187x2gO#1SWOBuygmEeO#eQBy2c@^`(&QM5U%k-kL?ac=O9g?+|H;Gdk>|4u{3sf zORjLH(tT85*Im!XVOU|+ig@JwQAQdt^j(Ir8E1#LnZ=5q2!9&$4nNol?tunP1VvMR zET&30PU!qvI-xU%WLz9ZBuf}%|0gg^f|JVe;RdMW!&^-TZHIw z7d1GIHbyQm>hg3_UqK%)^?8D^7v*+8kJHu5i3O*5USEd1SuJVeZ0W0Z`gp7J6JF1{ zM+_XxLq93%4UFL+dY<{7@P_ZJ;kBj58fBH2AlvX+gMV|+SA@TzYqt`B&}q%X)dS-E z_>K5CuUpMD8(yoLVMOk?MrrQH6WQdh-kM&}?$+dq%tzco&C$qolaP8i6)<>tnR&z! zqsv&hqGw$Fea=eBc>ciaAH zF3-%vbywV-ug?Os zIe#f9GMeSC8E(j;x@qp|M#qX^470^}MeZ9M1Ah?#$D+3tRzQ!4!`7HJ(UGI5Y1x-@ z0_IGRD-WRxoUx&x4R?1t$Nk-U#VZ`%xP%on=m|LqWAnH;R<-{itEVb)#6ZC*{!>Elen{k7D{c?RoBpojwTk~**?LdT`D!ZwOIx(1+g);tDn7U{fe0}$lQ!i22~u)9br*-_Qc zcZ6SVcC5Zmgk34O>I8a-9XPswr$3<(Hxph-az0Qs;rxz-yiPKtPVc|G-(c}JkuTG3 zwZagQ(m%SR1cQYRJ(7Va60mbBk@eCRCh`B81byJ0IHwhwOtsWQ^PVepM(ZIuduS#`{eSvp6-9U+ zN2TZRJZxaP4iKNm&ohT$W$}sPAtfeB%_|smx_N_vQri@FN>OOM(;f}w42w~#IPIRa z|6U$#=JfmJVS49@rowZJRzuQMCKU)6kHn>?V7(t4zmt%y*KGugb`^|Qz6KSrhXsy& zi&fIJu0h4@ookR$d;3a{D1SHl%>=@?i(uy<*^)K3Kp89ad?o;OM!C}>B8RuINAJZo z=mUDLLB#KAsq+yP#I}_Qw{~NZo|xsYe^*Zm;lmw)OxzyBXU&s)%3R{SyzF52D87+6 z7vlI9U(=_aVJ3CHI0y2bk3}ROj|cOKdng|{@QPOk+*7F1xG7}0S zmugG1MiWGy*d@!YKf#zid<4@JjO}?}g7aXRdFWb!7h2GWMf(N|Eg-UQ;l`zu)KpEN z+?qA!7A#0+@9sxf2h20y>0N|M1V=v{ShvR25+|tdt-El-@V&tyUhRVxYKxpBhGDE8 zo*@J=NDC_`K#@lO^MAxS^iV|9*RR*lvtM{*eEl{5tbI-6I>auJ8= z4B$)^?5Bosh9;%M?{oXozrcFy@*#pNLx6lS;O}E^RVHPOClJ!76BA!0!{x_!VzAgy zE&9Z*gu4v-Ga7jp-x2nQr81i0{$wz0T(7jkKT4_Qk$9g8nl zawNbY`Y*{uivG)Dlj8sKBec2Wu4e!s-!LM4vFiAv`{$O3c{2}+f&h6K`sypO*-sE) zJ^*kkG!+S6sw5`b!zdqdL9FZ66W6@(9~HI8e4DC8*74wZCz(jltGgwN)D2vOI|X& zz$StMN?3$tC5nLLq<~~e`jUen0!z-wN=C^bf(S}j36ha0Sr8GBoR7PztGe>L`PKDI z_jK1YQ#DmH(>*aokW=OJZOAp8*SfG0M%;j4JZ970akWxcO{>x)x|CcaOvJ-T7cRUA zI6`54r+Ks7)^@zGYSco)U$N^@4{cDIQqAto8gbO>F-q`OzyExa)0q6$O%4=SA8NxfC|_ z9^cGgBC+-Cn&idRyLYsWpXQg~Rg0cjstxeZhk3>w;-TWg4(l6fy!O)-)%kdt@-0^f zo*QY9m-1@dw{JhOc=6arNo%7*Q{T{OkOT6Iom>pKD&%fCQE${LD&bw(wp{UDj-5ju z>ts-WU6UcrqVN)->%O=ad~{K~8f)77CySL~vgS1EPfO!~wl>c#5=ja#7vhgBg=>L$ zx}4Q?oN8eb)*JWUuF=^D;-%4nDrOq*V1l^mbvkKHCMR8)+6 zKo?^i#T=zLWRqe6`g4}XPp(!xSopQZu?-aegME4|S%B}6{du?-CA5YQQ{WYLQtgTS zS#=xw%Nz82@B{C~Z7F*wOgCbR#qk>VE0ShlbTOz;G<6$uny=WMAZ|NDVH~hS)nz%* zpWI3}WU`ssY{p+yXC{#OGt@TFrJ4?rV#Y;(Yk>SuQ|&$d!2;c+5ee)D1Y?PN*jc9g3M=axj4 zNQEfDLf_JO#&~X`srCNu2r6N%N+_WHa&aWw$=ClvNEPr54)|Ip#hvVaBW*nTSuryz zwDExeL!rb3!h2cgvo;4$USC_xn`7V)fi}A3;$`RT8OypKm(jN#wKT+40BUH|7H%-oPK7WSDj_zvkOkaGdbp9z3Fw^GdwyBJH?odXg zxef81;JqvBBh+lLA{_PNM#af&IYG9XZB5P9V3GAjL~j{(Z;bBzd^N|#wYWtKA2U=% z8}r;t%DYUtl+um|b0 zJ}12?rqB*vqG|_kcrPz^ibyG}gbS31rwOkugB_~`pGihx{xX|kHob*Jn`4Q3ej4sxhzVpBXH!`ek&R!@ZJzQ9xw_Q>L}8Z^Oo zzvH29mh;$YGu;e)wwy9e!p+YH#!UocXK_Lk0a+>MHVn|F*8M5F87%ckAqNX0656?* zpjBQ&RHO2Vm6k#`buXGPaZFV$>VPF{pnV%Wh!@+=$>&hP-BEP%3{oN{eVk%1h{f&O zbs=9t0_)~=e1!r8Vxu(ipUF(6KLrfiPhWSd@fEJ1p0V4!p;Z>gh-6JIzT}+Q?;|XH zLepSXeE=z9Fl$S4FwRHJR3erl`wuk|eL{*X)g)nac1S$M{Yfm#$}X*WNS|GoQL0^5 zGkFQ+iM(d5v~Q_W@KtL@1;cf&qlsa2Y+>@$&sM>V4+yc4V8(A;r=riUu;6GV!Wgre z(9GKvZ83S1V3KgbxRZECY7`yayxnG>BmayYVE?r@ENj$Hcm|K8LYP`V(5WJPwKDA1 z9kxwy$JK*_H%i(mXY5`txWk*fzK|fCE5;ezWQRmQNKbj-1d$ZMGuWanF;98%KvRyY%v86xo)m?nasS`+$rTAB$c`q?>g zR@}58E8nL|1-VB_ab%fw8&e~#rnbO?5ZLl3k*p8nyfA0#7|*s(2XAEaLNd=vNSnhF zvAD`R&t->EcWMwJ4Y2}GUp*y1WVY+TBrQ$Oa;5d23pJm6?A=;_jkgNL*t|3l z|Gr%jomhq2iHC6ep9WM(i zb_@&rWqjODiiNSo!K!tjsmnWT867wLO6{z{FXi^8T5mbcb7_Ho+o4}kDmvFSkg+^^ zwtU{c6G=NRb+{_BXXmY@(zCW*fbxzC(|!V4BXnVxc8A4|$~PzsfS!$!1~G1aPV=02 zS+HMC|Jqgc6njKaoEG><2o>D?1~^2gCqCG47no)M%H6*ld+K0Y^9 zFRcktE>SX!&vE%o^QNSM7`~P%Bjfhz)r5&5!acGI_c%w>ur0r?AUPP*sHL!+{Wq%q z24(Kv?CSltS`e=iz^NxctDv4RAO9|Tf@U0pLqHRn672yAdbgi^R>1r!5 zkBHAUeChVihtZ@!5WFOA*cv9Gtfqv3_js=@cS8l1?F?rB2BJqU$Dd2S@1^d%l;rb_ zeDRzTQ5p-09Dbr^tlTs}D*x09ohdk{ii5UVwpC=sW!9Yn)|GLYF5p*8wNF_W1xeth z^gjbi&xkEYdCaKHiXNVaWW{}ZLrn=+a9F%4%vkk@M%BJ*VM@$=wKtXz|7OLA5mFgS zk_y(%u);YTXT0B4;@1%hFG;e(IgsYtDtKVS8+oQ*!*CiUXlk3}q!zx=q3L_L ze7pwIsiqW&%hncP2{n@50(XXUl@LTq=jUW(0)zQ;VMBt%6QVm<`rTnlWGm6lxs$cH z_$RLBz+(2(#)3!^_~aVaYNDXGZsBy4Vk4~mvK^n~@Zsb>h+*vunkSW*5g)th=l_zd z4p;xKRa>nmS{%p79c9EcFrc48c6n6~?+e%n+zzaCA5u_!cV*T7R6%{6%ISdtj|PeE zl(zHfN+*-mmvW1I^u@#EKFxe|tv>zY?U+?~*0^V8w+){TA#u4QiE4eD)hTI@!bw)S zM#x6lzOBWDgkHgB+7!-D@6LvqC!Qm7kIZPN?^xkZiR=_F8JLivAi_k1B&nuPcXfz{ z1prospQ9nF=|1jJY&JALn8oJzHOdG5dUW*qDxSes%yF8oLt>(qN}V_xR1Z*3e8wAj#Bn{sK+5L=U98ZJyOSQRX>)=}B!;AXFj7kNu!px|!7XVl8d???98Fi6zgug~O~-Z-Sp2R^S0G(+v(i;R%l1J@<>y!i zKhj|SMsGAw2z@f5g=mPB(2GOtH!rS%PMu{dN=!^cXNi4iE$eBvlI`fVAbuNwW+NZ zi83+ib5ok{gdDXSy5$=n&|G|m$P~YSlr2~+T-)Mt!_${Va{|^i0@YkXtf^iQlW?K&juWe{_s;mwszgdB zg_^&P@=aBi-H{Qwmf|P(5?@?uGw<*Bek9TG=q>52-v{w~GX+Jv8tX)4El#Coxhm-R zPp^(yOdW%g+1Bdhx%dwnSOEX)aCS*C{&RB2!|!l*j+>?`4`-Q}Y*&0HzkDMD$H&JU zU}t(IwonY#E9ZDbQXoDe8Tp)6{s-Ve8`KuLw5CX2YHAZYB?$X~6phO6Ek55(eD)A) z^TBOVT8NC){ZNy7X1J#$ICv@t~e^n3`o0t4N|>@C!Uf+ z2X~jnyTzz>d?T^$x%AMg+_N%&qnnG};NeS;F?M8#;=bMxu~9)`A#p79D|q)O9f16J zV`}JIx3|t!mIw0ENTD+CPQ>6u-3|KgTZS>ddc7e;g!^=~FwLiuG_K{c6|89_MB+sx zq<$wqMmy2%(jyLNS3pYArkPD=Im<)Ji88Z6#FkcJy0gSe@O@oWTJxJG^4@;mBgr)0 z?0aeVKjsynU?&MGGQ)S_)bQUMX*t+mD)WTZiOTb;~UkRoz)$Ll%w<(toSc}iJ!^w(*2CIN^_Zo~V1nJLgUt-y_C zK=;WM16R68BcjGxN&K5&UftCJ4s{0dk*2-svR&kF>K*ObA)bIIKCi?Sx;Y1bNE2gX z8q)!ikmkoueR;HtSJ}#B^U_S~tRKg~7N1`lEo*tP<&)bf)AaWn>a%8ABoeq78Ogyzw| zoc7`oIJg6JjD?#7F~t99`(pq#&e)Lw2#Ky_wYBzT3234bDcAYs2+p6zy$kmE&`!OXAMO*A%JICHyiO}xz1MnBZ*bwM77 z5b^jXxz`*&=^>+85c)&#A-F}TPHIn6mdKT6TyK_6^#0=|zPq7|imu17Nl3pO=6T6b?c0LH@h(x$#l|k06Ia zp&6Ax85pw@vFsK|H`VS@#k%jz+EdnO{|6uZne{B&+{*NsT3W5FW_zFY*A2wwFhawmh{vRyBuINSn aJD@BS2EncO=+MZ@%EG9Hh1K;msQ(MJMCqFV delta 36802 zcmV(pK=8l(n*+d-1CWUWHn&8PjHZ9SIQRa<^I19m6W@DJT=3_UwEq*|IkvlBuTRSH zpZLye|FH4?sdD@$zP0WjHr~Hf4t#X?wlS}B?vM6!+;_)0&ULTG{#SA0`s1wqE@St> zy8GZi?z8`h^N;;~_jCSj&+DU(A7@+p?Au(Uz-|oAaDk8RGWKcg9KUx3+Y z&%R)IBh0AmGABddW#6Mv6TV}g1*!v=r$^ssL;N=+m z;Tp%swR;t>-@Xz1#%%kNIa-4`qib(_qCxv|w`kDr>gNSJ`uYJ!ne(IX2j{wZK;PGY z+cUcFwh?@K*;nPFjSI2u(c^mWZePm>9_f?Un|FHKS9JGn?+5v#H=kg}V0Y(z zXZwZ6BwDm07Hr4G9=D$ioUq4#FZ=qq&**_2!T6#bExO~O-gb!w9Q(mRzYoW?2Kqf8 z&}~PH_5(O4?P$^do)KSAqeZ*pN5nqh82dM(uaBDttbM}WHB0pA{bE6jwtYnx+cpl| z_KZHV?Y^(gvAZ7c>UP}w)aa|xP43;BcGJ+ehHNx#cZQR{;EJXVy$E)Hi+XhTxVyMZ z+a9|qxS2e`_)!qnr=GHH-}@Tj(nfsU_9{CDY{%eF*d1<%)_pAzOTO^tICqD-eVg$n z*-hCtAG>Xj9gc8i#uY8vS9kww|1y5T4njND;)fO4_io9y8DqD-3QWeNdG1Ts@H2J{ z!*eprj@3Qd8DVAHwXA4=X8fRS_nnGtn@{53$%tAskVe>V)c%v4s zfBb#Fmv(sAc3YEwHokY;y8|C|jNRo{i+=irzu>*QuE)kVZ987e+r*=_F81erQ}#c1 zkBL*Yh?zStK6VD%!R?Djc}4 z;kb9`frBvt?cI-HIV+-TG;BpwgQxMQM4Q7g_{A$u566thU^{NKti|IK_I@6Z@F1Xk zMXM1r;9&|*0nfg#aPTDx2Lf|BFGUM@5O@x_Y9t0|I6@{oS9%aM;Td(wgKz{7Z#{qR zjT3c6Dl{Ik6P`7vJcwH5j2rpIw%&9^xQMn!n-Rw&z_^pK1`~hL;>oys#8)6N?l+xs zb9iuH3a%S3&mFN5o~lEbzre$5alnPd5H9v=cn~t-S=AoA!%Nwha`Hqoo-uf8jDe15 zeyicSP9N0i=sGi^*c~25d$bZzZo*hAta78lAmb4ZgzUQMQ{1nr1 zoDp%flpgOBddfoA+%9$T(&8b5hiPOqWXDZ-IJU$o%kHG`FpNbz_Ql#K8XD2XDLa1I zh~Q2S!YDj^j^j&e4-a2GB`)C(8Z}<+_yfWxTpSX^gF$}*JZ3i=x45oiSd_9 z4g^K~_lg(BQR>OKSP+EbSJV3J?Aj9(L#Lxu;H~ zN4H)PwcweJE$s0gg=aC0Z4cge;b9otp551v_&KLe)bUb+gLzKDAbm}Grag7`@U-6L zLG+6YrI3xm`-o$hAHfj;5!X^*bu%8;>S$c=NFsmX*&QhQCPwjn#O34*1D?2HEe2wA zM2xH)iNdpDYzYs#@j+KaP28uZV@6z!rcnnxxOVWUyR?&W6dv^YBU}+kw@Wbzg@L$0 zO_>@z5jE8XzM^myQFD7#G=M9jCR~ghtwhwUmyC#*=rn3fjer7=o`DuaxBiCAQSE8^<**hcyqc4KqdlVAxKLAJ0*rV5XOdgIVC zJn9GAr5``}G_?^=TJ(JO@9jax8lE=g>1^Q|3@wdOFkBHwStH zTN9V_x)iFnr|?pfI|?Izukt0&EeEgrH5lPL2W+r+4$8}}xPz)u=he~60Z`Y3S^yu5C!uh4~A3W_+SMEMW;rvn-dQC?2%PGXQ6wNQcxKN3j zUC){vdhqWt4tX#p3>Pm>=ezOsSZ@zQ_r=$EcrX%Ge25eEqF{c1#lu5SyA*ep91P}{ z;`DYP35aO5`0Vwn@P4_!qqsGAkZxaR&KS{>FXY}7r&&0N6E&v5h`~BhV+vedUW6xu z`Q$NI3~|H5RC;?H%Wq!z?a|BSW=6FgjOR^d&eD4nSZ1t&tfqt2*#R zsbJ^YZu1?LXLu$r`?wi*;W>5LZwB7NfgL?dslJBIs6^j9rm?G_6pgrxK|tZyW4pT2 ze->v7YND%gV4+j5h`i-?N{lM$pr^+Jh>~=SIB$;vQ8CF;sUs2(0oE9l zP8CnfJQ3{=Rveh$p#pwiQI*iE0X1+0C{$t?9cM%#I5g&)HL3we)H^t!LWO#!a8!-lZh`qQ)N(Iu5~hkZpV&F zhg>YcR=04SS%FoZ1~v8gsl|@~s_Hk(wr#XSE)2urQYmd!M$q$g;6-hHva;Hm9EhN( zzV?_-fd>pB6!lrA6{|&bTr1m?t`1j!L5oVvEpT!P4jjB4`e_p<+h$ioXJlL3k(YhO zbbkEgxap{UPv^ObxpupPpFPo9uA)d}A z2MS5k=`duyLq+@a* z{M|zpOgPXfZq}mV;IoFgbX|-qUJA%S?s~|>Y3nPGz$^7eafRQ)f%tv-*+9K~!tS!h z*!kA&`dN+atio~Xf`5`)x;@r|17Yy?oL5E8IbbVRz=4eM_FO3(G5cOL`wj=D-#vp; zksyzcp}`ufw+jQRzG#dC>=D$;xAhfGRIPV01iYIB-nfj!GlmaFtaBc zm9jDQCaV~NT!Agb`w%w9N853-Q=_83f?Cn_!U$>K0*oT6Y?DV35MQWODn5g*hzJh{ zLMsL|%?=FQ2VWm_?6VD5>?+3QYsVZA9r9ceNP&Flq`bwW>BRyEW@|BK%Of!O9w;~P zMn;h^Kogc_;J~vB$cj%FO6ogGVmQfujzajp9~jK)l9RR(AYpaMFy#^?+sSs#2wnYV z6$Lf|FGlz`o3&z?+`9(taO@y@z{4q@it0DWBbTn=*vIxugaB-WRn$6Sj04Bu5m7au z2bp8Pl1Y4@Vrq`rLM)fP4q_ zH&=}K;lY^ZIyDZ31Hl)5_Lu#yJ8aHE!$w}+meK*79d*vOgq*;GvR_+bX5c_jYtyk6 z_2z&T_26H8@=#gVBMFXhKR&3wGf%mg{j^)aEF5?ww?nT;l%sddY(rJQigI)<0Zpn8 zU7Qta!w(dH3e-c`WtRi*1>7*cyf04gw_rmKc~HbhKe&e+xC6~o7I2XC9NhP<5d8690e?KC=?)p zQm&oU&tXa#jv^{K?m=hGNRV=v7wvn-#S=A4XgTZ%l%$kv*KDAm{@**;ce1SP{J)f`2C6PPXLg$X5BM+ZU4u*uwV4hr_r-+6iX z_z_aBZzvgq9XO&`E+`qjEn=LYWY}hoNB8|m2swMR804zr zWu$k=!Gi@5bd1XWwwW3TO0FjC2I&siml$LWeGWK?uNEIrqk{?ouFeW?P7BnbnLZJJ zzpyzOD8#qAyd=aI_VtlKFU)wephVhe#_6u0*=vw@$43IcaNOl1f#0z8fe1T8(=Y;n z>(I~*h0<75FoZi|#L*Z+P65FPq*W_c#0S@8rupE6Jp~jm{yxTE0mN09|IJ?#rugEU z*NY`r@x-uuM1(t_vpO`tzfHW(1a2gMUR(!rQqjd>UbOL?y^Z2XvM3*VT6 zncp^`f;zNBK=AV0o_qy^T04?fuEy8|D_2j$pt_}BY#Za7Tp~o;`1s~%`bk8BYp@t^ z`%;U^0Fx1xeIz6tjsR7MBTCwTix0F2%cdTkCUB=C9HdBx7d54=PRTU}1~R`n)NNGW zKpo#Vo^vFaM3`*V{bnW~hmc7)j8Nvivm@S}<3&rNeEZGeyGLe5tRx+WJidP{ev*rP z*~B8l(dFtKv4{7;G2HP-l^owiiQxXyjFKBTF;z7ST8s9Px zG1~bO7G^p)i48|L!-=}gH^s@(1`>I!w^>wF zbnv9#T4W@aF@~R9zGs#(ho8n2;Sj$USxQYTL5yNJ)G{)P@Ju6$5%_N9<8VaayS)TJ z>|xD0T%v~uJ;oCw&fSL9+F~HP&9k9W!=ER_h3p~h&TdBbkRHNpBoFItO73JF^Fla- zh;Yyj4w3De_Qc@z_C%V0D8z6qIU*|Es_FwUY^(x!+7Lyb&O@pXLDZ|aFiIhaVNW?C z#@xvS29wBALN}!tS^sVPUXWsS_1lOd9Jg##=fY;_7oeE+34n$XW4Pe&E9pe6Z$5nl z(&BJ*IdHamCkM%KYP}6^5LSdOnvzLHu9-Hf2!|L=_Tg|`azu!KxlIX+T!f<=Wkgu4 zxkvy7pqs@P4x@}M)?0HprWUK0BMVv#$27ATLkBIW`$|MHLWvQ@7*5>cK!_~X+vJge z#hOS%KM9Q0+sMvS6%uAh^dm~`1{!0Cachpt@FE->QVCuR$1S__igBU0*~M`19OM+? zm@iC`4HI%lOc7Ck@|$9s!Bf3)sXXhRuc$KCHJVxXB)d zV;DvZ_PX9;7(@_O&)th3R5<@KEC`1%EiBA0l@30YVg>8{6Dk-Eo^?6+G0isf2gi%u zi*_kJCAt^(ls)ye%i!MIa7>GI??_0m-p=qwa|~1dhVl`ApIJMI=)u9@K|n8BrOZhc zp|>50lgrY;^Z3XOhQPN^%D4Q7^}E5L1qW<>-^Q@$o2#DajG= z_syXocF!({qS$tr|BFoNcGe^O@8y^dYf5_r|9x}xi(yQVTFg6sw-wd|8VxQd{^mf` z3{7WGnJ1ml7-ZIPTMtPstV8!Q;C}p>O&lihOBDwsot1X^xPNLmmY_t&O^i zls@U(k5Qphn+=TZ9U+o4F|^&Th?t@XNpq9pR(4)S<;4`y*FNqe;RzKf*u zUN+&przZ%_`{rPj+}-Vv<7QfA^sPEPsm}__`{q!tW=OCRV0n2|UCsxNOx`zJshU74 z5qWg5W!=e}LV*apCwd6LV}OxE$(tPk(jBk3CXg;1M&ul&n0kqs3rCYfL2BQ?Lmow` z@r{^&gF_@Bfw_9S^dUO#c?}SbW7xlZh$4hz^YB4;g2*c7D zFgQgREn^T&_q^4}(mk&|qIAdeViZXSn>}$g2N=$K!lBfv8?{q-=~{9j)-K-9MGi$6 zRz%6#z24~Sa(vM%e_dP+!n7bfr0?qO)fd8l?TXts)diC_9mqG@B@%-q92~3{7<_|+yo)$`VxNfF_7gynMmv01rXo-8yjnpNItT(#ty(6|q;lr>1~qRg0cr5Un?L zrpv6FP$Q#wx5Jm-5!cO`46o)En)W;vL0s}dT0RA1rieL#YPrS$>U}34PQDCHt_4DQ z$U`EDvEL+HSM4uJww}}>3lm+S8bLNjo$gQQVWpmeST=?-!)-C#PiWUDTW1xKo&YZ~ zx@L%zWlK)cD4Q30yo_^E;qwyPV}(yI*%v#9xu-b)VTn%zzn1tM>Wi^d8Kwj{rTFQI4k>=# zESG#)@iT~8{T;~%6hqewu4`VLD7X$n6_@@Va9y)Bo!~lvz^3s+@l$$^srY%SpG)zR zDk=%rT}6`{QuwTT`AXr_i|;JpX~=)vf}KDG;t?Sn2M4nsD{?04Cq>S|?jRQKG8;n_ z?g%71iuz*VE)7kE!d)(9NS`zGK|daK%~RyuVKvPn@`}2uy|UhBEzPE61$D(rggzpb zv^6mU5I@e+nMRJq(e=Ssu`s%xTo+~8ddgOYkmm6rC4f}Y?4IKgX4hRS7H5Cgr{-12 z*>$ZSISkr$FCr9Y*O%sl#M$+w=p@c=oO+iDn>$8PXSc9siD&2$*0j!$g*BUUHGy#G zf-Luod>dx4MZTfde!kGR(ba!$u4f+}7)WUI7#>Rrg&TuwXr#M2Gy{n8=zeO4=T!vC zjav^hLAfJjTVtpO0ZgoQnF@c;Sje@*YIHSWbSQdH{S7NvmaYXUx>zH`s(?j0PmTg7 zmlxfqF19GT+u~D#=x$1PejTaNSq+j=qZ7SmNuv|Blv|og!s>2ITnMX+<>?d=4Xh4p ztKx9RyZh2OS6Cg^rN^ZbC3g!_6(k4pku_pca(6;{95vj+7sSY6c^QA1J3?_GP`W;n zfjjOgCR7mIJs-hN3`Ro1R5o5`_fnLSpy$oGMk;oOqUXsB)ry{{GJXqqo+>{JaZ?f6 zdYs#=gmHwt#XSh*je?r9DQ<~y!&O`#DW^FvA(Rm2#Co22>8-tLMA><1^eF;vcD-h# zw>i53H;QLXCS*qy)aQbE*g-mCQMH#i^2cgmUQ+LKi}pr&4(9T%PLQ z*10?x8YOeNv;yu}oFIo{DP=zIh$X8Cq>u{cDq>z&Bm!}v_ya=}GcFWq25DmALR}KP zMDD*VY9_hMW${6&T`tR|Q0(%ECBU~nfCa$K^W)U9T$lAsq)>keO;ajHNuY9}y3aze z1S+voS)zzsv$48of3e!Phf2MW8_88J*CnJ@8TzKuAmG~d`8 z;BpNw2omtPtaoeTaaj@AdY8COKdk_*PG9H>=eMY(Xs&V}03lS?O8 zb+42wAy&B}`8a>%h^5-g_=E&Aw}WD=a11VW=aVi0P28;%!aU=GEiLi4eCBytC(l}$ zC@P<(HA5%}+NAn5(#pi5Zt132EAzChv9&VKqSfn`%0yRaa?Hi`{d{L0(#m9C;5?0` zGEt5uMO03z0-e>YL7~)dh_gmGKTRzM}m%z}_ zf2dNyBpMoh?)E{U3k0E8ajnwMJbMaQa;Oz2T9@%qi(#nei}!q~Uq~(U96zgNo`I^8 zwY;Tlar=K~NG$Vo4c|y-bU$ICWIEvi*>ik7ikevDUf+tEXHNWBKJ#=+pYoZfR*W8x zfF@i56-iyfqb_9q%yW9a*!r2V+CBOdikg)oC{}DN61K1ycxr5(%g~od%SSrpQQh1w zi(^uC6Ww3uAzN8g%Ku7ztCu=1Vajh(F2X58F}Hu4pQK#S`Qy6|Cmthx7j-z}p%Khv z)lEEE`j|8}u`GXBb(3mAr>9UcE{05WiKY5Qu0?g;d0S&MBx;Ja1VvhgXIU&W{9&$7goR6GCmJI0)BU@ zqp#CQ?egWhSfpYLEr3~d!6Z*)waf6x5rOsf)49;_;N{_YBz6hUZG5!riupQI?6Ra_ zt$0!1Q356ww=B(^n8hvOx#eKcZ01L(ZK=+)cmt(vSyC_8+Lq{Z44T%qgy%9hy3}{M zB+)vRCFK(>Q(2ltY>9o+^Ns3^M~8p)mlUPMhEVLz5~a)?qCjctG7Fuy-ef%6_CyIb zT*V|ORoJUjhu)-&R(-!LN?EG2cha4VExcXUn=Bp)T3xa{ii=l9F%E{|iL4QxOSmeh zN?ro%mY_^QHBq1uRoOEvE{X8GyX^7xNJ&01+)|S8FypY4WGShvc}s)6#N&T;d_7u{ z#oCRQk}M_ZPf1CZl*5*kWW2w)6NsfGp+7&Z6G;vB@{_n^aTzJaB})o+6Er>EFJ0?I zJ`(woiNx!jpBjAGGr(IDvYg(!p{UpziN*3kU7vcSBtsePNk>GWa`6`V7BQ%lpPTY9 zfn4r8!csjx_cBLEmE^mmqePEdXo_x zkqQ!-wz%XujYwNuGVl!Hw|8cc^&4)Q$!U0)K~6t`0#H-g?s)VjPwzpKdXwkF$4YMU zO!Q1hX{68EVZjQN=bgfpRG>U_Y-iZ;w4oMUF-Ntoyt)A^L3NWDU^TLfVAw& z*f1|Hby~MyKEh?!1F4dhUAYQJwCu{YPl97n@KPwB!`lXFoq*&jQ8i<)lMv+^c@kE~ zmZv`9z}tBB#AmsY-0BVplW6hE-DgDHE-RLqxJ8k$ny*FRUEZzC!0ozJR-22J)63(9 z$>P|$QZQ4q(d*H|B$5jdm9Kxk#o6f9Ts4!ZCE!)o)dcOX$agJriGx?u)F2!xsj7S@ zXm?euMi#TXs&7A;-6J-V8ulPXMwzx-?=r+Ji?SF?Sr&;U3%3O@+)UR-Q8l;ou-4_7 z)UTv1Pm635w_T@)X{KvqzpXA09s^v-;*U^;(U*t#?OYBw!f$bRj3a-Oz{UN`&mbP- z4(DeOj_1s8A%L4zcj;qtI^vrk=FGRCkldM@xu8aS#j<}sQH!Oc`7A+{K<3QV#Z<_g z<0pm8X@v|!y}4r=2;Kd!P%}`;RG9Bf(SKpSGdD~S=R3VGoiX2eIbcXcGv+}EnMgx( zw$!C0=sTPB)1;v}QyhPeSZ_>tS%;Eb@2u7;6W2SdK{KmtTEIM2HmhMPalNys-fgfK zD-+Z*X=q?jQxfnW|c;yk_x`PUstMO zo{xB=_fYA|@*=IjIpk72%)T=1|Qh`HclMRhQ}k*s2rG3<$X@MN^a0R#Ua0xw0( zoY^-RJVFQ7*l$Q;YHMAC!NZ&Eq(r7S3QL7dzxBighq8a9R9mqt)Q&5orUoQA;E^4K zAn@>bIW;m1E7M<(N@npD5eYnsm2$0{nYzE$%{&zv6Z{=6Sz8tJOoW*svCjl>3GsH# zznS6f)0@^A;sr!yh!+(CKvqJ9DU#Xm1aOH;V!SW>xO0VAPo7_hTTi(?VZA+(cVWGc z7^SdYfGvNmS@IIHnU_^+t5h;Cy>C+`)0-m!^hH^qHv`F&YcxRDv?Wi-W;Tl+TQ{@i zC7hAL_Nq|?92m~@nj*(_Meyv!s}-!ZSrTg|VGQO+LXeW$^rm{khmVk`lo}@iVpP4@ zLx=|hEE2~jI{2D-Ru+1$m>@dj*%9ONG?4k=%L{+a%m-gycLWF6D=!ft9vt+OmQ`3w z)7n6(rI~9DP~_fY?Q1+ZaA<3GrDLhBnUuEx;>%lJr?zHN%97UXGNQL$CLK~&(_8ta ztmc($wRANvqrv2lL5;OxA~}RMQxw`lo6St9h~&%Lju}b5s=K6-{j ziAjIHQi)Ma^5yLc;E3NI^EGT5Gdonm^%+jtp;~^~F(}_DrOieN18NL>Y_Z=rR{po; z|P&cO1gh_ZOD-lpWebKB|a}-084y&_X|PM2T)GM zTuXdZIxq@pvscmzI`-#!AL%2^0SbG1|TA=1q%$xU0~ley-j z@TqS34U0z8z(wyz69@PDq75i1w_5o-eCn%L&}1rv1OP9M&q|% z5Aqy(J-Mg6^g}N%pb;cp&4GxK&Ycb=FnVdAXnj!+0?9}p;W*`p1*A>IM=Ojr)k3W> zn%Hnm4|@Nu!_ahXisTX?ZCW=hX1a1?`A3k{lT#KXZB~@EB5BhaSVGfb>-c}rBW+qJ zXFXDHSWjg7_=pX@K2ndgY3wEO32(P!Int&vqU1+C3l#+Q0b77MDXgjqD65ZFy`HT$ z>TN6pR0pmRD2dfYy(_fkMJwm8tu9)%tjS`cRV;|bL@VdULp?N>Jr%`&tBaa`LUkUC zNW4Mnpo}-{2s==~2i07QUJri&WM_PU@!)3F6Lxz+*wq^|plpA|7jkcQQQ1i2Bf%Gy zU5iSkRx>SnctmB3o=K|uz{nwbv(-ya^)Aboo?1pK`O;H)s?|zQ)qD=im7Z1~m0am* z`O{9FqEidQtWJ8W{%3X4Sle`bJo=<2iLFoSp@ij0PX%FN*ccoc!;XI$u(C84bW_SR z_A7gF+GPn26{lUiO+}OuI&2~!Hz##sd?pM#HuqjiRE2HBK80b&p504{mIO(Uvb0K6 zoOM}>7~-sBgecZJfE#VnE`?GIDI;DSVyny4NKtTgaiwl@3zy=tmLyDL!?gC1@O7CS zf(Kk3^U%{GoW!uVEs=jx(%G=tK*HIuKN8J8il^GdW*6@*E;ze*s81Ffqw1(U3C8Bm zZ1MYuTVp*g;qjoY%dPt-oH{pYlg4QAn_PHx$yFu7tBZ9Lq%jIRx~MSXA|Y=TD~n|W zNLwG_h~!$db?i`me*g>o0mEequ?UXq2G0<2PpBf7&Pq+hh(J?0+nIG$53 zLcfa_OAGxjS_xKt5dHqZ-go?MB)x%Bo-fk7XsNJBZj`6UQFFGopIB5Ib!p3{MQPc!e*~?y$R1Z%mwO?_80>(UYY!w14dq z9AQA)`KWbyRo4CbNbFNm>!4&@x|yc0bEXtK#Ev+rHV`#?{p@=$L0foI^ESd>vI-`z6H`+T zUA&!6a@Wl(!7XuHJXlB$yLu8^7`ErilESW@ZYP9&gh$*jJJW;0N#eG6Uw>gE+12o+ zN$RLj9`XeAQXT9>P1j`6hc>r<1Z-oM-xSS_3c*1SzeEhRXZez#u1RJKpw3PFB>V)2 z6@W!ld*7%8s*@KMPF)j8pW4$p6^{d^K0cE9Gbf!8vN7puK>hZpW>zhFuuqIqhh23usA3)^C+;rY(W7BU3caXOJxT)#4BYzeZ7H>|NuyZxe zZ`L^%0vUDAK5C4){*dCF3aH_**lk3pYPD=5%+->QCYbZ_BEif@^7LmSLgiB{ecX6& zU2-)3JT1~O&s;O<5zm~FL5sV?!H;m~l87Y+o`dWcmV<3h_bkk6Xu3Hzn3>Mi5kjVO z{e=1GTwX$L-)NW?Z&2J9cKZfUH!u4%KAn83>FJnSV#BzbQVba`IU)jIe)HN#7%C-SICMS4RdaLauYU)tzPypQsp`wmDTRD7<~l9) z8}T=JL-Nz_ft&g1T=*$j-g5aFGZ=kY2HaS5OxO{#tsd+OZa3k4896iHe3>tlgf1M$ zlmnkD*NEtWr%qHk1P*dwH!P$aTu{m* z-hW`v$aCq5e3N-D7F#s)Tt+UbLB*FA-yrBLbc%UCSPC@-9b@j{ zP)+xQrA4Zrmm!%GVYzW^G(6 zDkNrHtWzZ1I*Q+?9Z?AdOnS({>bdohNn4kp`32L~C24)Z)@4|?xf47oBMEoH*2Qd7 zS-kuuH}N8D&7!^Rs1A%2zZQI5a@By~>++D)H{U1TF-h=s&K$t8KN}5GnL;!+9Dnsi zV;67TBN)33k7fj8muDLuNot^k#@g~)%-Dy9Cd9SF)=eU>&2yLAqJiSM%dO|f z_;$JV0y4f`Zaps6Y32;l8|W@x7k_4;yLg`!>oVu8ly#ZQ{o=Q&mEo;O%zVSq41vdc z&LZ1Fyi0CiEW|tJ&WI2R@-DZQZCQ7@SjXJZcS%lDNOwuH*GPA{lanXXUG7v!CemGQ zbxkweC2>$O+;EKBRCm0X9&~*2&E%;>W8US~F7(2@i;3>YRmwExOy(OlSuigW-DN7? zn&^f@$Tv$qK@fABVGZ-kwD_vZ@F?Wgx8`!0si+(Z%b0B?W*>RkjCPazJ28J&=?)cg zL1n7uY02f1JDF2*8MbtuNm`f5eDf<&>oPUGF=`D*vtx3yn!_1j(h(`mOf#omRudIx z4M&345hkq-W&LG1rm1QI0|@}1jFZdvSs*qX_Z!46UT!83TW$L?h#d`+9 z*u|@M098j^T-L>w0&`g@{!4!nJ3Ma%W?Y79&N@O`;&%eCizSIF0F2m%t<|Dq6yoMvW>ZqtJBde7$wB`~N zq1bR#A2I7gkC?=+CsUNKN0s>$BrNb6HjzDn*MY3?$4REyYAk}NkHCLow9mbCnorF! zrB3r{5U>Rl!!$iLo6oqe$Je9UY-LI~f($y7!j_El`C}N|4m8Lbdyk6qY1rMO&8Mms zR&74LZo?YPr&YkM!F-Zq`bvhn7IWFsU@l%dV-4n_L0XD17hh0g)75L@jZMQLz3D;9 zr)V{j1(l0?sc`0aMkIeQEsbTfSgEmG^5^p@!19G#cA!Sp3vkFC2ajgG=*4!_1aT$8 zTvg^Xnp~@qXsa?;FD{ZQb5-7IGI=}HSwtqoaT!$(q4}Det;pnBU+^;9HKblFE$3?T zROqr%I+M$_=JGWQJZsX*CZ8xIuvNCI3vsG3=-hM6O-SQm~zl~&sUfD;1Eg4dGnNzZh679Irfzr+Cfks4=$P#($`B4^#IbBM(uwINMFvU1V~?w&lZiol5}5uAJyx}H$FNQ%gsl3)!AR7(OTs4h(>z} z&!ZZxob*wR*4na1G+N7V9?@v>G{U0;7iNv(r5deU_3+Vp(0^Apx=xI_pksQD0zUda z%WlM9#G@(8{NT|MzaBjL`i@6)D}@&xeF=Xy9=)V8Ej)kv^5>05$Nhcr(HsjufHb4! z3y_X`_W;txK(#dPG155#ffgYhxAp;~`SAp#Z{g13p}S1d&N1ov#+{q!=eVJUUJN&1 zR%903teUSX?+2cc`SD_z*LReeDZ+y?bGq$8nVEKwWIp(ee!NL$(YT2+i^ffqS@^Iv zztRN7@vwi)EZHW@%qb7C%S{*~)t?ci*myEUu=^#o=eX)#z-3suX+%0$gCJ9$+%kv6 z54Rkyfg3t%vtmA)8K5Hqf!RM-i*aJ38y*R;UrY?u{ zrfadDb4?Vx3v3p7Es|N_GbJx>;`7YGkB^6gE*h3ePP!HmVFsa#2IS_Ti^lNepqb-D zsJp59U9F;LFuF(|TU@l$D09(;gODS+=p?ztMHh)aJzO+%V{y^2NtUy2c4%ahT(oGP z4zofND(dK+dz8O!IH-{ zAW4nHJF-HN)Udli>e$SJD>}Xot5nA>-a+OPovx>@k;!R~A52a!lg1>cfoi{HsxfAX z?-M8OWzOcJmykDe(aU6V6zy-dZl6<>CWsU{a~ zg<^BjR+KXLd@JCSduGWjULgjbt^RND`PRDr#p#Hmy#iP8)LFGV7B!!WclDD(cJbc7 z=BB;)-rV$UiEF~^q~;GgV$#D~Bb$Guc70MB*-;mM-@jMQyJF5GB$l{ zU}kLEm04rcD%~FDrf&o%iUJvmLu{}K6EKnzgF~|8p?7^es{ssFj~7R++P`Lk zEO?z$Mdqq8y~Me8D`4jglu7H60^lO8a}vv>wYP4Qwl!zZII(B4dU*QTTGzu9)F!FD z5nJk7cUMPJ*1G@9R(l(@WUGI@jarIYclRoY5>Cz?OJ~&db(gG1($}fHZu&asI!#|= z9?77zW~@cG8Me*|Rk79GP@UNB;ntQXE zwC*XiJw3Z@k@M-Bx>C?bP;JyJfZmzFEgn|tG&)drk0tAUbozJ=e4INCV9P$T#5S2$FnlU zD0X5MMzOnjH?r6VJw<;WtyPg6mgTXv!&cJTT1}j+cDM9I3RrhfV4J=6PIJj#za242 zkQ50?>*MVaYTZ*6o2d2M?pkG|TPgOsdwAYR{1R3(qCb z&0F_4B0Or_yri*Twi>EfVY2!;gV5^dTU(+z=~x7Q)bbRVetUlu`E)@nIQ@3S3_xB( z)7Rl((|Xc7qR+cS;p0#!)Sa?u_2U@Q`p^5lJ&J{oL$Oct_m;4h4oE`Y-8zdVw!0|^ zBiqRtwdK%Pzl&FAXAcDXcs(FSu)Td;BG~y%q5Q0epLq@TvSOt3{=}xV{U{sK&PUzC z))@>eV{N*LBG!Kl7owPp$r*(hW8E(GCDxr`%2@Xk$t+;)%2$Hk84eA4cY}8Zy}NfD zAn2_i8;H6E5|r>_o5=x)ZIFE#;LveCmbQuSGx7` zP;*^8gc--hnZ0;h8o9psk?{J zd`L`yy55;m)%jXC+U@OAjdmjsm`1r3?8I-G?e0cNq-5<)TNCXzzLhf8xdVnl?rzys zgWTQOwJGgPluT)N4!q$JrtM8?Q=YmTe>DJEK&HQyopQCNu#?{+g&nz~XcIHmnHrk0 z9$qumIqE~YlX}vBmFr@?*3U@waFoT~WRrQVfbpe;y+27uTZ}h_qerr=BC1DfKA&Fv ztNePL9JOXfZp3;#%F$%3y&p5|i)(iEoEo|weopzrl+=*7K3)R_1J>RaFahh~htxdv zV6tVJdT>8KdbA8!q@!`_VbpOnuM8G;WxQG&V2iGfcIhd97G9lur5LaFj(ftZ!y){f zboDSck$81-S;nhJ0_jZbk=33?rDLe<_1B`Sj~AFVhWS7}aOSN?%7Kfw&OxH}tw*j7 zGjBbd;9JXjSo7FY*4~&r3G5udlE5Yab{nv6ysBDyVg!3wSzZWs;$7Cc9vnT;BOFi+ zrBtqm`C^NITn`VU%xJ&(Y|>vG%TSw;^p_8bfPE)iEVb*~52%^$+>}0{?%Qg<*1Arm zZ7EydKZ+6W2-$GS;1Qp1=eL%xzKske2Ci)$lLEh;%}c2I zP7P>oSOf>dB5KX+rC^ZUxWTXF#%~Yyjg8+a4ld1q>YICye?1_%OGXKjTUY_$xR^UF z#lCMzIp~4ASzC*um2Ba3Dr8uz`u3AyscP535)!{3;(eKwQ$YoarDWx_6oc4!I0)z# z3o>YYO(Z-TrZ)>EsLP!gumJGe<9Z5CGod!??c&}6&th%Rz;AOgQB7)DOgz7#-EVE_ zN*Yanbg$X&X}Wh_E;zD(8s?tK!VBh}T+H?L(A?9jmdt9;l&2P}J^e;8nLUlZ--*d7 z7ZizYHLe7)y^Sl7=_11I8+ILc|Bxr5sC8kJvYt{67h^q>gcngglYE!1G(6p(5qig< zW1`yFoMok>AZ=Va;^Q=Ak^uE|fx`gxbdNQEKRun2nV+6c$;e9|N!E#%ehTNNqrJ^- z($S9=b2ZQB?cGdA8@5XrI`_+x(sa^xR+=u;k$iETP2hJ^4iS6;b1wsYdJ2R-Pseei z&y(`{Uk~d1;+%u5QzL~r=S~jNluj)ianA(!x+!K&+MKB=ZGdkXg%-eP8ESFPkh|7@ zeY_LtyJdeP`b0i|q-c*h=hTlU=uCi*PnSvO|!A(aSoq zhNG8BR>RSru!4h$w3W$)ONV0^j*ilQ!;(&}#IK7t4M}=>c~|Acr@dKQ;?pZdwySAG zX^WbkUe@?Mn-&r+>sA_{P6^|)nMM?HB?)afM28EfUdg0UL_0iW;S5-NM$mw@caZ}< z9q*NuY;@OpbMJMK#I>g#;fUAG66$3F+Z)j(fxY~WwC*-M61X0GA6W$}A?;;g|lWj9Av|!8D3LwKDhVe z!2txm2Sdwduq;*|rSjn5L!55O#;6PqQXS^r;bDI%BcTM*^;8)T#9KCh0zgg8Q;)EM z-Zd#NZb8f%M+gZ%SY*7O3FzM@8A8+e%P2e?DJhP=RUcXQY1l!bM7dGS7*sh3iJnS5 z%*NL&>7mKYp0=I~_vK733e}+ydJ((1UuVV!4pg?v+>8{oUVuV6=68 z{Krvymt0$kS)t!zuZGY(E1D*M`upQ2R~|E%HO3AQ9l0R zUylE>Z^~c&!@nQ@*FQWLMY!|RfOKf#)!!eM^36lik%vr9^*o29BM&hu_?Cy*@kf7Y zl&vbpO@HZ!)}Mc9qEy*{$CHf&7(-#3JSaWSL3rHe`3I%v(fm2coP#mUoMrWXn5g;^zn}M?XiLKb_+mml2^yb53>#Tob&gR|3CL4MR8@kf`5zbcW|9< zpknLH2KtEp{T!wLa*l$^;Oi~L%Hz(GSZ)AJ%839NPm{~{83*$duZYVWWEm2u*3(* zd>x=6i4TzZYJ_yC!&12j(X0Wx0)XpGi}iZSumjaYLjqLG=H`J zm5Jt2nG@!@UP<9|)cCnwue9(v%6Z{))RP$csLTv~&?_~}V|t#5O@Aeac})HJJoT6J zI8*Z>PpXzjC|AoPGFi(b%1`GgKcB<-nj8BhY{Txs7lt(yw%0r&?DJxvgpM1m#K7(SH8TL`9SdW~Uj7yiGLxfHhZxW< z%&&dMvH{H6ky)QyRxq#UcUCUHe6Ev1QzL&`6bl>jcYEOr;ceKR{eY|VwEAjLnCbKN zB|bv6u`b{iZ|tUz>=VZ)Xg%vU8r#GLXI=pGvfYBhyT|PS-$#sE{0&DqxS*0v;zvSF zpliFl9#{$=gc>Fn8Sz5t15_SPV6~IFz-LA-XzA+tTnR&}ARf4j*Z*8LeX)2ao+CMG z|7He1*QpogJ1Wo3Ti$sKA4hyOP2G>NUI$by!n(E8sA`RkboJQ@c)Z zO(VCW9TqD$EYYh;*5`-B2xMy=7-pX_K6YKymek{$~%n!ZHXncN9 zbxS4$DFVciO%^B4vODLBDRWq847ySaVmfZ~iqw@WEh<$p^bV{9>}>^P^qD5GlN~Zc znJ+f1x<6V##j#|X_l5f<#j;O|VwFlYen|mTf9?nP`Qcp}0TJxiUe}ICHr0qA2DRuOfacU8f*XY_9IhTBLA$9xrirxzC94TS~;@<T?!Id6#Or8uwi_QnB2I1V9cgu=C z-5;AH=&+#cFk-ekPTWe|;mK)He`%1Zl`Z=9R4cgS6PdjbUcs6dTx_VpMZqTEU;RiFB?^8 z-xTf_?DK}a;qm%j>-f7}Lt>v4&3r!2pTrTid*%gfR;ak0;mebd8N3YQ7{M{wZbpIG8dcuIbLB;v&s zFN^pAD_%^t!FN)6F|>u^wFv6a7Q+{YCv-5eLrB(#U*@IQXuB|WGUzS6M&sn?^5|6G zoqu+_%JYg-tMSu*{vG?Lf7Mv~cb3T9k;z0MBNhUE5ae=l?#;py)`_vh3# zR${!qy;@1g?WXm4lWkZB)zc#J@Skgl$xzffde+Wwe4?TP2ww{BlwZ5!{?tq3#TD8BSk!jL9INb8 zs=8@*gjass83UBTe@*;o@fqTUIwgPL%SbyriMF!xO*j>+b(@Z8iiGHN;a-k-rJt0K z&)d%T|I5S|9XX6#%u0T-aPr0Fy!rJjm-n)LYjSIyFK5APDZxjO#j3?J^uuM~)ur-8AP6W#-BJ_qt)^r*#AHQ%f2l^$L7`APbQms#QmYuOLAfnv+{wX*v=XNwoM z`WxR9-+N$m$~Ykv0elQBb%v6_r{`4n5_ zr1H;dtkZA+zPOw7XWF6C%yqttA~3w&GNRr2x5G{88rHs=`8(~-sIa*H&p`pgqxZ_7 zFjsUV28GEDFc=eLeD2E@Psa4_7>o!q6%gjqa3vnMf77)xJ&r8CePtcT4nNJ4GT)Ci zH1?sTQfJy+($6q5x!Oo4o-;Dp{ASr12+AiNi#0He(ubBfJh_rO9cd( zRGpk5YS6hI)ns+}(|@C&(})7ghoo&lg{kC{(+;w}?}#xzIsZm&xVgUJA1E z@>-ctmzSn4A$JN$<5VUD^O%tV>+;qJy}G2p;{SX!}SKFxF1*EQi%vR|w? zF*S;wYZCVHx+-4n;H$#-ysiotj;Rk+{WxmelQdj^e|d44gUk4Ix4f+`#JeL?HxAay zYV&Vc7d=lbM)4 zh3y%1y7=d(<|kI+{~}X zf3rWhc_o7^bj{+nQto-IZ-a*8ZR0#EhZyn5@dxUWqqMjlIj(*G^g~s=>#*!opkA6S zs%Y`doiV4aXO4zb8<|HwbF|%gPnXG~XU9_hcgL6fZax@w_Tw2wVrz~wbD5j(4By~o z?jh}%%jG8_^j7c8Ne2}VpZo7U4t@W<54V8t|B7-rf6%WI^1^72kEwZ zK1e2$hrvCOIUR&ce6zZbdi1D2W{z-i{+L1t!`C9sD^gTU>I{~ZS!~C3DO0mR2h0%< z4_=&u=+3vF{X5qo9-k=YGlNP5qIZc|D3bIm-gke_3W=r9mm|0#e}&5|uf~bnbEhLH zdjmJvyG>oXpc#gGjJWvH>0AP@cycLa;Em{B9^YenTBd3;y=!tbjG+N`nn)H|jS6ZA z55*bS>D@Vb6Pv2^sht#9)_R+m9Gj9rW6`PK+9Z{?yK}>hXxkCHkd5k=-hz2#axZi4 zJ>I#wJo!T1qx`|cf2#d=)I~vZVHn8eIui*FqZa?2;f*FAtv;Qxp<`>av`_z$S{Q}0 z_+2~BhWZk&+2X9?jC3UX4`(ELk6ePUqfQNkG?uc{FmDZ*FZ3WlKn>(4avB*CY3lv_ z4aMTl{ftAV2Qctp0TTcozu@pi8S!LMNi#3tFRjknQRh~Of36*g7W{flTrMU6y=svJ z5&#)lJL=w&lCMjddXow=RR69&-h*j0AX1m(d0 zYpHCE8uFzVe{ei(7c;ug$K>vM(d2CvDgZMbl#~S@Z^~HYzlWw{<35}!FT{Y%$=wxk z`4pw4r`f-VU+^|d{9acW@oR!mEKD~K+@aoeUU#o&RGIN0J7KIL6V)UykrqC|Vrd|<8VC-vpMV*L-aEvnj$9QtlE4t*aI1oqlMYLgN2_LJAV!T8{oCN1`RW9HfP@{UKPdCmLu|CMXM~4n_ZM!MUO<6!dBJX*DSIe>>N@#x(B?}JfR$;gcf}j zp@~w&_$#-piICK^t6q)yjfg~UTiS-Egn!S#4b7g=h7jlP22Sa!t-kP%`Inv}WPtby!AVB0)g+jKsa-Fyc>{q*LYWkhkr6X-lcgce`~BEhNpjb zl?h~0v74E59S+tI5x6yrt?_QXMS(Ksewz>_z4eeXL$0^B6XAGQn|NuwTe&PrEgf1W zBD1qrV&%9q3M~kOx<&be2RD-Uc(-yr9>=?tgK-XcW#ougHWQd2@u!Ep0P$d%&%5@?DW|v5A>xRKm%EWRjzi-6eKU2veKTXN zQ1_IM`qovhd_5fKh~vtkEv$CGEFxQv{l)^*iV-yOxALkMf60E}(B?gQPCo%il|@tY z>Cm*WES4g^Jv=YsIkJTWo@=~B#T;{KuZZOO0BS)yYu&FxgFaZyHfycMV{1Y>-l5#x z%oueTiVer}N41Uv$X8R}l(X8-bPL}|g7UX$PAq*|i|f!Uf^4t}vH$zj!UDabIYl|S z&XNT#P9NM_e-6Qfwdpk^5J|C~KeiI8@sX)s#ces^DEtN#gj;NeX6tB_TK|0h&SWhc7!wT#9WDpuGo&UrMxaAC$B=bk`y#U?T^S^9+|hO#RjCH|nmSK*1_gMZ@UU}-gL zu*FDfQE6NzZ;6U57nkZrr>yn;6(hR49Py-%+g})uAq835>gqzV6i45|P8hd+S{-|F zqP=kwDEHzS4;L(i|8{fvV{~$k|GD*Ae|(yS13N|x!LTbW1*_2!PuAj)9OJ3Nmb&=9 zo3RGfL{#VErB;_}a+7PR7dL5b)FMDPjHiTVwCIY&?{xr5YmM7>;TmHpYqMU++mW3N zj-#<+A2z=sl*kv0pD1Z`&ZqqxT=(0c#Wp@sdBEW2w+}efS1B-YHbxk=E97SIh1xPvue=j$qhl8;aZGaW^ z6mByBGZMSjglRS`Qo)1JBACLAe`x0)c=9It0@THsJvol5y{xpE^vk4BPC9C2yEtFu zHnGVCtXSJ~l0ai?kZbb?$FGSU3|b`OFi?_e+~xpgyx3@d`s{~2@#WEHI8vrw+^3thxA)*b2pCBS6q11x>`}55G7;n8y-LHPLpkAzw)2QY4hN9Dy#+GzRNK~ z5i6x&O?{eHOc9)1nGzTM;u8$90`!%jUM4hKLUU=@meMWvjmfbHVVs-{fmMDq@$wUH}{%Wmj zH^W}&E24 zim&o%QS9U#yGWLHDmvDNBV;&O{4`mI)f&E4{!S-RYcf`BRb>q!e;TvSzKC*mAr2v= zWs_{lx-1KxaI)Bn4Grw#D4vHjtFcN*0V_+4m|wT$L=#i>mtlvoCuy$H2mH@RDo{-n z(ha~IOLJJqi|&H#y%=~GW3fWUN!nlO|aTu&#E_JYlACo|3O)@jjR zGV6uzox!mbA1a(oVKyul(K9v$wmm0VYn`c5&>DELs~8e62)$VWdvn1ZThuv$9rfY^ z=fl08ykFRZvU|EM5)>1cplr_)xo2OZwiA;iitbazw6oYPe~1Mm+{Mi;c;NO$8Kvj( z&xj;`9v0}7tijSOV;QZtpOxb2WA{=-_yd;x2rcWUMj`f^_uX`79MB$hZ4`WpT_RQ@ zt~4=bdbPE>xUmgzn^v2fC~VAAWXi2n+}fo+oV=U^uufP+)|@!GZ}kP*BwaGmg)`um zTLg`ra9u_Fe_((vx~SOvg2YJe7KjQ(7;{e8FU;#7b6A_WIG{(XTgSX+)|pVm=Hnc2 zi^GHVEfGPZ^rAec{+pW|Ie|!m*hQ>TDf+FXAZtt_dI|Ij-yeDIUhDZT?;XuU^U3PS z*5Z1+N;GTzd#4f4pU->!Ya=+oThnZ!XO&|QG6Dtse`*Z}4jaIfxJOULM5sYXJhN~c z1794S?ivk5`r4z&7g%kcf`&H3C68TL0oIA=b@0v0To=%187Av|6N$yAqVQw0?xi>z zTtfmr7KcM?$oF@W0=rIL!wBHdm|wkSw}#Q~ zqRrvve>a*2M;ex|x~xM--0fyOIwpJmE^^Q9J<2-t`Fkp2dfoso<1Bh}*#*a3a&+Y6 zi{1jSslXI#*d$DOYf5fZnSVT>C5xP_`KZ_gGnWis9^lw#c zXuLq2m5>u`j%K&NCViN3(LaiCS7UDiZw{yf%^+GF_VR zS}FbouZJ* zTHkQNwc8^I*GgfyRu42>tLJTSf32Re;M&Uu*KlogL(?!u2+yR4K(Rj2bqlVIgs3^F zktlH~2-jZ4g?R@`?^wbfoPRztrElRrsdc) z#22|4MWXJu?#2Mwh1N!4i|1NsZOCm0Ye(1d$zbgmsw*t8b}&HKU~Rl#9NP@mB8&8f z)y4}{!lAHrem!Ef`TE9cf29xOA}hFpBGxY zU5_9+-rjg^wl4A7fh=H#YX^@^hHKR|3$GncF=oIvCPrAuX_bjT#hWDZ*RDYwT%ooRh*o$##@!UJ*r=@(LTwNK zyKvhNrS)I1Z3L*@e+#FL=RbWH36&n3X7YDL>-lN2600>tZS!}cwoEB~=m>|^x+k8% z{Q)ufE{gy^iKLzu%`)P>4cl@C8nmUfFkAmh$QEUI)GST6hP2I}zsX;9AgTLzoeE_LJSkU{n|#f5xg&;z&SdEXaUp1M)!f z|Hm?7Xp83|6dm`*JnbkcLYL^naNwcD3(S{xM4-4$7T)!eBd9Qf`%<>OhBSM1{a#_V zuPc3vrA3Ub^HfO_kLTWeQUY{Kn1vcY*dGj-DmR`G_L!7US*d*8aRm<(`< zO|i97V0bkxc?el2%?`+Kx5Vy2bhm%bf`46DAX26(f31Mvxs%0fPB~2~CJJH7oM;RZ z{ro-mFdr}2P+b=DQ3{4@Lwp`Zz{i0;Cc<^*7q|ft9%!Y2lfje#<(dLtV^bZ9$M-9{ z7=82hLw?;bAy-j(mfG(U`9%(Y=(4p}vlsBf4QDF#OclkjRZ}lxa{iyE{b##e#4uoC-{cykxN;8v&Z~9<3IS{$LjD)iTG2o z8laEHCVs7N>Q}hv^2;~W2pDn(ef}OLF>-g8`C6F5W}`Xv@j6u)7v^;e_#Wp4 zem$LM<9nqOxY+t`3YfY4VpJ8-OCEn2*dr0)RK`1NMc1E`;2xv51CDXv1Uiz?pTq_I zNwJ{6`_XD>=-aLfVncTXKpiTvHp@o(gB z`#mU46c_TRn=Rxo6qh>(sn^&5BY&HS#Xs9;!^61W_6XvBQW*Es z1C9GlCub4v#}1pekwJeHBaP>hkt-yEWy5c!)vL?lmhyC9AOlPHaGy||lz z#Z)YIFnF5LKnkL^((S!o}$L2XlhestL7=B ziU<0zVIqsf&0-SHYlHpnTl{aqe)nziv2nlK(T~Rc!VsQy;ePRmPM{CbAq9I)b{9utWq<3??S)9z6zaYOO#%*nh`Avdt#{48M%ufn4 zHTB;~)x4iS$$X0Uf19UxjzsjPg4361oK1=%5+j~+tf$dLY^@>Ym%kJ9o2SebAir3r zo4J?Rv)pD71J%2y_$8KP%(|@0EuRRw{Z0ABDK za@;lu8;;Zdyv0H#4|6hiM2ZvfhOb=#290={^I@GH5j7>-DD-B9d76`^%skD>^18{> zJn%pnA@$Fje`4Z)THhtJE-8^idu*D=mtSLlemJtG%R`8zITt6Ezv7@TmZoG6m1fx_ zOg$<^7A;sL&12qTnA7(;P5Y}(AfF6coX)Ncgc#h4%5xSOedd+GG3h_^QcxVX+;eDS zo+7h&r=nw;_EL?g3jm=El6SM~`s9rXv8vkUJQCxAIM8koXqJ_Idj`u5_eq7DbAxiXeV^NQ z8*o`P1}maJ5M<=o7tWgsdWG(2_EacpNEHhTe-{CKkJuwkSC+;?S374wu|iq=Z=M*! z!8^MQ^Af-R|9I^hklvDXW>?EE?w&4g7UUUPLXnZ;nbKa ze@yPNKH^enOhuKpYi?tzT`sZr_f^==)qH5fS^~if;T7_ zp+IBj#WcV>9*C*`<*%oO(u$~>eMbHYjECRBSYzEck_hj3rIfmMUcX||DzC^?+6}V)NwAcZ-bMDb%#|Nm~7xD6enMi2Ae{i5W zb~U~xmU~Cpx5#-hu#eN}2H7_-8{u8(oF@~E^AK^QR$GqGU#0=p0-!7VH;e^wK=*K& z9&Z$vb=TxdMSfA70Jga`J$X5|CeIjjw{M~u$5S(a$<)8rB?@Hp{T}&O__*g!8WR;i z>IlL=Hq9mbG>OJN`G!A4q@sAde}607i641^cIHb|1tkULECpK-ittgeiD=OSfI8oR zSv~UoB=Y@VOTlf^_YG^qX%T~r9O}rdb$ZMCLlJRTyI638pgv4yFbtP{C7~$Z0yz&r zSBm{{M5--`pGa~yXFcWbFM9A{wdDto`pa)dpmqX}IYpO3HlPA!J3Q&Df3kz5giWKX zT71jb+VB04s?HTTUa8q1-oPwe{2(5gdmtvb5> zY>w!318kJ*^d1`?S2vf}f8%A;>;C@>!T)&yVea zV828WSgcTnzRG-9^J2^-SmSA$p6hyn2{M@-E<`y5!jD}Upmj)o@%`I& z!Gt}J+o|^&hfQ6T3en-{KLj z5<`ba7G__>*s8F1pqJFgumk>d0X7JVh^v#NVjXiElKTyd>@b*o|9-)a!S%owKpvn= zr=nOFf6T`pZsc-~f4@YKe1FY&^YHUWVu)~>f7_J*mhh*wBR3ksHWP>6^nVL-Hfz*%#E7)=-hlYih>`gv!5uLS6h&7bVfbL|= z%b#qG9m*f5{)+Mlb|{A?Mxho2Fs0x=~adzH>Ui?}=TF(26odzp8+`k`thiR znpJd2Th3UNw=2TuOPM1J+ZHHxpEMquK~UBpO{bjFA=Ab-B@UfD4{d(wWve&GG-~V$ z)pQY|e+`Qk znQ7?6r#yu>*q05BLOh!P$?~~=U*2qK=uV;G;dAWiS}mnZn=^s4f2zVd10v+pUOl$F zf7;e8w|4x~bvscK2OcxV%df3k=4@EMQ?XpzRzQ5_o6ItgC4*Ao+~%C@avx9MLNa$9 zMFr~Y;I;;1Y)s#jUox9zrwpfLQBgblxbbF%bOt7cE(&Kml^69aIZD$FGsgEfAn|%L&zSk9WeRIO7jozAZf_(mE`N)`;#&z|s8T3+9^Yx}tvZa9G;FE-S)$Dnc{Rq3)OC?bm`(nlM;oufLQj`?PKzcoUsVPdu&-j;+$u)bJl)ePD zd#+Sp0~#AZ7(~#g z9cN0&XNE~lzFGZPu`s2aD&ojsf0#;*R^ZE5C|$~(;tGb@evb^$mKge?+aG>!sJNWS zi5WZfLK^q-Vy^dKuZ7I6QJ<+NUfUHF52__3LW0LlVGOe zDsUcQF%}gU6YF#FQA&X?7$_@Hrj%2a<5LqG)ON`d7L9LusCmM@UHcK?e=+mfE@6C3 z$jk-E^esj44=X^Xz*)#EkWd-3YPOGkVv-sE`IpI>Q8G0zbeIgE&QN3TjBnBWyuH5t zVbCl-ylc#{rJ*U^eq*HeK9wBwWI4=TW=*%7_CNtEXW1^HYnt+hqfh*d*PF)e7)lw= z#;%x|^)^EV4E(m1XND9=e^ZbJ)`2%x0p0dZ%a#XcYFcQmxGJnPYnqjfH&CB{L)L=U+xphR|^8 z^%X+HE@^Za6xF^etVHi18a(T2D~iU745P^_;!G%0cPo7kWyhLWe-S|>wKBY9_BGKI z4q|zQ(yS|*Dgxd-&p3Jphs(YN)a)ys0&0F}ydXu$TQNWo2yJ}3!h=_?feNX?;70b# zN)zlgP*F8&4P;zRKekJhwEkpLXPmL$Y{=9;V~UBv#6X3~aE_%Y=Qf6@;R@{Nnp^_i zpKA$Ze9f_4qC({{e=y<8ZY-XZANlk5;K6{pRQHr~`=5_pBO4Q*@7|Ze_={Xv1LrpR zA{>@|Y?u6$n@&b)WHwDd>tP?M+t#G$8fVNH-f_@OBNJXz{mwc{cp0sBTBO6N&wc?b zt1wosU|^5~fT9(JxxeX$#5SIqL$n4Q@G-?mj2M-xStl=Ie`=k+i#>@=*6)<_`5^%e zZI6hmLQY2-&~KR=TrUTe37*ASOr$5h4=crFTJ8LX#o}=>d@@T{=>Pk9)tFJ9qT%ud~mdJ^Rd_UuS0L zJTLpMpDc^!E^ci36{E$e_qKwcTp_NzOleWBZJXuHe6od~D><=Wq8gmgt*AXgc7Jlx z&6T$uf8ICS)^g;I#z#BF`qS0*6*KpOG@tIu?LJOCwpJ{p;o48Smz!6b%#p>@aGk@M zpe+>@=e>xaul|+BF($B#QL;39#|@tc62pCy=XFbV~@%*g?kau+OZB`Iwc)z}x)(?)q#D;5w}#cvovHa%#U5f9 z6W%N!6s+22<~dn|qANpre{#MNyCLVYfH2Y|!z~{-a;Z zGG`H$cDG3J19#F@PY)NlBc4|FDH{Sm0>5ZmN&?RQN=r#9tP-AV>rQM=OSZm04$heq ziF=0MM;qsP>TzgArbux}>s0t}5tVxVf(RwqV-s+nEqI=OnS7sp7}DY#*WO(wfeTfxX=*P61{y0Avb z!7C0`@=+J|kRcnCQBSxCvr^=^xzjA2gQw3dTNXC@d}b~?{{BqtEiW8+UVVx9S~<7N zv2s3*ODH6JtX<>w5@|f^gA3U99C#F2H(Vh#Bn4`Mlg><8kw&=Z@<<*;Uxp_juTcn}VP1y-(ckA0S9x;cZEz}Co+te^_LSjv4#ivzPCLRDic?dYXfnON0Z;87`+uwKX z=hk+J?Ewwg``vq1WiICa>Bet$Mkwi0CTZW!Vff4|{^qhZ3T+$ajC}?3m6b!6@l$EO zQ72j}RBmEhM@H{f!>(xB2Xejh3~*hf$yrHUr=~DOKTj!mVZ-8g^jNgH@t8JDUg0Oa z7uH;;CRYx@ok}lhMfWlkFYg85b(7O*ZWTx*oe#((h(rsTQquv%8=xscXAr5kok4qu zshw|WHp!#;cy!Q$cpWxBoSCW<4rU09aJ=5nSa-;I4ls0PkA$MzX%sXqIr!2nSJIZ)YYg;iR{UeR@M58xCPoAB(bfJt*I1r zG4fQbY`3X-US>aVHa7oy?+{r%8OX zp0OQSEw}bVv^gSV&7TZdn532WBN4N^jO|R1ytSK*T-~y|^Qavu^-4FKF7g_c zHjs-ZMn)L)k}`e*k^S*nGyCKefthPKDNho1G#5QAcw~gb{Z483Alu`Ku6|(0EBUTV z16RW%FFwsFl4K9WinSbFib%J7!+Z}wDuB}nZ_f;%orJtV{lzOPe4p>)8*SnZ*8z`@ zd92g!DESR4q)zt>>O`)J>Yx(=+gwLKeRVCHEUoJw z3*W2CG)1-tfzC~w6vc*mEC2|UbW5ac9m+IMhr2-z)T=6DLZK=u1p^R-#7`T$`leYo zWkItDwCTquatM0hvFPYj0nL|HxT81`C1!g&zzz*QF1yYh?y*yxjy z>wS66=M1&@jbikjN4XK0x+;qK7ZV{U+6#-?PNvCOu#(VLQv^ek@dgrnURB6(+S=F| zTYn(0rslZPC4x)9uqzUhhi2JP1EdJkmgF_}TU3T|o{f6A9%Y1i4997U#(z8Kx?e958= zdSh_!T`VXf^-0l`FZv0`PXp;Ck1k^=TpR$|$Z>tc2hJ0+v**%WvIAXtoZau}SE+VR zl{c}r0xlUCbw&3Fr?G^Q)fp8R0_-h3JIK!jGW)hY;sJ`f6e@ry3-rV>(7Gs}xY*EE zePcI!eW)!KQeQ32>L&eky{gXRvsm{O)ZKn?7 zsLhMXsceqUR*wbM6d+fs($_G2l8+~04p;{n2W)E!|JcrqbPS{wsi~7~H&r`RVyES%1Z5eJ>ej@z%{3F4tQAXflbKAk4Oze0<(bVgM3k_I*mf+H+$LeRFQo)5SCV zROh?)H|6S6`7Nj^dEkt3@urg7vT_xbyi#sYD2~xdw8!9G<_RYzCG@^ET9G@UfVNk6 z$QPDroW@v#%EFMgIL=x`_I`0U@Ur<)5yy%igA z6_O4K+9`icdtIa>0*xJPw&9(tjxM^J9j$w7pURRqgNVBnLQ6ZtM!`Xi#SNHa*`j)5 zH2lZ6JaY#oyBY`G3}y$;F5x^@*-)Gvq$L#_kqyJo`=KiGC?5BjuC`!sV z4HW&Qx9iBdOc+roh>WjNIlhh!z7!-KD3Xq9dGqR=hJ6i zOLN(OZT16m=Kr(FLBxzYZx0;zcfh`TDBIrE{E$oK?7ebH5nA@uHAQ;x`{P%JNfN8g zTx16{D!m4%O=QE^-g{eembW%_;aSU}6u^D`QU_P?kGcv)T1L06pB^DXavMs!wO396 z`=^JV?VZ^VXGy8zeY$%y@IS~>q?`vOd+b`A8@c^J*?xw?&GWBuW%KF~*eAXz{|wF# z!I~uwC0-+%=%_XS<|f>#0G#XTOO{IHE_o5ZDk*{Ogi)a2Y(Ic0`k$e z{$1$p+f@>m)7NK8*PO~u^PC3jiz-mFIZCY^q#Z3Dop1_fxwD zip5U#*c`qx&@t;yV%~}GUWr!Cm{i|4j2=i6xHXACB^+S6Ds=L^#_8niq;ElXBC8zi zl+P>Q5+6LuFa|{64P+1Su|fGH!W-XGmvU`uXki;ZYk}{f0q)=f-voc3`%%;PsVtYV zz8j*8%)60h*W&YcK;*rgl~My`2mOpI1q8LR-X4&(_~9?L`np<#Nq6U84lQ8VL2|XBgn6~g4*|d7Wx)!3gHd&bRLuVtw zc*$>AI*zUVC?k$~kMuc&#D1{>XPdYh6TCjTPe z)0H$=)4CSIv9t9qqc5rsV~J* z_XFl*Vov`3bh*7f?mEi<{YoHrcnv7)R!_w<6sfBwlO}e+ajeJsAF4^J1ScE<1DAQF zak zsr6ef1PX=yizw;8nL?njL*D-;{U7!an1<%>g&~LfH-GFyXh9&q=OW;cKMEt@(EsYj oVFM3M3k>W^o6ypK~hvYkKEm2cqmw1EIs>5XtNXyC#E)F!a;<* zKC7&?Ytsh&6xKP0x!zIL2XZYM+?&Jh?(AXv=D#W$Ezqf#G(8{L7Rvw!jWX>S)yD;) zxw}REOtNBy_a`Z0UFl<=45J8EV|z^`t~Swa{XYqpD&OKF&DCq{^X14!FM;Ajf1w|! zE*K6cofJFVPjAp;@@liEE}jzod{(A2f11Xusg(OG-fm}h4>hoh$^Q*xi^0vuc_otG zoBYgGY9}n4X~52&ub~3=kJ%PlsGCj1@ojziW$#-DlCy%V*o7Mo>0bEh92G@5iJicN zv{C4arNKoQ^c2WSv+L#Ry`(f7={yBnA8U?XV+zN-<{z0c)-W&#Ao4{ttg)%-e{kDk z2M|bw&%>OFZJa5%_L!ODh%yw$`v>&^yWnytdxmT~t6wlH7yu}Q9iQ`AohM-?*!+d{ zh;JPz+ybL|DkKmS{irxOGSI(bMmY81NorXpTxUg;c5;CxezsjVj`J~wL1cTt?2<#2 zeS1ia&${aciT?T)4=tTc-f^N^2ty@$#LsuEi6OZuM@Ng`iFCc*dEk?dIkRH4ATT9%nQJ5E3|(qLt3BQL<&Z<(9rF_DQqb7zDk-zo?1=Z!M% zZ!wLJOFZN5FOfD9@hy%mc;RO+QF>%EbYUe^hhj*)$#=Yjv@-Q*&zFYOf^EiFVb%@Gd~(MW%!6D0?cM>`>w>FlQHs!v0Ats*4~v&WYING*ECF zfSS0J>fE9RN;tp8pj$&s48@3)>bJ-pbr?yBd@wQSE+^BoC)YK&dn!07Jh8;1E+ovU z0L*-)(xe|G4}6q9kvp6U>^Pec@;(CQ-IYI84u$eQWc-2Gbb?}yZ<%15Ws}%$5T_{^ zZw`GdJ!B(8>{vIr#4BJ0HS@&dr-pD#4T_@9AjV|)H;nq|MYn6Vxp< zdP-V-K@4SNn$kas)QWGV&?_KqMojO^sgIl{48o{Td5|3QiK*c4*T^N0g<0%~2gFu& zZYdFn`rhO*ij8G6!-py~VjC>o$rm@!wsedJ#j#UaglUJ!&a*ITML5H8ZV(PGNENnf zhS8M6`Sb>9WGbWz<-@C^YXf8G|FRjcRQAy3C;%>WnQ2bsoz?Zr@N*Vm^85G|yBqk$ zXh=Gov0zZ}e$jkSbia_P3e;{m(4b#Gsj6f%qK@Lcj&_txetzXAD2oejFUJs*a)r-0 z<^4`=?ubD(jrY26(dUNYHynP)E>(;p#7^_lpxi%wJTgfk9t~4}OZEp({OJh3vZ!-? zmHhs!7z=SRXL@WnvR1%c!!$EY!4`~FG^%6P-~G+C`o~rAw;LT2d2WhMAc^8F8N;j1 zl35RWMdyCLMbi5xt?J2HctMho5`I-u!b9>BmW7E0x6)Oy-2O9wa~Sr(ZDkkzesEsG zv(RvRt+a~gy`Q~zVHGX4^(Q?YIhT#XE1CmNF=+Jq;4J!kHANr0)LE`obogF$#19NB z1?G0sDfUvWzqE(=W}}v|KyVI)rUzvp82S|PPsl-bm1dZN#RWYHxLjd#H@@D6ozIj( z5LLhodF(4WXY9*^5kNNqcE{oqNS(s5aSW1%^{I>Q7PtD-5*&Y_vXyavV zsPIu%THylf=Ng7Oy~}&F>JR%|wvT=vmK(t~K@djJZJ=9ua z1BMOzed7VcY@W@nU&F-IvtOg~-l<<>;bqaei^0L}+Q0t9=mfpyH-w{0Zca^8nrFC1 zX$j7(8wcpSbQvlhXAVfgjTTE8FG0Xm!?D}D`I$l($|hhfVCF5nFD0Neq8R?G%)x}^ z(1nzymyH3oXA9*pz`$d2w2YySALQx!n&t#w%~*dN>sq7x9X5z+n7}Y0x-ku`EFobo z(J_g25+<#skSr~avpN`;yE`Pkuf&6o7pBk)A6H*3!&?y?^DcBu4Bd)~X|-7sW%gn6 z$KxEOqia14CZKKEi0>)dU!&JXx!puUr%Fb;Ig-jolUFhbplibYyF!0I%Sk%I<&kVtbf&U?6;hc2de3O-%14I&86FDPD^hWDuj5?3+g`CLW zuxial6BI@Nqicq8;MEBbFu*l_FiCv)lc6d!m)i3V6geYVUST5{cL&unNqj%q5#Ft- zGp{!ZK36hW`NrzRoVg?zMG-}n9(Cl)d!flLsfJ?6BZ1WDXw4IL&0pPv)6@5Ak_;<4 zY0AXJ5D~;zKzb+>LZg=c)t!Pc@Y{E?%PEegIbFTLBR!MaFfu!YZte&?khZG0YXnD-E9TX*`lt7pBY-+#0TbAiXHV*HL-ytH3&I!}TN%AAP-%@|* zRHL8pvT2S@byqK~*;wEClz5_=Ay1;u;-6RgFDYqaqr)H9UDZaen+@(Epk)w5W#@b2&bggq9u z^YNT>fLu}O@0Y2Fc;sO7V~2#Y0;`kn6a$Mff|FvQ_*OPMF#44hp=cQNb_*88iL--$ z7P*3AR&(bzGO8P+lnTjoN6>c4k$f$Hn+z!8f|(bmzD!@mpk41R&=l2o|F(*M^x_~D zE69UqAFe79dT|Y1L(J%};~)+c-{C#N^7M{MQfqpmeJiDZ{>d*n=+~Uq*zZq4b=pcL zYO|oSO0+7$q>wX~oO_u-(BP5Sgz7ayMxEsLOzkUekhP^D(U;pzLr9;erMy>QW}R{J zGdaV3`zmdw96v#YU+MzN9m-f`d^^l0qjq0eoc-Tl11#xpQe6YMr%$I2S?KJo63$kq zJq+1eya@TG6&gZ?gF=rP%GP@Qnd~fb59{!gZw|7g?7P|V_y{DbNJ6VyIOoNX@m})S z7{D4_My$axIo#xxfTKdB+L3{IFAH5>aX&@M{wX1b{Ef|V=8E>CO#VcDKGdtjAT zfl%*UDtaHM<8P3tpS#*<44DK!<0Zz7A@v%(RhaWBoOfX1zV!oxhd&=6s+PZ@{zLH_ zugx35xN(S%MNnb^JlX5Q&Q~ISb_;~zX@Z|(^(;8$XxRJ!c6g3OeXt2FnJMLR+4eLt z9tqBy1&YPw2yh|B58X9AFQ;d0bNg%DS{YS|D`e4`Z!}>vYE*0oPJmEyl*>8is4)Lz zVKgwmn>G&z$XeW6-Vkn$#Au$5N8O!^sd-3O0(&=Rg` zC7~sA59cym^RTeKd1i3=et&$=GEm39$GY;ll{-o9{OK|cE}8o!F>q1Lc&uv#ylvD= zMSPh#s?3LK=hN!64;+h(vNHI`At2F&JMEW1aNt4b+BI|4B=QBIk)hpbpxsEiiyMZm zL(GcMbPPTW;wjNF3Ot9fuUxA=tZrguLt4P58&RkpoD`keSd1E3F1M4{tjm_1+~voF;!K{NT2kxZY52=jh?@k|I)tH1r0Yg;G~H8YsIfe4)uD zgM?71y1_E7SRe#kamxm9xeJuNc38DIn+XYFo&N69izyo7{4qj2f=Wi~k*+p?rCJf< zhj6x>H?g#@J2k7hUCz0V#x@UWk_Y#aP?=kV<)~Tw!}vrCuvk|I#a+# zetW$rBcvntw*IOt@k|je(~Iaue^1aSDPWjooFd?zbxIE49LH9FnZ!H`#=fP)b=-A^ z&2FxD{Ma)l84Mg1bTXZMcK#Bq8Bm;Ex1Bq!4g&kU^OokRe#HIy^gVFe zbHWmfSv)%Xe2ZHG{NB$j_-z;C7T(WWJL3MhvmX6vc)!p4ct6{EZ+Uyk`+RKZmwBg* z{=69f_2~#~{Q7izPy2lFy7YU0oJd_eGZI=&jn~zr_5OXD&&)rdCZQ)!p;+9rl3$7C z=V8&-)R2yHsRWUMTg8?!(%zh8UN?#dAr_H@`|o_L;zzOWHpPWkX?WBY<6xg?VeILR zpQSg}-mCfbsjt@81vx>OUn)VuBQXh!pQ|auNJdP+-K9GR$TpFtBLRzK13@`wwzOtR z%80Jr3^Fvb2Gcyj6f2tW1=CO)?4k^mOEnJB6~pR5pO$}4s+~Uc(6((chXUSWd2P$T zJy&MkEw>|TQS881kN#r-GLn*NC=FOM++r8^{-l|r>uM#6NN+GkY)}`FRwQqm7y=nxo_g)Th5uw-_sD68v{*4u$ zBDR2j#HXNSOk*|C!t)AMvi}R)Tv(Pd0iz{URGm_rM8@7d^#Q7=bB zt$~xg1}I)&>nT_EQ~o&daZ1Wja_*t+}b_Q>0F@tSI}VUlj}`#Yjd z8uWu~R3=FK_bETdr>Z_v&&vz(hAevpf9{orlr&|dU_*ZoZYPL=`$7_PAhq8Jj>=Fi zoeggq!9q=YdM{N8_D8F1P`{e`zK~c=WjFE=#(zt*z39Gh*TQHy>@@|)Jk-F^k`K%# z1&vhyS`=thOHo^tsm2T(DYE^x1h8sw{Y^1;qr{NJuk%4m>&>9 z;SlFE)iH8RGqIVVvfHjmM}CPN&4@Q-;}Tb*WQ8Ny8H7b}*cXj0!1cq!)#JbOu|0Zp z+E?1qn#qSPhK7PIO|Ql~j8o{&UIZw3{b<`+gcbz!6ef*W`R+l)hOH9;f5Y(QW-_A# zRBZ@2)VnYc4D@_u`3r5r9b7arhytU~4~~;PmnvSgUF*DAS3c$sbyIf)nyFx88*_D3Pw;KqQC>KsYqITOSl7va)~ zh=wh8avXEtuM6*m&lNxU%53efVZ&1dt;jaWU-ya!(rBa?xitJ>MmFQb+qj_9dR;t& zm&TF@CN(LHN6tYn2@b0%SpE>zL-B*dX;D_J4PrYM^3E}9mf#;KcVI8vTd2X`juS1aQpQFh`A@S4%W8mRzBjq z8LLWMzQ1}-&bAyk{3&<~&&ao{zv4hoUQ6E>cuqOoJi_Fr9ET6|rdHpjZ65K6PB{q# zmTXr^Hh$$5!v0jWIt8Sq2o!&rgsVkgO&K#xIU~VN4e5A>k-nREmak9lE{A|yGZ<<; zS~bYxb)%C!iqGRk>|w!Q>DXZjGmlm;%1>+Dc5TLLmT3F`VX>&LFC0plht@snANxXF z1we;CB7~mNc=3%<4mOkwU2#PG>PtR3{vkCqu2xPM(RW_8MGHVD9A;f=+g|Kj??mD< zI;?)8fdbD;OW4A(t%jLj(-a`D_HtI<*XxlY#^(MId^A1$6IcwA5Mu0l_nn!M?0)tM z@HrYP>*zDWB(`P^9;vy3PrQ_4Q=xO^co)vi7bm5%H|#}nogWvcxIT;_RmE5swQCFd zaogl>`DLi0ISqLERSj=UEmsm*aC{*aeSQ&*#E9flMKPJPvr8CZC+TEP*7<%UwIe^u zi34ZD=MiC)g~xAN-K}&uh`Zr5`j0B&^zEhXUmamuM$ON0F3RtlSrC6$s0KpT6TsID|3e1ZZL0!9GnR^!>`-(D8tzks~xh>n>D zv{J?L5L{lm?^oZ9Pu7mNqY2t;ypeD&;n*N^@pLeL2fq6b?A5+)kLFhEDiY{sbfdzV zM*CRoramg2#vEe)6UBIr6^+{RqTjv+j^fecR2^1({>Z8$^_Zy@fucg(y8s=C0d^9< zcO8n~HUdCsLLHLu1dSWZmaViuGmI%aTufQwj9+n>yo|0i;_aMI!2MH>Q`?^^ zwa>Q*lYNX}*f#M&e30gLT>O(rW^vBo!2#uvY*8DkjgE!W*GO0!T5I%HJ!D7KEd9b9 zH_>s0FgnyFun*BY1~qj`Bmg<-9l|U~JjMyTUCGa9R45mT)4w9Rxer1ObwQ%91o=&h z+?*fKQnXxRS;r;Fzv(=rQAdfam~hn_USM8~u=*;LpraM?yI$De7GFxV;HU=8JHrm^ zba0sUE^`5cl8q*ZoXR$u_e>GiP&Vd|itYtTvTDrY7ayt9mDZH>$rryZBGWZPDN3*9 z7!jxVF_g_IR@#WJU(Uq3TQhj_MAVrzdCA`ZpI!?r>^ml3A##CIX8qPZ>smt&GG^^soBKn{T3j*)l_hrroXw)cQTM zYD@oNmQoaD6oU|#YJ_b(A1zc2-qEbCYuApryHWqwZN*vZx3<)8{DUKzN$(GG)t>Q8p0af0 zVr^JR>+fHbUyJ{e#3oBB+ViW~;q2JvQ(BNC{_35fRtqT5kZ|B0H+^UFNUEk1KYECk zXd47l{r078hr$H4=uE4-O?O)}i&77tyB#2T#HH(29#k;k^+P=#BGC&Y-Jpw7P79 zm#cdg@$qksyfl`pY`4rQp02uh)ebST1~*Q#z)KgsW^01B)*R_G4Gcxtfk|Ozo_5nCq~-I878| z`t001)2Y3*;tE2Esri6H@f&^@+2Jw?EiFH!%zOsQ0`1jF<`7zb7@Q~run0#TCe2YG z?*d#A*i&2UH|=m3j@H&Phvhfk|7dEp&2H|CP%{7eh%64X|9wY z_I6u;6}29IdIO+`;fDcd@^BGj3OT)vk^q$6&6@oN5VX4UY`OgyC?!v%R58Z6u(HR~ zXeu*YVx#3W`inX1Vf98*F7EjEGBW%}BG>`_L84kANxOuMg{Ye(io1e8vou-!uo44P z_Ecyn^N-iH5!3@&BH5VmX&p>8V?!7wB)F`hLLz8Xh=5AYd!R@y$g)aLpAo6z*3tGYK7 zo2kJ>mp%w#Hf0dVOGvz zV$(`a_DK}SKMjh)#CDk9ld>+n&Bik=W{J!Z znjK=PRH;>bG=g~g1~tw~y!N-&!z`5SC=?LC&fmMN|5ZhaP;(R6Z*^$ny?|g%3XpTi zd(`j0jY=drdeWTA$$uzYb`Bjep6Q>uWV_6xD?T${67FZ3&I#(9uV=U(p#IsmWw)h@ z^Z_KjyZsOmpAfLb@(B)lc3%7ws!V>5qX>MF0pp*MxPfbr-2ISWk5DXCpOx4XvErhd zlxQ~n+POxeHb{}%o$tD7l#zv(Tz^gKdyXAGZ~nNv6q#^LVa9HF6U{$NhM zkEW)HoQ3at?81MYs79_C_U&O^&)ryhR{)B#zhRwpOR*(_VN)jw-5ua9WHtW=_N{b^{Ar`jYLh|R`Ey<|VuKL6@4ull zFEr9k>zjDZ5S*FT5k>O(F8XtPt;;xN{b!4R!9TM;_q336XotDRsHM_oQ|=;q6mvk; zE%|tU>CcbQ8g3^_N$}F|P1Cu{EED1{Rp2?F=#V86$?mcE+rd?~ZB{ezLPk*Mnyg&h z7P2~bZPIV?@GI#oTOUW|A#S~LlIu+#LZ1`i8B&q~A+?FW%pXEK1&_dIJSMhKb84T2 zyy(P_+rn19^bCpdm=DF<25(kRatMGjb|~S*F<0YDRF*57*@wjdnltNUNs+@;FKQw;zv%~1#SW8 zn9-Pa`vipMK}6FO(3H!Mjc{eS4Q+u72wI zmfJpOY~>EKnl$ca+VN4(`RUlbC$)bM@aV zeB>=xt=`jhrDZg6hyK`7vB}(X-+|^aBf9 zwz9o*mm|-cl;|aYKfWc(o-U2VUaPD{-cMLGkKYh7uY3M!)UEZvgC8gjU0$ouE~E`J z@_Tf>o?a)3Ea3O{u1mgV2~FyL7Tk0kwiR2?$a^uH3$>BUAxc%bZD!@{&5|-1ae1DR z?jhZozE5jc_WPAPMP53wao0V%p?tMw{Cbju75nowO=J9F!DWyElYd4#j$G2wWXO|K z61No5-Yvj<-Na!_bQQ3D94*rbadK)84jbp?HZ6BvZIsd2z#y@*>v{JJ_Veo85q;(6 z0@bwkd;D^5|MziDu<>ZMblkHwU_$cd(t14bh_RvcCU|VrBU28I@O_dn{D-s<-_h&# zOd~8S)uKqqCaiKkFS#HPQD6A$2>OscuL&c7c4-JH#S zmk`{b8F4}l8Obp)gBNRWHiIX5xE;iF`qocu2}Nl;6C15CO@52MlrS{`_4W;lZb3A_pd7iRTp?qN+u9GFNihKw3CSPq$!AMZ7*W; zO!Uk-1~|B2`V9oFlNrYEj`1JNCZGYU4j0Y}{y4}bQZu0Y!BaDn%ahf$^ zVmC=ahXFLP&@+M$qjm+o>NF+#P9oGsb1*XthxT`o%9_t+hS(GgYtIl!uU|ykiL;MM zJ%xE}g1j!zS_=yZHQGABB}`u0IS;C9*<)`xTcD`#C6DrH6m04*3y~87o4>#4NIAB0 z2!=|zQUj-1(;uG9)c$d^Y6-o9;ZY{Zg{D3?h2lL0Wv%meM$#Ty@B;2j zC-h-YODs`zy{SyS-}QB@C;GeCTbb07G6xFHBo71%im@EMc)KvtUL&Y}Sd8Z!-i6Zg zjbxWEMU_vqd+4nK4$B80Uu5L%8akC4+(ku(A^i5%M(;BsDkK>9V{nCZ_QLov1q+dpSZEVk5j=>pzNaqDnqg@$Yn)QB#WDth>sDsXvLTqd16w!(+kmzkJLIkuG*xM@B0J~*|T zmaaBW1O64a#`t>75@zSD_-c8N;q92(G;l~ocz8qmxiK_#s4$&nOUUXPycYa5!-N;A zEraf$fDo!3zvD>q{IIPncw-$6`!M&>A3*Q+8TX)hh1K6}U z6WapHW17Z6jcUJEcE@A=EtFGqzsM*ueYL#C2qLU_Do&t`q26*XlzD=h#Di+Hs;`eI56`>NP` zp*pgZ|acZQDy=J%vBNSB9zKz&@@OMxJQ@8C;uK!2(_3v<;f zm!l`@mN#Ihvb28N-7Q4R_4t?I+x~93NydrV-zRydSSH8>>!pfJ(6^M)k9{&ys`Yzy zM!#{usFnJyselrMNQ_doUi?doiVurc{kw6hv>6ovZwrp?Oyb@&eK4!eC{0=s3y#{4 zB{p579y`W0+f>>`3n~Y10AHFQq(ZhNEW2c>TR!>KcQ>%JQCF`<_oZZFf7cUV@r0e2 z%1GyrG7XLvsu?lCI})-b{M=>3LQh5K^g)>#`^fDYQA9*wHUc^PXoS_G!+womO|z?` zrBo=US(}4IVSaRc8L}b@g4>ibzAK%h*p{h*(9sd}4BhT$mBaEJVBvS|)8xSQjEnx+ zJy_^gY@tGcwJ2IjSYxW-4BgdtQUp38%sw?G0@)Tw#YpDVR7g@TQt3tI88bN!*R54f zeI7V#so6Hl*b_B+bDeB_5%*4@SN~;@QT`zI#OKtD_6Z`(EF8G<(mFp1V&1ARe?M8Qs%?+_(}r8zCm` z&flew{yEjI1fASrTu+adtS$R~1<_AW=1)}a9sT&|F=%Ea20zdoE=h@y zW`&L=UKU#c1Z@ihBOK6Lphte0!Ek9}p6d;eZmWF!*mq0s;I!x{$$@W0uE_LVaaH=D z#idp~d)fA?X7r8fN`-X`FE3?)(c@i|&}-tRY{=KK6D4J6?Qyl1;jyDbZI8!HI|sE) z-?9I16e0pz$;H{xN@+1w7u9lsX1HB?&jpVHnhq(Omjl^4`>jY7I$RLlAFPcK6@4g!NXjgFp;> zllG<4UJ0VFP*rfQq~w+D92RFRwUm(}IC8^4|6Y6HgH1HW1aibx5Q$$FHIL9(@&WjP zrO7|iQQZV`H)ZJvMZ9MGYZQO3J1)DNr+T9_{>9OTK% zrXZ>=g9^p70r(R-q~TY{6FNE?JoMOcHi450J2BJ~bVf4b6bo4BIr0~O*Fmg6R}J6` z4YJJ0%@;_XN?LPXUaoUcF?5Ivs)V!!ai@suLe|V6ge#u-Gb@IDjfX$)IOegsaV%2x zXsZR6e1_ciLDQBBrDg`hH*LlwO}=`n9t83wM zEgfWdpqG)3l#VM*GQ8}6&Icqy+AKSaoSMxkFPHG`#g)%p?wo{H_Y3v zWnHGH=yZbax2xe|kbvbra0*mr=xr~fFa~S>8@3M@sw3PdT8_~>7S&p0@Gh~saaMA6 zyzOff{D)gdIBZQ{N61;BlDb7M_Gdg|gSCs>tDOlKN2V8j83oMcF5YCuy|{;vrXr3Y z6|pg+jd~u+Y0jety&QA8vIpIP(S?Crv?{shCWzO62Nz~NeFZ8z>;&owIp<48g0-`! z4!JpZ_N#R35JkCdw3zbpNz2gA;dnvr1F6VD6zybvn`gcD`A|BW%P9KCX5!p3B%>&w z-+E)fAAC-P7UdM`+g#N@=lP5YE8pDgl~U86UMvQ3>rezed%4DEx;Xm&8)H;LUM9%k z*i;BZLejWxijcqU0jLY1PQ&ZrLHP%HH181hL~*@;m`N>+$?p;#gNoc)dH){#5cDUU z#W!IsY*cz}g$3Q;j6=7YFpesC0pF(rH&|(L7NdHNZ1kq=t6&@lz}PGfgvgoWK4h=W zl7fq55kmg|m9!TH2%!<%TJDW0BFC#2Z}|Tiuh0a$OrPv>KL&{!)vyxQpCM|B{SXPWdvbs=*WsD^ivDcr&BX;LSEH}=5e*I*G z=cGgz3R!MIB+7_gx{Zw!i?q3qwYiadCMV6WCCJq$WOjpg)Ya=o7Qtyj(2v1iy>`|a ze>z18vj^FI7Y%7>EeBA8nw2KuocF!IQpwpX=aeJsp~01oZO-|a(!D=#f=ns9-6*&a z8IOs=QIehPSd@z-EiCOvrK&4L?3Q6_-fkuI*i2%9cGt4O9RlkSDO(K#oi>=o(J*kifPTF#%;NIecpt%y ze-P(eQtVWGrDr~;UB?~DVtKpa*E*>#-Qgz)+hxA*wn3bTQG{?hMV_YV5VqKc^()3G zFc5R0mgxp}DcWw+;)+hyp~bc0oHB+WwE37XFH1t@JiV zDS)=|H=bBe+K;|=%u%t@ElX2sK9%KjfI5REXc}{R*9Xa>J}t7D@UKK)9nwJttY{tJ zkiyk9VSmv*%wgnzJw z`gcjhZ&4^Uus#SHx4Mox+4aT4UU%e`GPt?i^eJdG_Vuz@Ir*K}@9M>r;~jct57^<_G4-b&^9b{$`Lb^>Bjmq&~aDoxr1;@SVBH zJz6Iwa>yWpx9;R-;^Zz|LFRs9^8#Jmd`_`RGapm@Anj;jb;5_ce_-6SH`s{wBdk@l z5B1|0Ly_UeR{hnvtngFXC9rkcuh2SsO3%zUF`g+jG4ELAI>Z?xehs>`XK>x@ia<>Pz?! zJrzY(t^yaUCHbIXe%7cx`XoBjd8;Gr_p&W87bCu_7n29G!Ci&Pf$a~`iXUNM#^S_^ z{uK6C;R;QAAYN@WlK!``W7E=L0Im6e2WvES5g}oyLchpeagoV?-65RtEP}Hoy?bu= znmpLWZoPiczAOF-P)~}a&L!yaF@uaFT}wr5zaG!|0Av3ZMzDgti(8(g`3e+fa!HUA zTCr`k@pagG_2I(nwI!;4cXx!*AhKshWpTY=^fw!NE2-CuE5JVw@pv7M;9zs19K-D zpFyHLlcYye0)GfmT(*8LwFHUON?W~Q|C>%k#cg+SUl{h+Ro1*XOMCyG^_#j_(^>ap zr74D7)A9U4A7G3YC;SnqT1Bo_Le(@*H2sn2&@jBbx*!S-c+K205fPcU@Zj^DJ$;!u zeVoPo4w3i!rvoM#*!uO$XYllQs5fd}bM8E2`j>aazb%itenAJjMs?nM)pyw$9j54sZ6YVdry+vtZhji#Jw0nEUYu=GpJv@c?VDOl5@pOf$0W^a;1LIGj)( zoyd_kbt<&%S%{y)XHMICG?gc{EqUu7aMMs~KU-K9hIJ!y+K^B??W)!L1ALWnj$-p% zi=KI0>lP-LMh60GMHBXUjq5mePlNeZM&h?#NSYxjLA~|gczc-nNQS5(TDy+^WrJEN z>$w9<-vs0?xp&nhIqiA%xqV+_1dayJQynP=lB~|0Q!ZA`svN(cdct&THqJSq(sUx2 zlmPDyStyZi@518T*po>UIV3P_oNU~U7dbGHP+V+{|8nh^sMy%qxY;@N=n=`t$XFB| z%q2`*Ey(D=tYB7F4pyH3e>N#-!iNdW&BaZ|`u`0wdoslT--LsW2h90@FfMlXB*sZ9 zfQ^fl_kWYT?Ck$5-~@BB{U08fmHq!e$+#LUh z_y}rZ_$RyPDHmLE^7dPyaRZpxW*9-_5{6>j@@_ms+r`(X-$kG0* z`glZP`AXoe*rBPlyRz!;eAS;|Ly*fFnuJm3nX0#t8IQs{&uL7bsIa2EShQk{IU-mf zc!hK1#dz zyibpn+i2`|y_1i#{Ls!)n<0!|6k0Qm%|&$AelKTJ)m=xnp&ErhKs`D&iEIjD)$*Ur@vT56 zyK^1i0ueCK^>OzDGA6M^Vt!;5F?h7qk8DyEBgpdY1&(fql1~KYKqmwvhT2Jl=o&~p z*ncC-|_m1E|z1R>Ig@_bAm`Wu`7c>z~n2+`INldTvE2031co}dgl7f}uu0;4NZ zJ^9sY8%c`pg4b@Ch^ji+7(`6h{EEYDFiSSJ-2B+BDohb@M|JjH5+O3)ltOD7>|^dM z83?XG7x_S>QmKDHKP{kv+eLGN#hz4FGslAObs9^4K2p-IL-8-KW|M{c<3x#~2nKRo z+YqrI{hk-n?VWcL`?!{A(P4V|M;FwpZHk<-%U!N50-*582 zN??-GLKrUq4b8Wa!}l+=0I4|5Tk`W#gp!ZcZv@pSXm<|f0TBl~N?0mmg6OFLWn3~) z#6y>KV3=qKOgf(_>GzEmh>{)~6IO^etS1VFvWIF4A?!D$_|er|f_Cc5iL|>DF(k$l z3uWqP3CG3S-eZZ{HA_S@npo${E>*9xrx844vn2q9BBcU%s8mB@(iot`Q3kMYqIarL ziW-D@fLXsulP}x6DrlGZ9j?igLXF(^X7ghyQNVXAXs~!P5oswUIGHx?iJ(KvYsPg@oD z=|G@Ycb0{=;BwT73Ey$E4v~u!wY*^z1lietzrEf*yKJySvTwjSxH_~Afs@5-V0*@s zGFgTFPTe+!O4S=Y)NQBb)XP=AD)wzC+^Tg*JmbmzbN(hYF#l!eksbzOOnF=(+oj0a zR+@_dcZ3(W>eC8|@1c?_r;4b;pr57xoDpaxXi_m0+A`)zhuIu3`$I%|?HL8m{WF&= zXZ*L^9hI#w<%Khk%~fdGhA|1ti&&(?SeI!TQ>rZ%IZ44YN^-I zYBFyQkJN!Fap3P7W~+3OIkAvQwpT)@l2TI~OM2SK)P)3kQt!Q4ggI9@32E1TiP5fjHV!mtEma67~S5ZT7WVw{m*5o^zvnF|}lc2y0g!yJ11Ed#{a{9ivh}~dK z)izh<^PhBuQng;(&GV2>v}<}->{}qMc7nbAPpA>|?hi0HbA{q}2`jQ9`XK6*QFPA& z8OjjGs}a_$Kai@U#O^emoH0i5=z%)vi~S?#&Q)7?5PriJo#DZ#*`bNjn{2Aq(p`JX zm~efVQui9fMVLQg#pphYGy_@N;Hx}cO_>wmEDf6`pVPz0CJ%A%q?Eeh>573?8Gk*b zSf$Sr2pY9S$_7x{xYP3F2DDd z`9B3)kz^b4un_9$le2o3G9C-9mh)?Es{1bv43A_dWzV%56EeB9ijc)E3$`1WrD$U% z`XpEnxUp7+FIKqo2xHg?L~}s0VbZ|Edba|G+n@6o*na)9R zbNsG&JfG=J1=}Atbf@9;Xtv>E>>gIi;l^G9-hJYzNCa3|l|$himWUfB*vj8sn|kqY z4GY-t%a_w*x|sTIqiustNEz=f8R_D~_7oSo;v-jwIfIySxLQ0B4+=nLgzE4CYG$() z@fpB+xe$z`%|PPC1@*G3V&lDp}%LWh{ahq=1{iKol%u$CdCa^wI* zmBY4lv=hlO-ZjXS@6BoW!0aTNrNZ<8>u07|0n?7URl_wju-zsrV62MGMV#sjPc%pSf#reaoGtt}WJf45VI@W^dL z0h9H8AqN5$c~-7zoRye z$KA0waw9je3k2vz=%vy%Gw7ua%dKhWbFQYM&XI_a%T}veXmrNQ=0FnTJQwW{e+STbqLAgdJ>M(Jccc__B$#m z;UhzTcw=$Y0LQ)QKGcN};V!rLG^bH5&7nfcVjDUIy7Xd`>QhV_J|BvEIr1N-JZ8CL zAihWzWkQCbIZCI8MQQ;PkN)YuAPmUp6C65;adG|4)ja%e<^WSNucMqE5EgN)@5o#| z+qj=L%AcXn-C$&h5^&A;LwpH18xCCM8cNLOv+P1?U~wLU_*=(xFT^;l zs(d3Jbug>4KKaoNtX77E3Vv?~t09Wt&|vF=Fc!TqV{d^%e^Cx+@`2_w(&;~5uZGU4 zx!cXHab=t2Z!6gG^?BDzdpcm%4XX!mkhN-74Q#7>;wi3>{o&BgsnK2KQ!BfeA(0QQ zFgA{gKy%UcWSS%Y+I6LhDIWnU(F}~K|F=)wF_qC#+VE>pKT^@j1{FD@9#l_Lm9!sp zbk(xtdzbu$y@ot6s)vox`T=d6HRriYqlGYsd#`*!v6UH=B~Xe)h3eWMzU-}A-pbz8-nn-$I1(88;mX29 zzH+9g@3CsuKh#f6pnsG8l?mS4&M#P!ETM3%RX_BW0++pUNf-n*McNn2_KQ^}hT~I% z0HFat@hEHx(h9bxk*^W|0gXt*RcXxFhfk#`^X+6Ty@S5DjT2?eBXaUGxZ(bnp|7=g zDrp>+e}4^~=CBY`eX}XGdG1BqoouqLZ-f?e-&j2Yg;BUd+Bvq@e}*FJLb}nOA|kJ! zrjt9(nKP}v!=16EX}bvg8lN~)SE$M-0&+3)q@R0}HO6WzBciTA=|P2(eMG&LAs$m3 z5qfZ0`xzjwnN-1oJfW91!`{c_N*XK)<M@Ujj^<8Ri^M1;6q|@ zLD{}k`|AR^P$?)Je+FFN&1NYZ8#dy`=o=onl` zvRVO6nVv`yx2mux>`CHqzbOAT+uzi~;bP@hsG~=#sd5PxOBpLcOHmb#<;`)1#F!|) zUdi3AQBWx-R_;rJ&WsGzeM?m&f$~Owk@{4vh2n?pnHY^k_OSN$d(8r*ztgPA$B%1! z;3Yxjk=^73`l-lm{12gVbwWdTZEt~T{SrM#O|CK(JFw6_lv9Po0E*|KBP}N2*!EVx z!KT*sd80i;?iu}(ZOaWWz=GZaOSEqHF9c<(FsdlFYlIGm`1A2tAjC%;c+HEPNBa1; z`*Tr*9Aku<(Z~=1r-}8Y@al)=T~&ejt95K&QEmP9F7)}!+gCaYjvi$*+ds`1g(_!m zA;=0fgF=WrpD8L1hLKDBKh>-;C zi=rs$Uuvzbt5*biX_RG*KxZqEzINpoF)0 z8yDUj?%!sXcKc6f-0(eR10pZThb#MM@W%L!L z4%$H;{A5INs77Sst5{RbQu^?Qs<7Om)iSt6ON>r`SCr0i6Yem5FjTrAKhUOjz^+9f z@y~MRyq8C(Cbps#Hyv&GF8g;)yCy@_Y=lrOZo&(xMR7C9T?`80{t zkO%%G+CSD+`gR_Zz?-8Ad3be{>tF{XHOR=1dT~Td4BG!G5UKj>@id+=EbFa>E;}XQmwJAw3b%#{g*j3oQrR?LM(cM$!CKflV`fZg z0q-MPR7i963XYCgT_`zZn>u0Pjfk(`Ez#Tj)w1WEWY&W;v?SKoj$7p+ZVl(KBWmh< zu&4+D?Yf_00KK|*@bw|K%z)GI!8{Xm9!z~au zuPA^->N@fE@dA9^@AvwCyE3jW` zMi%D_m{1n@9B}ggxZdymY+Z3V9{B>*Zwh?w%WgQEY21$)C=os|_6bEwHIXlf4QHWN z@|<{hq{=1_b)87 zH{Me&r=qWO3ZgKE+Lf{%PHQ%^jdl;>mhdPQPTo=Bw5$9oBzE== z_X*tb&u_**H|eA`37Q?!&p8wnZ`8XUsxSOWh;{OPSXn_Y`fQ(LVbGtIWk&M9-qr{zgycj6 zX1`jPDgXJsc3usg`qlqd$Si7S<_trS9!l_83o5pGd4e?Rieq9u)-^==TU;okTBhUk zVhAc`cK)4Ut1}4Kv^PtZlghnwp!BrK7kKlkN&>5IDvSkQn-|sR?Tb^@XY1vfcF2mG zs65oSd3!ECgZt@P^l-HA;`CreFGVc|*yF6+Z~7D#YUxTwBD7ra-sf{l2ayIy6u21) zc^*gj|4XK1deu~{I2v_d)QT}-IU$C8bwoCH)70+}O_l375ZWK)Nyosrf+WO}|1~Lu z=1;4UPG{X@E%xv}2H=}_(FC#|?`QnIZpENb3-yCpog?$2J;L&_9^7bX$WjUdG>;=G z?+PqY$V-tnLekpj_(E8DtLUZL6f*ZliX2A&uzLyO5KOwMcJWB%s|WB*;M4H^z>Rbm zENO-NFsk>kl_zD#$-&f1>NRu?28E(a+wK}0g>{Ex&2{jLbMrYwD@4dArIGt3;;*&y zB(ZraXOJ)NTZ18Q@19^X+e?T7u5RJI3OT6xyE3SRvLz7uem2a4=8e3IKX9NWh$A6b zUEm$<#U~Q4z;F@0c_q)E{t6>f(So`WjGb5oweGck+i>w?>VejALls1lF6%B%$Rfh* z`+rb3tkYes_Uk@?_l}zw%y%njDNhj5lr#D9x8TaktA(H@`|n@xYmn9%pK4#v z&`@r=7vUY{_Oi^l13^h8{m8SKm(v6Wlg%^jgZ!DIrirxta6bopuL1;p1;>O7n zHc?TQFN1mPiVPJ=zU74eP^MXvec$q!6MeX` zB3n3r$P4*{p>d@EBEf+`jFWE^(-DdJV;MbDVZ9lsCYnH^KyMjYe_vaEjsvoq_$K7o z=hW(<5HX{~iTP1rHg6)TRbB$K=*XHE1q%=9b!LrgJ$z#MT`=D-Xfr9>UOdFt8wEjmbE~B{y?^mZ<5pg-tFU@vIBg1 zVbHm5z;R=H$YnVJHjdawS{|~%- z+)8Wh#p`1p@4!wPM+w#=yLthxI5wd6#>We440|JNA;83;65_{_#8ue$on(l%+c`A+wEw#tdXCvKi>p45_Bc!w>HK@d+xaMmp0j%zY1(M+Fjc>;jrkGdS#uyoS5}vsE&EkjsE^*I`LS#@g(3;cjfZB1WKBU zXjhxyaCWJC>_K@GDZ-vW?~!pzk8wl$9kVqQJ}{5Sx7qDZ;hW# z1iSwVtmvu9r&J|q<0>PlpR3c7cEJ#b6K7cf3s;&jhy`LNe3vb`nh}wBVd7>C+H4ge zgIw6Yj!QI85WIh4`P5GL-u%_<+U(VA=MgtX{_n4v!IP51BvV=05z(*zdLOQ>icohX z`n+sI!xw#W`aCx#a>H5XJe%Q#-zFIkd4A4?J!uo znBvETCF{@ruo+|LHU7f1H8%At`ipEYZ4Pd-KsBPfBUfG4CZFLcoV|JurUILZsFlyJ!%o z9J{<|2{b|5iz&ZC_vNV~kO+`r+p(gltP4DEtAu#EI{2fyFsj;>x=xE$n3tNWxgtmW zIJhtzG!*R;z<3Fp?J*q2OBap(g-cZj0pA~W=m2rO z+8RvK6B7lAq;Q7&-U>#;_X7$e<0BgZ#b7XAaWn zF7>5sglbmKtSR+L5}Z20zc|Y3y&^DZ72Oz%S64EG7QTn4dVlbPRh^|Ed+Ko1{DOWd z^N%xUi{+}yn;ASVnD5e}E7&Yglgdgv^H9qSa{!WK5m+>b_Hqe25Do);b|TbT>_7oKalLY?z4lORJll`0!ivfbl4bNTT|nJjtJo z-hCh)Og$M|O^aNH;O8i@K@s#oQX#2(*xf1xbr8wvuDN=0qmTTaiDwzvn;!f#&xA2j zhy`Pn;Anv=#mawkG9KJ%*?6B<=UE$i|HGoVUu|l4Dhp4q5~e!hcWx1}8=pKa2AZ(4 zIXbMani?u|jLaxzN&wJI*< zAIxl2xT|}9#q{lJ`nFjQX7o-R=K_aao`<-C5%S|Cdv>6%uZr!Dtov_ty_#GZ-Fv`n zuQCRfLV4!hyLAIRp_3C0jwdZnKrtG|{k{C5)IaViZgw&1-X+;#n@YTz%k2#3t_P{M z=nTlQOxv~Gy1XFp{_m|JO|C5COuNbl5WkEi3J`PPex&ev#B|_{yu173Kds;!DGw=p zulRM`eN4inufdCT?0)no2CUb&NAVdL-gjxO1CxM9-r(D*no{)4QIZ$ibNVFLDjaW4 z6BZQ3D*%qr*eI?GcHY}@&L?OOE{Fa8n=+B%vfg@x0LBq@nXJ7ly!(_=1}- zRfby-KISOzl#}P^y{jJ7s0XnHHYHk{7F>|W{5I2L3`#?oIuiDd=2(*2Y} zC32q?bm9yV%JD}O_EF~F*N%WxVm;N{DXb3Yj-xs#;!pS|$q~osMFcn5US!JDC_yGN z2yr=5uFbHk$If7J?%w_r!(wN2a?xil(4HQ_WUtJby|a?KpnY75{e3{6o>d23 z&{1CFicx;BnF;xfYpI_h)hk)PF+tG6qe(q*(-b;oHhB0c!Q7)p9?dERbIr>+%OflNBV?&u@ zapwHn#`Vg6^`SUn!4q(BR=HUV*iH#%Uv~+;k)54ztp8CW;mjx9=X{mj{XDLn*24~V zO1s~R1`d3Czo9O*d+jJAA$m)_Y-khJ*qR+z+kZYAg?`U%8hAE_fwaT^z}Y~*>&p`8 zhyQxQ?KiUF^PhHjnhN{mlLH#8G@74-JT^c>*B!MNPNsO1Jhi4zrkFpo8k; zbToaXY?axkl{_}?3DY=a7J09>gSsl*WTcMLC|Xe2zngugv<8v0q7cuZ27>2vRPLkK zFfN{+29WJg!n98-Ti3JC%0cf=CnfYJUhKpxnM>Ef5D-VIZ~wt@Vc0ub&fpC@nPi-b zT7!{&9YeOG0l^%|h_q?}f!b3Rfn=sN$ehsQdKplGEni1X>B0`6kxn6Pv57|- zB@CT@!jNTX{jQsMmD@mxhLKjLN1p(nN7UYWAJaWXoyK^Gv}Bds54(fKbpB zofwOv-kB(vI{mJ@xWFTfkB;JIF4fML>n8e%_C5~;+lQgNe@!z@R`4AbAq50rzsc}I zL!>vS_<`rpAU_;o=>Bc&u_xq;SH1KCQ#GZtd;vc=WhA zfG(`G@jbI*90y4PBPE0Q#dp6A)v1a+6E9Hdc{#&4hK2{d! za1jGHm0FX};4?!>>qbosGdyJ&Y@S3gu;)X7?24^O8&cgctV7Waq!5+6Ckb3fqpC=_#F0``AVuFLgu=a0uBC||LIBur*!9$0F zj<=?BWv!y&U5UA5z4p61o^{s0_M(&H?D5p25(>#O_Cy+PwbE{g<;bW+?>mIKmLRrj zc3C@0m~6R1k;{wuym~w`00}&_XLjH~S;~VV3B&3FnboA@#Iak=+N*}IQ>c|@8!KTu1vC~p%s0HSjV!9CMj#K-NL8u+yt_h7j*fe7K6bw(6pN2Fnit(<6^{b zo4fD6Izg`TkLttE)PnMB43*xAIy^I~jH`$!Dz+Ais>N9KM6os$`@2V=2aW5yp6-U9 zQx}#2fJymzd0Y8(>~&Yguof?pm39hijGg_0aAn(Dkpo$FOUdE}o0GGmaH{k>``rRr#fT zVs_Pd<+&tUy*k$95ao<>&roIruKhGuUuP(WaG<~dJSKlJRRj-awgiKo{(5x@PH7#N-U+6y=2r@@$BUSVwpmYWouZEEf=7)>|~dC zdE+_18N8p&l;3}eOc1pW*R@DX)kxy)wlOtCldc+Qy_;;L!Ygt85GfTc|uPz4#zAlK_+pU|?y{9(}QxXo~P@GDF4JHdosc%J$SdtA@*DTH@rdiw%xmg#iCJys7J zvx3(mOH}@)Q7eaT8Go7LpXsU4YbJ{-?!^ZhCjKqSa#AJh`8+&ipXA4oGnD%hHY;xM za7Jt3h%7iOrVgf;>b`*Y{Z<8U^Z4jvr@<&4nsEj^pP!QVrHvn$y1t5mh5>bBWrD9`pvhE10yY0Q(T)- z=xB7X!pq9ivp$`KZ(N>&<>NA|s;^^b^j&4@HC)O%C)#&CUhS$jG~49c z^s5B&P6smiQni>$R%9JTqP4fag^nVQv>oG4s?^yN=6)$dE#q~z#&~RTW7jBDF{e5J zFH3@{OOYr#JB1vU1mz61k%2=?*#Yq}v4C4WDIaLA8?LGk(S1zT6~FhTT|vM|fGic7 z>6wO$ACMV`LpVei(FfH{Me%SP2bpW}zUNj2FQK?5sBfj?$K^QQw|325v&-g)H$a!X zIPlfZW)kLGbDATLtTf%_v=DP87uW?XM;b3Qb4F*qmHbLP(plr~NH*D2lU=VrO^EUz zke?cZS1{tEu;)`oFXO9%=NR&uJ!>#hWpQ6!%tqv_85hh+|4E3n=phmgzdpXHtg7~> z95z!Vhq^r?ahqAyY59?|Cx0>K2^-7Q%tBtI)V_#hVZX+3SgzF{myKg2{ge~X8g^sP z9*NC3iUw1n}!6jYZ!G8I5`2HD*B?LWQ|?KD(6 zE5n?g5p|_J_l~$@EezZy$Pzdh&99J+VZTpHkdr%FgvxRok#({)NYMHbBF^MDAUmYx zS#gTUw3Q13yOa~G>{-#%UgZt8xa-RlMk~`=g}!ohY>t zDc;^e$V%O79g#Y;!Pk&i2~L3+{y=t}Isb&K+SMn->r4NOYF83CxR2QnBiE{2hSKQp z7^$~(=Q_b@Kd6t^@&g8B8bWGqx|=Xfw}xeO$0Fdl5D7Bqex>|iSc`5!rGqSMy=-3M ze}rG%Z;pWs1DGDJ&AZm?>#8Evc<@p?0c)jt(e{HP~QYz)Q18B5k!RO^(Q+YzAgKnNj9nrcS76ne?xl zTpA)>E}*v`yHvr?DqTpRcyu})+NfJY;(Gt+Rn(}ZJa@l%h_?Kvn&&;55&~>(5Ol6Nxwed{Yfi@b! z%=R;WIJV<{N#>WSpF6{eja96Hf&JVJ(|5LqqSTw2?0@#pBF+zx@Kb(W`ic$Q~R z*K159(yFPy{I$m2Dk>YxGSnl~Yd>1xP2+A_L79fYEJxFRwUE^x<3-)0fxIfkmrwIK zo`N?1L@`i;=Gk*8uL<&t@|%^U9JgEOFDLMN<5B=@#&RwXqL}_@FQGt1&Y$Y!hHUkp zwuJvu#P$ud{&*FA>Va$J<=@qw*ym5(rnFR$B*Db%poIHcK2%H*;gN4$>HL~rtl6)k zZI!nEc)#JZnyO|0+S`DY!$t8Vc+HS85`&GJ+wIM>)AA%!+KzZj}*{dR8S2 zKn=LRiJACW?6ip0=^Sg8lZ}=tCntvCUg$pt-q^A*W`ZU^hp_C&7A;`E1WbFP7g^yDkq)IW?_h7Qy^KBTHbEKyQiwe(~)@?$U6nQi^miHvDMhzj z;nL=@30SGBcjRJEeFZHY-7EPrUXqa>atXvhmg?wE+-NYnjJtf!HAL|-@4x5WcIWf2 z8d(epjhVu_h=>5jNjxQU^!!=>qjqub0QW=#|DHP02J;h|0d4`UpgRF`1N6Qj*g8b0 zPm)I=5d;Kl^0&#HshXMaTr(7T|(Ek!a|EEC?W=?MQ|KV{kbFuudmVE%&`7H oSH!`>$;SD=30XL~nEw}JWnp1WqMMh4XJr9#!BJ3%D@wrqUqhmokN^Mx From 690be93a944f09d837d43de69e83bedfe2ea3250 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 13:27:18 +0200 Subject: [PATCH 3/9] minor corrections --- Manuscript/FarDFT.tex | 10 ++++++---- 1 file changed, 6 insertions(+), 4 deletions(-) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index 06bf0ce..ccccdc1 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -373,16 +373,18 @@ Doing so, we have found that the present weight-dependent exchange functional (d with \begin{equation} \label{eq:Cxw} - \Cx{\ew{}} = \Cx{} \qty{ 1 - \ew{} (1 - \ew{})\qty[ \alpha + \beta (\ew{} - 1/2) + \gamma (w - 1/2)^2 ]} + \frac{\Cx{\ew{}}}{\Cx{}} = 1 - \ew{} (1 - \ew{})\qty[ \alpha + \beta (\ew{} - 1/2) + \gamma (w - 1/2)^2 ] \end{equation} and +\begin{subequations} \begin{align} \alpha & = + 0.575\,178, - & + \\ \beta & = - 0.021\,108, - & + \\ \gamma & = - 0.367\,189, \end{align} +\end{subequations} makes the ensemble almost perfectly linear (see Fig.~\ref{fig:Ew_H2}), and the excitation energy much more stable and closer to the full configuration interaction (FCI) reference of $28.75$ eV \cite{Barca_2018a} (see Fig.~\ref{fig:Om_H2}) As readily seen from Eq.~\eqref{eq:Cxw}, $\Cx{\ew{}}$ reduces to $\Cx{}$ for $\ew{} = 0$. Note that we are not only using data from $\ew{} = 0$ to $\ew{} = 1/2$, but we also consider $1/2 < \ew{} \le 1$. @@ -505,7 +507,7 @@ Combining these, we build a two-state weight-dependent correlation functional: %%% FIG 1 %%% \begin{figure} - \includegraphics[width=\linewidth]{fig/fig1} + \includegraphics[width=0.8\linewidth]{fig/fig1} \caption{ Reduced (i.e., per electron) correlation energy $\e{\co}{(I)}$ [see Eq.~\eqref{eq:ec}] as a function of $R = 1/(\pi^2 \n{}{})^{1/3}$ for the ground state ($I=0$), and the first doubly-excited state ($I=1$) of the (spin-unpolarised) two-electron FUEG. The data gathered in Table \ref{tab:Ref} are also reported. From 301161158e7ab3690e1f3e2a0453b6c1935d2ae0 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 13:57:24 +0200 Subject: [PATCH 4/9] H2 res --- Manuscript/FarDFT.tex | 43 ++++++++++++++++++++++++------------------- 1 file changed, 24 insertions(+), 19 deletions(-) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index ccccdc1..5dfcaa9 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -70,7 +70,7 @@ \newcommand{\SD}{\text{S}} \newcommand{\VWN}{\text{VWN5}} \newcommand{\SVWN}{\text{SVWN5}} -\newcommand{\MSFL}{\text{MSFL}} +\newcommand{\LIM}{\text{LIM}} \newcommand{\CID}{\text{CID}} \newcommand{\Hxc}{\text{Hxc}} \newcommand{\Ha}{\text{H}} @@ -277,7 +277,7 @@ is the weight-dependent KS energy of state $I$, and $\eps{p}{\bw}$ is the KS orb The latters are determined by solving the ensemble KS equation \begin{equation} \label{eq:eKS} - \qty( \hHc(\br{}) + \fdv{\E{\Hxc}{\bw}[\n{}{\bw}]}{\n{}{}(\br{})}) \MO{p}{\bw}(\br{}) = \eps{p}{\bw} \MO{p}{\bw}(\br{}), + \qty{ \hHc(\br{}) + \fdv{\E{\Hxc}{\bw}[\n{}{\bw}]}{\n{}{}(\br{})}} \MO{p}{\bw}(\br{}) = \eps{p}{\bw} \MO{p}{\bw}(\br{}), \end{equation} where $\hHc(\br{}) = -\nabla^2/2 + \vne(\br{})$, and \begin{equation} @@ -319,7 +319,7 @@ Numerical quadratures are performed with the \texttt{numgrid} library using 194 This study deals only with spin-unpolarised systems, \ie, $\n{\uparrow}{} = \n{\downarrow}{} = \n{}{}/2$ (where $\n{\uparrow}{}$ and $\n{\downarrow}{}$ are the spin-up and spin-down electron densities). Moreover, we restrict our study to the case of a two-state ensemble (\ie, $\nEns = 2$) where both the ground state ($I=0$ with weight $1 - \ew{}$) and the first doubly-excited state ($I=1$ with weight $\ew{}$) are considered. Although we should have $0 \le \ew{} \le 1/2$ to ensure the GOK variational principle, we will sometimes ``violate'' this variational constraint. -Indeed, the limit $\ew{} = 1$ is of particular interest as it corresponds to a genuine saddle point of the KS equations, and match perfectly the results obtained with the maximum overlap method developed by Gilbert, Gill and coworkers. \cite{Gilbert_2008,Barca_2018a,Barca_2018b} +Indeed, the limit $\ew{} = 1$ is of particular interest as it corresponds to a genuine saddle point of the KS equations, and match perfectly the results obtained with the maximum overlap method (MOM) developed by Gilbert, Gill and coworkers. \cite{Gilbert_2008,Barca_2018a,Barca_2018b} Moreover, the limits $\ew{} = 0$ and $\ew{} = 1$ are the only two weights for which there is no ghost-interaction error. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% @@ -331,7 +331,7 @@ Moreover, the limits $\ew{} = 0$ and $\ew{} = 1$ are the only two weights for wh \subsection{Weight-independent exchange functional} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% -First, we compute the ensemble energy of the \ce{H2} molecule using the aug-cc-pVTZ basis set and the weight-independent Slater-Dirac local exchange functional, \cite{Dirac_1930, Slater_1951} which is explicitly given by +First, we compute the ensemble energy of the \ce{H2} molecule (at equilibrium bond length, \ie, $\RHH = 1.4$ bohr) using the aug-cc-pVTZ basis set and the weight-independent Slater-Dirac local exchange functional, \cite{Dirac_1930, Slater_1951} which is explicitly given by \begin{align} \e{\ex}{\text{S}}(\n{}{}) & = \Cx{} \n{}{1/3}, & @@ -365,7 +365,7 @@ Note that the exact xc correlation ensemble functional would yield a perfectly l \subsection{Weight-dependent exchange functional} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% -Second, in order to remove this spurious curvature of the ensemble energy (which is partly due to the ghost-interaction error, but not only), one can easily reverse-engineer (for this particular system and basis set) a local exchange functional to make $\E{}{\ew{}}$ as linear as possible for $0 \le \ew{} \le 1$. +Second, in order to remove this spurious curvature of the ensemble energy (which is mostly due to the ghost-interaction error, but not only), one can easily reverse-engineer (for this particular system and basis set) a local exchange functional to make $\E{}{\ew{}}$ as linear as possible for $0 \le \ew{} \le 1$. Doing so, we have found that the present weight-dependent exchange functional (denoted as GIC-S in the following as its main purpose is to correct for the ghost-interaction error), represented in Fig.~\ref{fig:Cx_H2}, \begin{equation} \e{\ex}{\ew{},\text{GIC-S}}(\n{}{}) = \Cx{\ew{}} \n{}{1/3}, @@ -385,7 +385,7 @@ and \gamma & = - 0.367\,189, \end{align} \end{subequations} -makes the ensemble almost perfectly linear (see Fig.~\ref{fig:Ew_H2}), and the excitation energy much more stable and closer to the full configuration interaction (FCI) reference of $28.75$ eV \cite{Barca_2018a} (see Fig.~\ref{fig:Om_H2}) +makes the ensemble almost perfectly linear (see Fig.~\ref{fig:Ew_H2}), and the excitation energy much more stable and closer to the FCI reference (see Fig.~\ref{fig:Om_H2}). As readily seen from Eq.~\eqref{eq:Cxw}, $\Cx{\ew{}}$ reduces to $\Cx{}$ for $\ew{} = 0$. Note that we are not only using data from $\ew{} = 0$ to $\ew{} = 1/2$, but we also consider $1/2 < \ew{} \le 1$. We ensure that the weight-dependent functional does not affect the two ghost-interaction-free limits at $\ew{} = 0$ and $1$. @@ -405,7 +405,7 @@ It is interesting to note that, around $\ew{} = 0$, the behavior of Eq.~\eqref{e Third, we add up correlation via the VWN5 local correlation functional. \cite{Vosko_1980} For the sake of clarity, the explicit expression of the VWN5 functional is not reported here but it can be found in Ref.~\onlinecite{Vosko_1980}. -The combination of the Slater and VWN5 functionals (SVWN5) yield a highly convex ensemble energy (as shown in Fig.~\ref{fig:Ew_H2}), while the combination of the GIC-S and VWN5 functionals (GIC-SVWN5) exhibit a small curvature (the ensemble energy is now slightly concave) and improved excitation energies, especially at small weights. +The combination of the Slater and VWN5 functionals (SVWN5) yield a highly convex ensemble energy (as shown in Fig.~\ref{fig:Ew_H2}), while the combination of the GIC-S and VWN5 functionals (GIC-SVWN5) exhibit a small curvature (the ensemble energy is now slightly concave) and improved excitation energies, especially at small weights, where the SVWN5 excitation energy is almost spot on. %%%%%%%%%%%%%%%%%% %%% FUNCTIONAL %%% @@ -489,7 +489,6 @@ The reduced (\ie, per electron) Hartree-Fock (HF) energies for these two states % \Cx{\ew{}} = (1-\ew{}) \Cx{(0)} + \ew{} \Cx{(1)}. %\end{equation} %Conveniently, the weight dependence of the exchange functional can be transferred to the $\Cx{}$ coefficient; an expected feature from a theoretical point of view, yet a nice property from a more practical aspect. - Thanks to highly-accurate calculations and the expressions of the HF energies provided by Eqs.~\eqref{eq:eHF_0} and \eqref{eq:eHF_1}, \cite{Loos_2009a,Loos_2009c,Loos_2010e} one can write down, for each state, an accurate analytical expression of the reduced correlation energy \cite{Loos_2013a, Loos_2014a} via the following Pad\'e approximant \cite{Sun_2016,Loos_2020} \begin{equation} \label{eq:ec} @@ -570,7 +569,7 @@ Because our intent is to incorporate into standard functionals (which are ``univ As explained further in Ref.~\onlinecite{Loos_2020}, this embedding procedure can be theoretically justified by the generalised adiabatic connection formalism for ensembles originally derived by Franck and Fromager. \cite{Franck_2014} The weight-dependence of the correlation functional is then carried exclusively by the impurity [\ie, the functional defined in \eqref{eq:ecw}], while the remaining effects are produced by the bath (\ie, the usual LDA correlation functional). -Consistently with such a strategy, Eq.~\eqref{eq:ecw} is ``centred'' on its corresponding weight-independent LDA reference +Consistently with such a strategy, Eq.~\eqref{eq:ecw} is ``centred'' on its corresponding weight-independent VWN5 LDA reference \begin{equation} \label{eq:becw} \be{\co}{\ew{}}(\n{}{}) = (1-\ew{}) \be{\co}{(0)}(\n{}{}) + \ew{} \be{\co}{(1)}(\n{}{}) @@ -592,14 +591,16 @@ Equation \eqref{eq:becw} can be recast \end{equation} which nicely highlights the centrality of the LDA in the present weight-dependent density-functional approximation for ensembles. In particular, $\be{\co}{(0)}(\n{}{}) = \e{\co}{\VWN}(\n{}{})$. -Consequently, in the following, we name this weight-dependent correlation functional ``eVWN5'' as it is a natural extension of the LDA for ensembles. +Consequently, in the following, we name this weight-dependent correlation functional ``eVWN5'' as it is a natural extension of the VWN5 local correlation functional for ensembles. Also, we note that, by construction, \begin{equation} \label{eq:dexcdw} \pdv{\be{\co}{\ew{}}(\n{}{})}{\ew{}} = \be{\co}{(1)}(n) - \be{\co}{(0)}(n), \end{equation} -which shows that the weight correction is purely linear. +which shows that the weight correction is purely linear in eVWN5. + +As shown in Fig.~\ref{fig:Ew_H2}, the SGIC-eVWN5 is slightly less concave than its SGIC-VWN5 counterpart and it also improves (not by much) the excitation energy (see Fig.~\ref{fig:Om_H2}). %This embedding procedure can be theoretically justified by the generalised adiabatic connection formalism for ensembles (GACE) %\begin{equation} @@ -613,18 +614,21 @@ which shows that the weight correction is purely linear. %In the case of a homogeneous system (or equivalently within the LDA), substituting Eq.~\eqref{eq:dexcdw} into \eqref{eq:GACE} yields, in the case of a bi-ensemble, Eq.~\eqref{eq:eLDA}. \bruno{La formule me semble pas juste. Les exposants sont pas bons d'après moi. Pour le bi-ensemble, on devrait avoir %$\pdv{\E{\xc}{(1-\xi,\xi)}[\n{}{}]}{\xi}$ dans l'intégrale, non ?} -%%%%%%%%%%%%%%%%%% -%%% DISCUSSION %%% -%%%%%%%%%%%%%%%%%% -\section{Discussion} -\label{sec:dis} - +For a more qualitative picture, Table \ref{tab:BigTab_H2} reports excitation energies for various methods and basis sets. +In particular, we report the excitation energies obtained with GOK-DFT in the zero-weight limit (\ie, $\ew{} = 0$) and for the equi-ensemble (\ie, $\ew{} = 1/2$). +For comparison purposes, we also report the linear interpolation method (LIM) excitation energies, \cite{Senjean_2015,Senjean_2016} which are defined as +\begin{equation} + \Ex{\LIM}{(1)} = 2 (\E{}{\ew{}=1/2} - \E{}{\ew{}=0}), +\end{equation} +as well as the MOM excitation energies. +We point out that the MOM excitation energy is obtained by the difference in energy between the doubly-excited state at $\ew{} = 1$ and the ground-state at $\ew{} = 0$. +MOM excitation energies can then be obtained via GOK-DFT ensemble calculations by performing a linear interpolation between $\ew{} = 0$ and $\ew{} = 1$. %%% TABLE I %%% \begin{table*} \caption{ -Excitation energies (in eV) associated with the lowest double excitation of \ce{H2} with $\RHH = 1.4$ bohr for various methods and basis sets. -\label{tab:Energies} +Excitation energies (in eV) associated with the lowest double excitation of \ce{H2} with $\RHH = 1.4$ bohr for various methods, combinations of xc functionals, and basis sets. +\label{tab:BigTab_H2} } \begin{ruledtabular} \begin{tabular}{llccccc} @@ -660,6 +664,7 @@ Excitation energies (in eV) associated with the lowest double excitation of \ce{ B3 & LYP & aug-mcc-pV8Z\fnm[1] & & & & 27.77\fnm[2] \\ HF & LYP & aug-mcc-pV8Z\fnm[1] & & & & 29.18\fnm[2] \\ HF & & aug-mcc-pV8Z\fnm[1] & & & & 28.65\fnm[2] \\ + \\ HF & FCI & aug-mcc-pV8Z\fnm[1] & & & & 28.75\fnm[2] \\ \end{tabular} \end{ruledtabular} From 6cef03e9f38b7d5aee78f92a570e87ceab6706af Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 14:05:37 +0200 Subject: [PATCH 5/9] H2 res --- Manuscript/FarDFT.tex | 17 +++++++++++------ 1 file changed, 11 insertions(+), 6 deletions(-) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index 5dfcaa9..82d1c2f 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -71,7 +71,7 @@ \newcommand{\VWN}{\text{VWN5}} \newcommand{\SVWN}{\text{SVWN5}} \newcommand{\LIM}{\text{LIM}} -\newcommand{\CID}{\text{CID}} +\newcommand{\MOM}{\text{MOM}} \newcommand{\Hxc}{\text{Hxc}} \newcommand{\Ha}{\text{H}} \newcommand{\ex}{\text{x}} @@ -584,9 +584,9 @@ Equation \eqref{eq:becw} can be recast \label{eq:eLDA} \begin{split} \be{\co}{\ew{}}(\n{}{}) - & = \e{\co}{\LDA}(\n{}{}) + \ew{} \qty[\e{\co}{(1)}(\n{}{}) - \e{\co}{(0)}(\n{}{})] + & = \e{\co}{\VWN}(\n{}{}) + \ew{} \qty[\e{\co}{(1)}(\n{}{}) - \e{\co}{(0)}(\n{}{})] \\ - & = \e{\co}{\LDA}(\n{}{}) + \ew{} \pdv{\e{\co}{\ew{}}(\n{}{})}{\ew{}}, + & = \e{\co}{\VWN}(\n{}{}) + \ew{} \pdv{\e{\co}{\ew{}}(\n{}{})}{\ew{}}, \end{split} \end{equation} which nicely highlights the centrality of the LDA in the present weight-dependent density-functional approximation for ensembles. @@ -620,9 +620,14 @@ For comparison purposes, we also report the linear interpolation method (LIM) ex \begin{equation} \Ex{\LIM}{(1)} = 2 (\E{}{\ew{}=1/2} - \E{}{\ew{}=0}), \end{equation} -as well as the MOM excitation energies. -We point out that the MOM excitation energy is obtained by the difference in energy between the doubly-excited state at $\ew{} = 1$ and the ground-state at $\ew{} = 0$. -MOM excitation energies can then be obtained via GOK-DFT ensemble calculations by performing a linear interpolation between $\ew{} = 0$ and $\ew{} = 1$. +as well as the MOM excitation energies. \cite{Gilbert_2008,Barca_2018a,Barca_2018b} +We point out that the MOM excitation energy is obtained by the difference in energy between the doubly-excited state at $\ew{} = 1$ and the ground state at $\ew{} = 0$. +MOM excitation energies can then be obtained via GOK-DFT ensemble calculations by performing a linear interpolation between $\ew{} = 0$ and $\ew{} = 1$, \ie, +\begin{equation} + \Ex{\MOM}{(1)} = \E{}{\ew{}=1} - \E{}{\ew{}=0}. +\end{equation} + +The results gathered in Table \ref{tab:BigTab_H2} show that the GOK-DFT excitation energies obtained with the GIC-SeVWN5 functional at zero weight are the most accurate with an improvment of $0.25$ eV as compared to GIC-SVWN5 %%% TABLE I %%% \begin{table*} From a05227b9991067661f74da767761fcce743470f3 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 14:14:01 +0200 Subject: [PATCH 6/9] H2 res --- Manuscript/FarDFT.bib | 12 +++++++++++- Manuscript/FarDFT.tex | 3 ++- 2 files changed, 13 insertions(+), 2 deletions(-) diff --git a/Manuscript/FarDFT.bib b/Manuscript/FarDFT.bib index a96da14..8683b38 100644 --- a/Manuscript/FarDFT.bib +++ b/Manuscript/FarDFT.bib @@ -1,13 +1,23 @@ %% This BibTeX bibliography file was created using BibDesk. %% http://bibdesk.sourceforge.net/ -%% Created for Pierre-Francois Loos at 2020-04-08 13:05:55 +0200 +%% Created for Pierre-Francois Loos at 2020-04-08 14:13:22 +0200 %% Saved with string encoding Unicode (UTF-8) +@article{Fromager_2020, + Archiveprefix = {arXiv}, + Author = {Emmanuel Fromager}, + Date-Added = {2020-04-08 14:13:18 +0200}, + Date-Modified = {2020-04-08 14:13:18 +0200}, + Eprint = {2001.08605}, + Primaryclass = {physics.chem-ph}, + Title = {Individual correlations in ensemble density-functional theory: State-driven/density-driven decomposition without additional Kohn-Sham systems}, + Year = {2020}} + @article{Bottcher_1974, Author = {C. Bottcher and K. Docken}, Date-Added = {2020-04-08 13:03:40 +0200}, diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index 82d1c2f..28c4178 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -627,7 +627,8 @@ MOM excitation energies can then be obtained via GOK-DFT ensemble calculations b \Ex{\MOM}{(1)} = \E{}{\ew{}=1} - \E{}{\ew{}=0}. \end{equation} -The results gathered in Table \ref{tab:BigTab_H2} show that the GOK-DFT excitation energies obtained with the GIC-SeVWN5 functional at zero weight are the most accurate with an improvment of $0.25$ eV as compared to GIC-SVWN5 +The results gathered in Table \ref{tab:BigTab_H2} show that the GOK-DFT excitation energies obtained with the GIC-SeVWN5 functional at zero weight are the most accurate with an improvement of $0.25$ eV as compared to GIC-SVWN5, which is due to the ensemble derivative contribution of the eVWN5 functional. +The GIC-SeVWN5 excitation energies at equi-weights (\ie, $\ew{} = 1/2$) are less satisfactory, but still remains in good agreement with FCI, with again a small improvement as compared to GIC-SVWN5. %%% TABLE I %%% \begin{table*} From 601452b25e7822969ea2723821f4a4a4b5256654 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 14:16:19 +0200 Subject: [PATCH 7/9] H2 res --- Manuscript/FarDFT.tex | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index 28c4178..f01fdfa 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -3,7 +3,7 @@ \usepackage[utf8]{inputenc} \usepackage[T1]{fontenc} -%\usepackage{txfonts} +\usepackage{txfonts} \usepackage{grffile} \usepackage[ From 8fdf84d67032c06f216c0410e0d44a34af05eddd Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 14:25:37 +0200 Subject: [PATCH 8/9] clean up for clotilde --- Manuscript/FarDFT.tex | 2 +- ...eLDA_wHFbarre_wLDAbarre_weLDAbarre_R=1.4.pdf | Bin 42974 -> 0 bytes ...ionEnergyExact_wHF_wLDA_weLDA_w=0etw=0.5.pdf | Bin 38009 -> 0 bytes Manuscript/fig/GSetDES_exact_HF_LDA_eLDA.pdf | Bin 41333 -> 0 bytes Manuscript/{fig => }/fig1.pdf | Bin 5 files changed, 1 insertion(+), 1 deletion(-) delete mode 100644 Manuscript/fig/EnsembleEnergy_wHF_wLDA_weLDA_wHFbarre_wLDAbarre_weLDAbarre_R=1.4.pdf delete mode 100644 Manuscript/fig/ExcitationEnergyExact_wHF_wLDA_weLDA_w=0etw=0.5.pdf delete mode 100644 Manuscript/fig/GSetDES_exact_HF_LDA_eLDA.pdf rename Manuscript/{fig => }/fig1.pdf (100%) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index f01fdfa..f40a644 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -506,7 +506,7 @@ Combining these, we build a two-state weight-dependent correlation functional: %%% FIG 1 %%% \begin{figure} - \includegraphics[width=0.8\linewidth]{fig/fig1} + \includegraphics[width=0.8\linewidth]{fig1} \caption{ Reduced (i.e., per electron) correlation energy $\e{\co}{(I)}$ [see Eq.~\eqref{eq:ec}] as a function of $R = 1/(\pi^2 \n{}{})^{1/3}$ for the ground state ($I=0$), and the first doubly-excited state ($I=1$) of the (spin-unpolarised) two-electron FUEG. The data gathered in Table \ref{tab:Ref} are also reported. diff --git a/Manuscript/fig/EnsembleEnergy_wHF_wLDA_weLDA_wHFbarre_wLDAbarre_weLDAbarre_R=1.4.pdf b/Manuscript/fig/EnsembleEnergy_wHF_wLDA_weLDA_wHFbarre_wLDAbarre_weLDAbarre_R=1.4.pdf deleted file mode 100644 index 258f3328dfdd50ab5c2a7a1565ee0a999217dd1e..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 42974 zcmX7vQ;;A_yG7f!ZQHi3Y1_7Kd)l^b+qP}n?mPGVPb;!w<=#~h8Q)7rkt&FY(K6Dp zLXkFK*L*^;5HJwf8CpW|@DR|;nAn;*n-j49d!z(KKtMn*W?}7Y;`oo&2F@lTCPsF~ zCQy8QP)^Q{CI&W8?paCQ(s9>(j^u5trDMgs0wz&O5>lIhV6YfzvYXt4QT-Nc=rLVU zHyTf?_}_SlN8_0)HRb$QnTTNtZxCRI!{HD0{J-DDJioUz$A`~epShbq9{j(ZSbiUN zzt4xgU;Lk=eqX&>-*3CKzu${3eqV9ddcW63zgzr2pRV33FZX_a+SiX1--jF zyZEo~9?dTV6K0*WakX&`xw)e{e6d`7n*=4Pr4HX5FNcp^{usxNStg%luiqXoFL@W7 ze6yPTmiW2gcoo%tJKa3thmU1_IL~i5pKoQetycZQqxVl2Rrp#yJ-W69GasBar}d|o zpu1eJpN-4+iaGMU@ciKqU-O?q=DA*j%%_j5_s&&MA0GIdK^C(ZHJ2V`I=OEBqgs`@ z)%f_wZG5$bz>iHkx2NTY7Fz!Ar?8J{i61iNGpfHhHrX`ZXErrAvkisxp#0mj#3tS^ ziD_mc*Y0GO6r-mqyC;oS(K)l=iu~|!kcGHreq`>yT^x+h>0yx(?IXOKFc3+_>*?OyRYjvPFP9je zeRRlWw2miuH;>O}9t$3qFdSho-q+i791$(=ePmjINkA% ze7zXtUuR~nJN#N+T1s7QEOliZJl`-(RvM!ITU!&%pnF?&WXpKUL0s$qP($D_i}rL>=e z?-Qb0af^avxLR?gl$6_A^4zYyAFaqMT7H~{x!2#WLwuEbaqSUxM(__2ugonmmz#v# zp5Lxx6{|ZU*lrH{J9_XM4$&xKa`VTln}ARnq>?^|kWftS{0yREf=$mFv$`WfjU0mD zps0&iBgD!}y;=E1lOg80qs{LtiO*d#x8zo*IXd#HRm-2_A2>D>vy{(ZJD|1=hBy1GFUzYY!&H{f{jaTp>Xx$FQ!Qys-F?)ihUV;!!U?N~ChT4`jo zLP4{{XoP`a9!>U-?hJQZ~VU|l|VlaU!QZg@77(X7+iP;#=YVmE$6*oJ3o`Xzb3zv zKZ<-m$Gfe5?qWZ2zYqK^zn6L^Sw}e&c4Q}n`EqdIvzf&e%_{mUs`c}xm3>v!hL6*# z0UBBwO`4jZC;Yk5Kv39mG;Y7w>lA)dq43Gal>r(bXx{oQQd1ifT?Q7YY0b%?Eye#I zU*vIF@wyIy*5u8~AiXODl~s+@*urG=FW1z@WTmMI>R&>^ z-U1cF@4GclT=WZ$*(}Z1^*Tq-teE}K|9Z3?|Ld`K{9n)1|9VRQ*WrlMnfAX^RP9UHaF};y9M9k1KapMFGX)YThE+i zyj=-{pU_~faBq6Q`}n^LFMjSrSAJiue($BZBd~~&frc;a2-1G}tisJ%Hqq*v&Sj9J z3nSspvfTW)4pR=`2e(-4?)#h9FUF%>c zQC1qa0#!CSF^#Pz-N5&+F`Y@XD>;K#w|cjyP2X0BC7!)7<97?2OmrKCX2`@VY;k0M z&nC^l^(_{2wkgYSL%XaO3kG7;41~Ymg?zskWwWQFKDaH2R(_QjPuBncg`9Z#=~HZC zRW^9*7_LQ}w!}X@4*cRXh49+Xzq6LBy=*t)K>W4qS^?5}Vb83;boTGxis^)rX265e zQL23Sv5eqWZ+6*QhfN$ojg?P#LWea{`O;#RUp!fc_Nz1|?(_|4CY~*ql?k$i* z3nK})*2v+-F~>XWWC+sO(%p@+1Sx!4V%au8jJwE4mMxP1oQL!OoZ`j*oXL`Zj%luN zLe_tdqw#-^($Rm8$=LsL;{WIDWd7$Y=>F$4?EL4DcK_% zs8iL0T&uV*u^KJnAIJVN{U7I$zcq_g07tXuw-Xi$m#e@gyaldji_ zQbnjz(hXIjc@SmYnndc>a%z z|9G)pd#oI%>aaDEdE$Xhd(any_Ba%S=5ZvJcsv!u=5Z!w=F8=Bxs4xlw!h`Y2nYn6 z$;0sEvz;9)**Dr42gyF@_3n-sWDcxvJ|EnAW&rgmH^|rrNDHTWD~|8MNMpbgP96PM zK*6Gm4r8{}Ol?910EAVi>k<=x-|V&vZ|aeeH6Gbh@aptV`qjZ!WIPkrkKn34;2rtK znP)^=*Dmdp`{{Bw=#%85U^Pd08{e5pcS#K}$Q3Ydfn(3{zFNdO11L=@6)kP)Jv5Wf z$>j(W*31F_VNYefD2FW$qzls}S_`*4OkZBA@ilReVAgBCy}$$aB(N`OTZg)tVF=L3 z>u22t8z1~b(cr<4aS!n6VQ%EqC%6%@9>~`iT6sBPuvNkxeJkg_x^6TxP5LJZobR=V zR1zQnmO~OKc5B}RLADA5dDx|*Rr7wD;x3j1$UW7yJ5B#xTlZcQ@jf{cA;YE^;tg8= z8Zy#-M`LUKb6)m6W@6tkomIOHr%f_8jVT(w(-Iu9`c8$j#c?LPGPzFx=uvb^5zc1% zki^^3?v_Y~=5x^dNo8@+iHI-U(2h=y?@cBSyP&|+HP_i@pRz3tz^D+or!6X{@mEpA zY}VJt?;+jqm%qiRm&Egy`#U+VuUQXoU}pKZU=WOuwr|c73VdcUW$I+<{hOjki%9pW zaLJWcHfOw-j*%qI7q4W?fU9SJU>_I?iUHD2B#9{F#Me{brbm!zh27Q`+F(g>$Oi;W z5r3A(S|rJ=Qs0`vV?MWX_5gq+kgYdcktTS5S!ci0Ei)J4f`Iy%ongR?*${KS+!3ry zH^u75J56q1kdF=y+7VC}9Dgp#`$gjz+{y79(22o*&z=Yfk04+=4#Fe_wQ56V=g13- zb_TW-Ck32OiymIJEz)dn7@%oW^~#KAsd> zFe8yST#lFLP-aR|_8`2rkNvs`2Y5TLJ`>ZdUSI9mYYU6T&f7!x0%GrFa%;}nk?j{1 z+=0#jVFzf+k57$n4*%7CfjZzE4hL^imsE~+&{nWSaC}O3{YxNX05yeSph6F8d-o=mL#|bc}@?H6jTzUs1&K0~}F^1qVAxl^b=H zs0~zAX2u86L)z}MVqn`yH}^xBeUeBpdP4*z4*Ykx+@#_|;@UoIEBT24Vs0+#p`KhP z4woE;XQLV%GNVN#^h-q!YWep-sB;d6w8Tzz{Q^R+z07TQP%$JhL*7T!xGsAZA9r#s zq^kWysK#Nz^&z{p9fbSjzB8E_HDmr=@rTDVfxhPZGG8_zA>SOtRkHTW{6eQO+1(*| z!Q3!Ii%PMW?_q@)Sc*qOBsW@^Y1kcYH^y({?PE5p`CA23H&*HT^GJ#Twb@IVof>f#28isU{F(c=p`E1|qWfH6 z?Y;eCNSJ1k9!Cg~FH9~6EmOcrSAI$bWk*`?W<@F&$J&9{6dz9WhT7y<)YU+3z?)DC03`(JW7NIw3 zN-l-GeHoF)3TFvL|(mEGlBxY0%=b8*kY@tQ3hY+8kZ<4R9=sr4|AV_;*c& zu(GDL2gr7B_SN$k`{JKITnE;u@c3kb=u@V$SA$<3RO1t!%Hzdz_F6^%q<_N-hSNDq zAL7?~<%AF$dgYx|7nfGant@18sp}rkW9HySgw_Ee5i(EDr7G+>uzsx%8lS7TIhSrm zbOL~ZX?G=G5f7ey0-X z4r+*O!S+400(OMcw?|MBfQXhDpwfKjPFgYW5Dun>IZJgz&S5;*i-LKC=8rqepOn)> z{jH;y&^|u(lDoNbPA%^+;bOXi$W`o#sCS+v-pZVTQ{mTSX7?cn)gdzwyGfi5P)>wu z8e}K))x8{%4Kl%a~r75bGLD(pls49UY`4m=tuN}7I+`TEuU104&3Tr=o6e4)e z?r`f#V;S|B0~a9e#_K`G-W%1s>}0N&h+z|wJ5Z)!#DE0-KDm3D7IXVlg%!Te>=^YtG^sqg%+$r=YJW zkxiwi5ib4iRplYNsmaP-R^fv|E`;*bH{|wMtTn;0`v9filKW50`}Oq!McuGeB4ulN ziJ#b7rfL*QI2v$+F!#*w!H9FZ+YkW>Ia#&~ag7OszvmMdJ`1c!N~j>T@)e`f!|s64 z?$rnB4d0rJhk@*1`k(^uKXwyKmZBb8jwx#Lacokv%y1#>Qw67(w4gz|Ll#2!Q@CFX zz|^j6AY{rI;RnwP-pRiG3s8pIR!Hjx8^8?i0*Z5+^=)KJlror62)C=G==3hQQ_gW6 z*25!K4|FFu7lfcOmPGLsTu|or>Bs%2TEYlC9P+@0*-6uk6x@OG!7!lR$iBD|u52#% zzd>mEX%*W}U3(BE?09NYizQ)H0iI60R zuEb&ZB#YF}(}`YV!sn_fedy|V(2$)L#DLt@rA|15wbTbQ8>A@*iL@K0KFGvdH-Rg_ z$2dN*CL8=VV4UCYtW#}vAh1cgwUvnLT@0Lj^hc-;*Z_&OeKtabelOueAMf%K*@QqI z;WyCaumas<{F~IDz`q&|{dNL%Q0AdS@Pd>pglUGsX5_W5d){ zS3_gY!V~nktR1U%Y=MaJIDy9D5?F5&#fkCKRTf0F(bn@p^!&^<$5pfFY5_!3qrpp< zVfNKDw|)C6koUy4?@&7S{q%>dA7>lf+PecW?>&av2RRg!g28di1KYA}A7invbLz)n zc0dpKXbmL*1z@w1Xz|^JFN*r&X%njyWeD1~%F-j0TsVq#%{E?r4#dNsp;Hb#E-0VE z<^YE+ipd;@h#GLHwy!^CV|{Tq{dr<~@;vcbou2vf2%v+aygyJIxHs8GblPPjBB&UG zrC;|0FgSP6xaM2UzvlUIIzwXNWJEYbdRfn@gE@2GxD0Ki(?f%HQ5s>GvI>4E&fZ!g ze+S+HE$;6VG`*Kfvp#0wHUDWX;WlRUiAg{e@Yb=_6yONW+^PuG#Sdz-#NcHD;@%6u ziir&Tnm@e_`YtTwaNWtz_J8FeS}Q3ddV!!>QOLKsNw!apAR(;K^!+>1UC&6T!P^)p zdpXO8Eap{2_%XvF3AiiHXTE}&i--uZsIsEH(3Lwgr{53WcXlO3bD| z24Wfn@ctpEi*?0;s5f4BnYU?7EPVQX6UD4WQUVn059@S#25D(!I2^s_S_Wu4YZ_s0 zI))w^?{Yw~B^5~Bx=p-aL-Kyyo z=g_7!RsV4GWg%6CD|BkVKAKwlnJbIfgUTiN(i++Ji1TqMm}z&^`>Uua)o%3r?fKHb zHAF0S@D;A{x8MvT3yo-$E}rCpW~rqL1>;IW-3)&Rj@V5gIiIUG*o_V#XGqzj7X`8d z&@l14zOZhxqm9g$n_Jk_;z)?)vL{S=5mCwS67Dh&2F~6*1c0y8I@ONfw-)~Su4>Ad#TUG;8#kG?~JOz{Zm~zogi`ztR*GT)c4=o_DBK?{nQPRN&$ZmqY zz)}d*3TpvI6~M||IIPMkt$LraYR&7p1Ekz8TVH0f0+jpU0_vgNlcP}!PuG(53ii2M z{YKH6S>sN)D3VRm;6l!}nm!wYPTP2Ec07j7fz690l{y{tk=A-{xj_Tdhfsja;5^^y zLrhzTqQEqQ=gV=A$$QrPE3pR#VC%=J6Io=ZG+FpK zW{ue!j1>Rm`@@H&@r<)a>>d}e4U|t%BlY)k(3MU7d-^{-0(`KM=P-UjV52dD=u&f} zWv|@D2kL)C0=?Sh(QTyByLzZ-0fo5cFX0>lLNnY)1VN9VVKDo?* z1z(-=su{LI8=s)akt8*o(&&_C!C5>I354M5>AX@D@t$n&nKRRNTQ13Lh7$Zkb>S+~B%j zu^A-nfx+*~!8ow`E7P`x_AU!2WK(;oX)zZUmjKx1sAx)R*YhYQ+Tu~2LfR8h=77A1 z_YH>7u-cAl#3M*Rj+DAdz2rj>xF&J~XD0SnWoTRp2Q;u3 z@VXz^!l|JYTPkE*u_9zqIj-T7jX)acsjDLvD6Y~pOgTKd^kff22waO^1pM%Jthh(^ zJZ~;g$4ZRsz?KIEKd%&EfXjhAk_!I9ouMvSf{2i54vp*9;Q;bkEq8MUpD{_HAQ7>F zn>6#XQynj(_qgG(Vx!my^2CmDONgY3iKRfUYl482OTrZGZ_K>h^UdUn!ToHI*V)cJ zoz!yJ0nDqBIN|fKG&O>Fabz)^GHInT1e=g8QQGyj2sny^ZngjE5%#1N9@Cq=FGzE8 zvs5tKw{U_O>1}n?-rkZ+!r2>*4{179*vyZ(D2g7)6N4gL6_ucDd&&-K;r=^ZJ)#gA ze;;bxeIK&K+7&CiQUTyK)FTf9fh>i(D$1yjkcbEu5fGjUAw0BCVkXrcmcJ_%DX{?x zBox`swF__|t*+-TD{`n%Atc5_xCW`r#_JoorydS#VVWc`1Ev9T&`NBI_ewl+ZX#Ip zt8RXbMF}#u-AdGUB4Ob4%eqICs5}>e1+~s5I4@QIg*!yV5n=LrO%p*TBcjF#;2@+8 z#A(1Cpn!>>GP01WXYfkotbCTOC7MbR4Mh;G38n&>RO?UO(pL->JRj zg5&`RhnbDl-D9$)5ItT`I1XGQD7+!-e*|Jgaurh@mg`}N#NMT~f42=UeH7n{_HDR_ zE*pBoDihLh;%wPnr#qk+E zokwBML)$bZ(c=z~9zGEgcvo@o$&n{^9f~%4#(Jyhtp%GdL%=~ujFj@|c19&|)|2Xj z33n034-VVAX*C?LT`UMlbIPi>d2P`Ig#uA7aOZUZsnc4204CBX#+&`oiquo_Dh2e#XkcuXxZQsS_s>D%}2E>K;&8CX+1$a-b~K(4-X@PqszTL zzSL%`e`JZIh>Evo{H=nNXjk_ZjE24?&_=a&K( zeFpe^T5_<~^Ym!2CmF}#g9tJuD^>T5UAK9|p?9+~NQM|?adFMg^J4ZTw+pIT&=L&l zL#PFexrk+1=57w-M7B$x?e|RaN95WHVC+5@jy`w`Rg@pv7c=@zOegfIn9oHKwcC>Vg17uBG zW>}ZZJ3Kfu;taZRw9chW>+F8ZTvlMgo&x4gAu!!c0$`6M$d&OfS>wc2cAFiWkWx1& zlv;pzP=n`R?y=R}-1B#}FkCuBaKXfv%vi`Sf9)mmAh)b&Bdvk8(%si0V`Myn>W>>g zl_%VUej8Cw(FOV5a%$vR-}U6k(zl1N`oQZR_})%qBpnV;%s^^XX(!bBl+EslOYd^UD|+RFEplS8 zyZBR@v)ee~lka4x=tr8hm_)v{~Ega%x+R58k(YW2{l1P{}-`9)3ymm)UMkGX;;q# zzEWpWof^T!as0)mX3U?12eQj}`EymG&_kHJ;hr;`XfU{`I-=54{l*Ebb9u~rR_?_tm$dL~>m)X@ zG}kvOuX-bvZQm*k>(*t?gcEA=*BY2LFg+QmY3z=5{njIRSIo;fpYF-Ke8JX!cB5(?AaQjztY03hQPd15^ zg>g5KZIGgn%$bw78rQYF)~Vae!vJbomTcEmK^;Wo&G|xu<-a7q3}J8Yc~xlfVEk3D z=sWR;VR#qfLubwJm8~5}I_?+<2b$lRYk9duwK287A0uA*v@1r($94#48Id(N|AK%qqhjqcRHe2#EIOX#vpeGM zt^u|ih{wXeE%R;fw(shw0CCf1!MrFkOG`fbNL2}jeZqO0H&9CA%9zf4Lp%C2=@JER zkx6;zQP>Is3$+k@$5(YJ;Q6$2-)cWqOBkS}6c^&r7#f57{>AYxhJW$I=C8V(V{h-! zP`?m3j1aqqn27gDxGJt^k|v-FCg|{*qm!WHnctz@qawtTFcaA&zdd#3Vh*GCLWK*& zer!JuzNv(lTH$O?-gLxv=+$sOV$Yhi?|f2WU`?<5)9?Axf-28JUIp^h&&Rc5(eU6O zbA;W#TaD#fr?6wJQ07oa;sng8>VHD$^eXDID1-kRn8*;Q92n|GJkZ-N%(F!+i7+*m6}dHvP5oe{v9asIuW z-4+s0bhk~`IAmw`Q?$2J#J^OOJLA8Gf(W`PXato)CFbgH0tvbaD=;Y#Ed4HDXzCvT z+fpLe2{iW&<&h1!b%w>%mLZpD&VS?LKpk)dJBX@41-60^mJZyN%fJnFwRe(^@PP~p zQVcZ@WLew1OVwWkiB_n{hOG@VwvY;n)tU`KnH41V`H4-=j{)o4Z#oB)Gwu9a8D8V{ zi<H-K-%8Tr z1W-eCY$3YO2GMLwKax41t|t7o9wFKoaOXBd=tMfD%9Zv&gg_}T-+^}7+rN;Gz%I}_ zN+9UM>NOeGGhc1{0p`lTnf5@2;LArtR`?3_^rGi#kI@-)VFUtLCYExjWsKPt=>bM2 zPSaxJSYFdbDeHV&wOsyF|IBGXP*T=`0*eJCLtqLNLd1C%(Ba|>tv2_8#I_LB`*b=ZsUgmZc#*KSx#jO=(OUF1?>j zQ0F?i?bHOtad;rt*8m>{rHfclg)b^uNSqMFR3pYHW=uJCLGD067c4LHT1IDTy!&Jb z5(7%#H2XvWV1)iNS3q6IlYT>jYV~GmDK6mFKNC zg6PE;LdOS;>buPWFK_0WZU;wS1Qv+j&C3}7&02C$Kgy+hCiQgjg0wtfsX#c9oWKYL z^vcA84B~@7G$83=1Ro8TGR%KaO&eUg4l)df@%2?Os{5{s*T$Rs+3PC(`d5$`Sq|7=OhAu8MK+#;LXZ(`+d9E4A#D$M=kp&)n47Q zYg0aTP7hrO$B7W!Ew%CECVkhm1g}h+X%`@TU$nvE$Vf0YQxP5ZqFh;}u>oIWQ zkH*mREHCav2ROIv>E3-8J(p<^o@Hbobyc4u=i`U7{4!ggO~Cm0qs(6Rvs242SVg2g z6_S|szLOXi1PA^ljgaq{HF|Ap2?m{+Y4~2YE>I_IWq>-stTYl#nX^w)JwFT7aV%!%Ir}bI|o%n#fc)_MEp*y~jTD&8Z z$OV)T_6!X$3`7wjp3YkF)p`I&G3=d^N6aO;@h|ux+Ybe@OX@%U`pltyP4^+QWC_UW zywJZ)p0KM{?m_K{A79N2)|d#Ry~WHK$%bCdTIsLrqx-WDH9q`}$a~`U(nGbS3;*t_ z52hB$zq8eXd|n$Gvcmj`t88T$Td2o%0#7fBd=dLA!KHy8!T~yYAjj{4{?c@8&gJS_ zs0P|vYyqe*QsOF1^aU=G;xgbaU{@{(&cl{hjw`ViH=Llr-FG%zu9pTw$*6r~jqPtp z)_QvuAtRQ65xBRr%fM0)PWcO@V=08^XiKJm8F!pT@pJ7ltge(uEkhTK;n56*u2L^( z(X9gv`eKKdbAS$LqjOHEH?A#iqg6+ATSV>CA$sHuNcl_yH>+??8hsl)-colHq;5LQ z>}KBl89fZ@>9c^AmU;0H_>UF1iDa^re4p0OE#c;vvQ1*=YRm> zh-bl7)*$@oohkM75Q`J<*NN< zRpxjVDuc&XRjT_Na6Uaznye@Y9LrQok(a#B1^Ekm`K+*vD@zqPr@hCwc(Od*lV&OZ zDymdqbtIZqLqgVORVoL%Lk}gYFFd#(Vbv=ijAg4QvSq6+ow;0us+IaIUkmbZA60X_O7|O9Q?tBaQi%b zboK?=#Cw#a6I_eFmP)2U5(%N}DJM89z{hFxj~5)=I=D;G1X|4%NY3MH19}H*uJmcG zWz{{CE5TeRQ!f}O!FQKcDy0V0Ic?U!3{$yt-YM0~EOK!m@Xu`a1$u_idkfu>|6P~u z^lxQ3blEx8k;o*!LyABlsG(Pv061_SW`RO{0Nzjvg8Y@!8^(9OOyKYQLa*p><-kjS zfg(F_255M6^{&qv&xgR#nHK6so^NzAAZl^rvQ+R7O-bNnZ#~#Ex=G@!pjbjlj_BC7 zFQL^Y>1oO&K-n@A8D$or>)VvX1Tt^}q1H=ymDo0EXP7(AzdC(O7Yk28P01jlaJf5h zVR>WQCY9j07$y;tL-3U|aNs%Ecf>H^Qmk-XI}}YSQ(1`cH63=}mZ5UEQm%&;;kxrb z7BGZm+FIv264760Bhk58QGo|X!tN*HmYJ5#LDP@nvez!fE1{?vpSkNPq(}+S8lMac|U{y%bFRhhYmh+GIk*K!){A1FjKiopM znv&GFNeL92mFal~=7bEX`=Ldeh!aGAQM{p?o_>>W}NR_rzC%{k&6jdQO z3Y3Qe1{uolfl;`p(;Xnv(Sff%$m>v7Sr?Fa4t<;ExDUC@XOI#h^P4-YaYBuZs48}} zcE&Gqy{Go8o_fX5Og&sMN1+a*rvWhVPF=~GV@;IlOlwrdYpmU|Mn1(tW`oe1f(AQj zbg3UK?!f9gf+MLd6$h+5Cv#!(Mrjz7ucCIcXjCM0_8%(oS1A`p_qdKPD43HI%G;KJz2<85QnaH=HcSlN#!g`z-UQ17%wb zDCl&)NEs9yIdo3nNkvGmW>{ttkj?U`7PTJCnfd`gI?`DFM{ z)laT|W>I6g@M!l>PoRSqe*`(g>D6ZxSpRFqcKxtKT*JCCqB}x_zAmk3X29~m(2EmdnRHK-6v=n$U-{p9c z43!$hr^jWvAl{fc_rquu_F#!;kn#}ya-1VDw*9?*t{Q94a~3d<53?TCs@)1tc%lC> zmN#}VAvoZ&WuXW`O9f0OMO+>Q4~CjLZeS#KKYA3n_CxIBtMEgoP#&lQgB0sYE+d+C z`k)}`e0^)|F9(_`VP0{y6aKF$mL~^shq}w3ZCagQpy0x;(f6pyu2V{PqZF?-+s+EI zx11|`L&c(%u&NOSFohG~N+Cu})*GuFnYfAzLqPnc4P9hH3%&Jk)JBmQ55cp%w@C4p zI!6-IitLE^jd4c^+GV*V@H<}V%Ir6=tD_jwn5OY#e7ntK#K z|CjIJjr4G3ZqCbY`DSF~+0IeM@DjWc1lZ6Gi=j;#ouobVVEUe1#e)HQ4Ya}Vii#}c z!YFHh0`*CWP(gtX#G%KwG zX${3U8V5xNF|2q~A{^GRNrur{a#qdtGRKWUMdZdDy%(Vnd0tcAk806aM#PPi>+82} zksK56?#UvceUv>qqyGGvJ0&8X7&7zf=DBTKepUPijACxWLsI#L{PXyL-4fk*-1~-r79CL z3WgDSEgtCQhSyQyC`q|0U}k8i;6p+ADegFif#7TOc3y5S0!eneOom7qsCu_3!B_fQ zs?{)FOvK1Oy!Q3J6u{Mx0>>Ia&B1k`i|HozeQGsHB_1%|VXeZ|i_l8+A-zl<3dEaH z=`TFURMyYj@A2g;ju9TI3>iF-SFsTg-+$BNEnFemY=O02fHdtUBut6L=OI_UAM7CZ zTD9K*JO)2j>Y4%}kwu#)p|bvo!gt`q1CWipPXnP$5azt}h4yNk zoMyRD{u+KaOfG3cjY#O7`@V#?srwrH%ioc* z8&J?Kp{ci#W3t?qdk>h~s)fS-tXObDga%0 z*R*8B3=ck0(M4_oc}qNEgu^WCs`OFuq4_hCnEG=P?&DSVb4_xRr4^n2b>+fCI+1>}HF=liEvR%fP}E35#? zgFzx&k1cgQeoBfqj-UUjmwF^(REhIJ!c9-Oh`VU3M6jT{j$t^UB@`RoX*p2LAQ-7LR$yeM z34R4k&E1#3tx0?K-u7gQJX-dtJ0pGE(EZFlBYCtR{Y-9HT@oZ^zItDR&!M8*MfD^< zY#<3I(QbA@C~yFA!uSbNKKA$NIS2~VWtNSaY*m}=lYY~mMnTw!rKN6(`IAu-V z4x}d5xe5gifDrYKo9=VWWpu8_=KUYQ6bZ;yA%k0u|5SIa)m4)sBQ55KSjNz?o9=Vb z)`(r*^m~vJ<}eVoq^E)!yNhF?vYmAX@jY=wvc-m+V$9SYCK$oS4i1>ieg=X&fV2vQ z8hV2b0-%M%1Tz~(NwgualM+);Mm(gE+R_$s%c84)S*6;f1=xqSU_zqz&X!+9L(Jss z^#g!Vg&U?*X;W4k+0+FVR$cwFB64adM0~1WNw^O)-g@WCKzNC!Sp;%wh;ht0e`a7D z^Kqq9vBO@FA1G`hK?l4aR^PtyY7>B#(w1!GBX$6!M5 zzjGowZ&I@@bX`CDSQ)hH$TolVUFJ-KA*&7<jKH;_DflPzG)_{oE}0&vOC3gomiae|U(-YKf8f+y^+86(B;u z*e6%}H($`5TEB*kEv1I^BPa(Csj!G;y&{%t*dy@Zcc~y_l)z_+ z%K62uk;lF!Nzk>nq$l!xrfq*4 zy?cZx8=HG@B2tHS*3M#DMU7g#C=#IWmPmh`){L(e8pG?9<$-80;f98-JMz)5G0#Gr zozwMuF`*mFYAglCfM`Qf_m5}6F84=`CnLgV_d^9s-a2o*u;2x%#=@Na!m(np81?dG zz=xc@xdi0c>U$s`3?i?-Z?fR!q&5hTc|u5-VQAR-Tkyh&Xu=~C9%^9aoGdYZYIq5(?8(? z#0ErDfKyNem+S3fE)RBKv3yRt%;70VF;N8fl2!Tq5F7*ud`-9!m@R6greZMeD#4#7 z&WHou4{EJ(OKOT13+A$m<8_rSZ&ZLRa3>sbubh`$tf4S8$U@|Eweptw)9X4%=+Ud_ zc_&TyM_N5#wzyFBcvC)-yXra*QO{c%KOxexYOxzqwnji2T0Tc>QxU}S_n`q+7myNc zBv=(K_e_Yu-eaX;Qw+0lhiALxwV#;` zq}+f6!Gi;F!x?0}wbb~e4F9e%KZ!CZDF ziNv^;nyCZk%H8CI%PE#-Pju=dR%a*tl$sS~n@OzcZV8aE=D-~@adrpHUgWgigpqMF z@jqJsfX#<>+qZ}q+a9i1x~t0Q*vQiYErkSY@Q#{E4Elj~S@?dnZ1C#6ZR{-MB;nVl zU?A5si#Fkldk4af#+vziSO?@O!unq<3L=9SSyyr~08S2` z>jW%qvr|W)Th^dlUy2N$sK1iqQ4o{X} zWj*X&JeTs!OohP(vxV_BQT03KooCsvAn%W0weJ`b!)+$2M!H&C9mLSkmEqC%lDq%` zK7_vJC4ipy0B1;4f}MA_L6h{Is%ng9#ct$Du6gNZG;9G4_k?6M);qdwSg?POhuNz zXxq2fGc;p771~^@Wt0;a??j>Vip3v7KH$8ID+#;pqLI`>E^+i7L;%d$-ijFoIZ$&Ta! zO-4%5Xr}!P>>aw5*7dq~{Q5T2AtD);owc;;JZIY_srS0CPE?y+s#wr$(CZQHhO+qP}*v9aej z&-0%5)cLBuyOuhgPSX9ys=l+5T*~muTqR>n>g6Yv%HM^Ik*W}Bh1U(>QzRAd>9uG* z+o!QzC{tHs)kazK+qB&)Ky!XH?Mx1R0Is=3;rt_Z$Y(iZI}J8DunApOVB;3%dW&M*WIg;cQCp~6^5e^v8+`cHjS$b!o@!=``r+SBn=Z^ zD>sB~xidYf>D$lak8OHSW2Rd@L|bp6(eCc4XsB(p{iRy=jnh1N=v9?o$Dgu1cPMiT zAqv9hL9;Y<(Ci(U?mRx$LJsDv8Kl|5Rc|fv?F?9KnLUCZ@NHLv3{iu_A68+xFrqx! z2%Y0gZ}qp@#=TpTOgRvwbKa3|y`gcJ1NsxXG8)4zQQnLFo&>N7{Eo}xsUC!*U}(4C z^v5iEmFhOg4AZEHbUs-1X0zyc#PF4=r2%;a%Ge5R$$!mBF?wnq=`c?~gPt(L*hyW( z1Eq9-H%o=ZyucR|$}gZ0JfWd*MB1ttt_1$B5MJyS>)O}wSmkY$R)|a3z{|nA2E4gFe)@= zcCSH)Dy&^qHF^2v$1lg(KLL!~DX`_2*Fo2Qa9mN}X`@(I$+IxFpT76#b{J7OD=2e1 zB=_mju!6sDF>rdywo)6js4pW4g{}xlGf~S0J2Nze*j2F=m{w1A6}N-Bg;p-}V(4%f zl!y*y!eFT1GM;--+~0f9sR$a`BW;s~<}fk6ZG5BzDR-yAs43NNU$y1N6xli-@H}Si zJ{))B8{ZGe=(*7NVlwJh{jqCjYk3`kX4lsr=lj)nmlq{i3={k*KcWa93ZidYNnkTI z8^LyTTv;9Arr4gjG^C&RYm_ay4gPHenTwtI?g6p`T>4X~;%lifyTUtIGcpx82LIZhFom)JdsqQ|cz9?wmFxNw-WtL)(KNI}G`PY}g* z4^0P~LV)^<%I(TtaNyGLtX*(1%?<&sGQ}a($Ockcw$Ji ziAMw3L7gmz(d_WrpjR!--gg|hVQEGkYuU94sboN&;Y(U!Zc7Fzw}7LMJH8~~$EBI1?sJ2d;kmc8kfy3fMq z+dZBygrO}Zra*1=fai^JJ80M(Y2dD@7^6slE(o7s>G6+2fCZ8*D!cLK44jfNh~bsfy0ceR9b6* znbV`(W>EN#q;Y4nmr8WcXTL-W*T#&?7OGLA#(J zDDcvTdDf7rgQrOLSRZSa)3+t2j1pqRv!=>5IeuR+WzUZwJCS5_=sMyZoHc< zTv|Jn`m}qA+L4NNbUuKtz!`)pXx%P;%q3-2j0SoKk^dw;4zAda%{PS8su41iG7Gf- zmLCumMId(dIogX>?vtSKCi@EmPAz2QH2mJkG`{Y%?Y^Z0k^PPs!&Ek6RYboN4ho^H zus5zvH{}Z>!KU!+wwzCn3@%clK)B%w_lLh-Os6Psn%~1GCVqa=|Ecm(XONzzr|)t1LlE0rx8*ixvHjhmu4`at(DOc zl;WZ~zAC*6=3h?{vv}u@zdu>J0Kb<~dGBG_&v;rRaaJ5m;FU4%nSJd(aub2ADbM|$ zf9H|&?WZkoT(jui!E&=8DOcBuC`Z&>wD3{GCjCO zVhcGQJ&qu*td}qCo#}zV%T{U8E}z0mv288BiscHFE@?s3N;P6T@K-CAb*E7)6e@Lj z46FbC7PK9#zDz4$=A|p3SFG%HHI~s`dY2qISu*c`vCRD$YjqK+;maJ_DAoK|;nTL_ zDNQ*@J5+<$oG9tFoh7`SVV>H;yXpr9cvXr@()6B5E~Z+&17Gpa z2r-6ckF1fE`$|(m2n*C^o;Mg~NNH4_kibLM<@D=W!l~EDiQEWuy1pDr7)m7r@ca)Io3HcF1@$C8}{)#!L;|AI#P zGuA{4J4YC^`p^m7^xB>vd`^WH-9CdY35UjkChabiq}T(RLn$fBkKjhKQk=woL|RR{ z9ozivla0L8>zpw-K3wpzs1X8E;GT?9LcJYK@YYf}RK%2h98NucMJb{MVp%Jeud=N{@c=jcEd z7##012DS4S{RT9ZYDX72bck?uE^~7wK{kLnPjX6mOI%{thL$Gh?OX`8l|(#6lx=g* zWA?V*C>Vz1q$YjIp^-KThBToj);-=mSiq*MlhBDLN(n0w^c(I9`EAXHgtviEuX{;O zpH=pf5}HPml~O9f27wRsqz^^{B~y5MJ2%gLKH(N+cj?dq{7De9a%iO=FtVoK9A@o^ z`Vr{!)!vK-vY(J#610npn3zO|COA&)^PTvz;!Fq^LRYdfD65*py0AN?Nq4@7pg1G! z6;v$q)0ps3g zC-35cU~X#%u1AC5R}Kv;23@MV*wJbqITO)jTSO&rMll^19)D=$mSkXll95lp$l{EB zO?F1uo;P79eoP?J-_tZKQ!NTNffUCUzA7qGIswbObxa5E zkegdQbllODa4lGp6YwObG;P{bG%jA)zQ!Z<$MJZksOE)@vkY4@O{P<*^jElHz$Am4 zfPtpSbYGEtVn-dJ0#-H9F9XX9+Dr!hFDbuaxVMZieyVO5-~+Ve98OtNYr+!$P64-W z@c~b~I_DAiitcR%R>OIK0g81K`FeI$ElpSlE*QfkV3gq`>3lnYqJmbiZ7YPV2*@Pu z;><6nr|5!Q1=!__j~WH<#ScG+?0w(1LPulChBk7rpr*r=XNlcs&N9*~r26DqBsL9F4Rg6r-ucTIMJB8d+DXE_w12qPkWktcU3L$ zYo`(E_HGu(oOA{#k*GQSBcJ?uv}bEY>2*-oklzVBOX9z6qXuog{Q;o$8%tk~@bvYX zbJOeVbqm&26UX4E8r|lSwf+1jP)S(&ph?yD4yk)Wn8j8zY0lQ0hgRX9nSY~i zhlOwA`O94o)(r@&OK9$^#1#WU%Tj8!xP_J?)AZbV43=TC3<%4X!o#3RNviF$eG+$o zGNVo3TL)J@Irv=E4OFA4?^8^^b#FTZSWwL~`=KuyFk)Tu$1KB)2ED<&Cjc$W$xG6!Eci@VzItx z+Wls|ao7xg3bYhw)Ur!ohGu1#-EzUl9xp!Iq$#1&@ZtcG^K-ak*-giqp&i>q41B~C z){P=)rdYHUQioH#^s20JJi`!$a@%n}mqbLxk76au!Rx)#plig&1>n;x|^h#;)%K}l+H=xLf`JD7#cV%1i=1hnD6q$9g2?5e(@xG#u=+(~FK_=NC` zfS$DLoA4PRO9~d=%|0ed?Zz@p^m$Qj4&32jX;n9H=={i#v{~`0WNkDtlN_Q1yf%q+-wW4w zLq2hlh5o45aa4cqT;&u+Btk6w&DQGa=mf~tMlIHJA~01BE@;96$tM1fd*FuPk1!@R z5e)ZHcZQu+fq~*mEpD2lmSg@;zROYlnj&ErhM*ZAawHgX)t;DQF!P5w5IhB2A`r#1qOR zIyK_jzNwhUt50Uzwzdz*uIVqh!{2OfcRve{EjTw*geZ32Yi@0L5K&Nu2jWuSWrv=Yrs|_~l^2Li9%~;8J zl#ANwk5*{b&C=HawjIZk$8fbb%J5PLA*483O4o2gU%h8}NOkVIQ9ai^HZ6wup^!;l zGga1Sg}|ef2smK^bGCZrye+a)z`l%042|(QjS3rb5zGEy_#`Q)3EC}sTGKP5GJ+Rs zPGETp9YbAfaqy*F3MUwaA~@4R3DD3{|Aa$K38Yf7%j<{Xa34_2iyTUh5eL;$^7hbmsVO-TxdjAwCiKJnRV8ilG&@tN2h0A~ zsg6>7KCd$uo2v0JIh?&762cBn>!u^2HNe(O{ng7w@xP6i(IRB)uEY^8+TudUg9h}z zy(z9SZHSLjc!8fLh^VX#Z?bLkY7ZWRNF7oGMfMqAgR^#HHHSqIZ`*>Zx$%4TI+H;j zcwn&QxTDWkQfh0&Dw1wr(v7ZT3HuUk%DaPI1e1ti3`hTu=LR!^RoW8W~T8t`kPM>b z=3`uAq%(kJ(m-g04zpz0u|BYv9D>U8`>&U|afDD;aEgO|#SL4y!VlC}b|leb!Z$4{ z2WtVL_=jP0#UibKNq_=O>1(pAMbQ<%&I$Sf>n@(OL%e=r3Gb>L;_5}fv5De?>C+V! z-+e!^Xwc^my;cs?O?B?RKh^7V4-(@6GK2=fQbDly-d}gu;3V!q^u&8IiCMq~g=f3>pjx;Nk0)=;S8J#^$Vx46I;b_1+r>JJEg?Qe3M72F z5xRv{cXu(nhkh^xM;swCiuW)*+!VP_bQmIV>pAixcn^p_4s^kLvoOr3n&9Xa&~8Ua zA#_ttOBK+rs0W^9_qq^!XqRe)|7~Dl5BE8vP(VritJ! zZ+0N?G-)UONGG$gac3QwzR_Q z)ece!$C8Sgp@5}{UiV@x9sDs99+~O4zYX0OjcEFif&oo;b4PGdUZBK7P^H2{H%bx( z(>-Mg1`S(B^Gh-j-gQ(k5t)-TFT&n7#&~hJ`zB+)6&T)>zQKtWk=KRJv?V`tvLa=N zG1>>T-2(>7PV+#}M1h-p(;Py$Fdh-qA$YPDym{Z2353PI(pyRa9il!>@#-I8q|0?x zWMN?Y>_lC-E)rL~WCLK)S>o5}8!R29h-tOm3g?mf;hbyNfs8u@%36|=UN=EF)v|Cz zMf6*#*L(bMbAW@EeCc6>+nGYyH#FSh3uULC6JQJ<;nCLO@$!o&VIRerGi!hgvz)#I zM0fyBzd=AYxRMX=4xgL>TnDF5BpJW8=P#{6h^ROAEWg#}RZi|^@?Gf=M7$sjmnm@4 zvt?vCQ#OD})0%nUFj(BvC}gtYaV!tiD~f0SFUbf}B2Y?E?r5%XDKlfRWfMVt5%px~o}1x#RY`8jk$qtA)#MxEEWh-|7<8FAuT+u&h>c^i>M#-9O$<1mUr|B0g#;iPYQl}8arfVY<7}7K$ zgn1xGdxSv{uSn7`;cp-pu70A#Fj6&*pA8lHB*GI>;?Pu%8zf0OnR=+XkI5`>!21rM zE~7daJw;r~9WeB5?l{MK3=#G0bkRpfO>mt|uI4n=}6k_?H?a8!}1wuBX&V>>ZDB@1Ga zKq!sMF^||JWk%Q`t47$3;n;Org=3eHT#yUAtSx^{zd~6%ka0CgbvPV zjE>GzqDhs3bH^_SYO|^X8~w$;qX^GMbvD|D zg1u(f*Es+S^^hdKxVEUTa*|ov;Tb;09ZR~#q%FGAWe2=a0$E+Vh z;1ForpTt)OQmX%9?m<}cs^HOY0;jlVc9gRG=gXbH=|eK@IFVM&x7MWJ{b>FtN!LI+v`)S@L{!M ztNf7W={1BT%!|&y_W4{&FZ-~N+3B-tfVRs;iEhIHv>3I)%!(czOD@Brzb1~bhPsL` z)!I@XoQWpGy|5AUy|AHH6#`w--;RCVHwW1~avh3ov%vnR&5I4h5k^c{9hIQB%KxYOKxVYES|RY8}gbU2{gmYs8J zli3suY$(!jV%?v7Z&`)(PajpvOA+?kz9}Z7xu~@$uo0)ZDAU{f9X*GwQ9_^3U}5hc zi>|PGK8H>@d`lmux9cw9b2c2@O$Vi|6p7^eZ}ZBHG|G?>Hbb`$ebgzwm~gQk^t2j@ zEM2IQiD)lLo6xR6tHD>$nnU^Ws^yzKz}83H9h4m>R0$qc4O(J`g>XsbkXS3HuLYEI z*D-XdXJhCtkka82&zEDw#(0|>`9$H_gp4l~*GX$Y)lee!_7cRAhHU$SN^t{rb+=4M@_xFEG*mFd7kGPv2Xg!8?KB1nku$aJI61kNdlYVvWc@V2L zmfsFv7aGoO*S}2nQX#{98Ck_>wdw~x6nQ%GC5u-78QH2Oh-}&gZc7^5BL}K}D z1lydhA2tfU=u(gG(e;+WQXTd>)2fJ+&*-YDfrWtYmYX*gE9ky!6YLC{07Wb^Qb_Cm zmI7;;pUcalM<&|0+ZstW`BcA9&+~8zw$U=naJfH%RX+aUe;-!*5}oZ&lR;t#Fk&I?>r*v}>LXYlZPuE1eF`Nu@>yl0p~z7q)&+9>mde79LQqC(Pr zxMm+@RzZG)9#hA`qgQk{lvUjfd(NC63r1^fZnrxh^Xc|h?1QkQoA`^1fMX2nZ^2cY)n>_vU8a`mRYg&5M%2{pzBGANlP@Dp&9 z$_C5Tv8=g|bnoX> zdG78b<@wavb9{>_K-z(m8;1qH_!$Ji_`XFB`-`{qQ8Nzkez%Gp_PQSF^(tr=%B#R| z7t+gM;YV8567wlPf|wA|RIobT5Ah`68-PzVOpfvBoKGJRakipCqBCV#!;FlwUEFy-bL}0;r**3j^x7 zcQPi&4j1xqC)xeKocy@abV4G;{508*liig%DQa3NAI$WSF!~ew(x$j3s@Zu6?#$?x zS4D|%j&+31QX3--Y8fsk0Y%MIg@oy$h;gFTqlXF|PYCbMtoDZr6H~fw%>5(kiCO$m?&omW2bvP5B48<$*8 z+&4it0c44D7JcZb4^O#^TAJKOFh%zXd22{SK~Ub5?K9t;Srv2@dYxC#AyhE`9s4IF zir~h~NtK<|;a82UBoIFg+g_M}EOZT4b-3s>Cga^1K98Dm7GmjAkuE6?aepr{&Tvhb zz-R(k_`32LT09-%%Ab8dUEKJfB{X7O5K}c=|MQ?*O$G%6ndKM&Vqw;-D5qyhdJMX% zS(4rTlYZ0Qthl5_d!3F!t?|K|E+3iMHutsww3^^bUvD;i^Wsh`;DaN04|`Vx`Q;;* z0C|jsllA?eqE{P5pj_RqLu7Puatvw+@o+i%DGPl|)eGBG!r!k?`(8zx3qnaV^_^r* z{qH%kPS@>IqCe4G1i0qv5JqK8PBquCw{6r^9>iJMOqpzg=a7P#>fl4_;$Q23I0+h) zXn+r>iW`F)l1NxpQx>EhA`QyZOOz(3jbtVSFgRrR>`(FG(&#A&XB03zc@vUox_*gE z=o71J%=Ps2IjJMmmyl;ekElx|0+36Z`$gE{>%x>En@c?W7QE|_Y(-#nFTPKr!IB7< zXdN#YF_v*FU$Pw-F90M&IsS>-S@%mSZ<0ni7Am$CrCKzJSm(sMPDmS(y_r$*kB-vH zr+!Gn@S0{SUhk{_#sd)XB9kQFqlBtCgKAaWa$(1(JuZr%D)#G?h~$tp@6O&Ga~Buv z$-O<-#x|G0MiDrT1^M;D|_FImd;C?Sv5{_Bvj;CSsho8`VI zIz^4%ubHvn+>^>wjECXmQbPWFDs?f*0zD0A*<8X zt;kru8j!(luGCrB+9T-mSnkE9P5#oiW7?ol^YJHUE+pLANy(Jf`eDreS>d*R6Q4l( zIlq$`SsmF=kB}z@NJnvyBElrK8n5lYxbDHc5DJHZYt|ACH?Ipq` z`L*ojI4gceT4KFpzJcB`LuK_OJgbEIpASV?f(c0g^$hk5wa)#Uvio(KWc$JU72A-D z@U+mHb;Y_qH!^t%qapGfK#wrUFWPXQgLHTouzQ}UgT5pJQcUzO$*M6xj*F(_KHKGI zcTjC1qKpbplri!OmWpPAc1`kxYXCO>a5(1ztz>o!jdE!Xgt`Q&?9e^_`^>uW0oR}9 z&rr^T+WhF!5O&m!d zl5$b=+`#s*9syoF@A_MgMm{sZt`B{JH6Ncz?k5$iD@lkB3&2P%42M~Rqx&Ke)5hXy z6e&%QTp9&#zn(b%(z<2SGl4TvB ze1nZjs7CWR_(7RLR>;f^7n3xX&?>7dRLx?1jD?R7oa$~HJ{Cr(M~BkluDd^X4Tw0( zZfI7u6^5-G{77{Lj;iPF5s$qubAkU1jL1cZ7qV;!YX7Zqmh7XCaFx$R(fXyUoXksp z`RC>S=btEpJMv4NQ9g;M#gH{s-nCFK%GB88(Kbb+jQ<6e$yh6*p<&T{^;s~qSvbVB zy%UZyZ)`N?eJg#d$7rmm~Ouf=jm%;jxBl;UV^0r;h(Z_7*Q1WZtU zvW^>lhBa`*n0Za7`H$L7T8Q(>aRm%e#Cv!aS-)!TzagXo6Xxs0cc6im@6S+?xYYhF z*q;OGIZ-&1yw+Z4FDHoUp&>gutI7dj2w-OB$J-;po=6;9Gkx>2sXIPDpIX)|aSyIU z!<R(=$`@xsfbqazoO`Cs(Lk9Qqxyzrtj)Z!Ll^euNx8@^)}~{_fB2D zDTc#rM1ef==tVi5M0lLuS2aXvj3}{JAvgw58@N{r5PaIeOcbe<%pF1#do8O!pRhs) z3}cyNPlP?2+2jjYH)CQjYq@?h2@2%|16Nn>edcDtyagZe77h*O1NmwLg?CFAMNz$5 z3FQPHO;G1W;3)ctfCBAd6$6#MBA4o=GD zb*A+7RCt?w?ytMI&BfDt+iq2~J`T+jf3qbBy&t{%<$bGF>P>}qmbn(lpJzKkkq7$> z^eCMU{a&I4^4MSVLn6zAWeNO=c6*d=$IX-76wb4~(4L2QKVkc6aRdL{q0S69`E@&> zAI}BBAI%#f&jfYJI>QiDLA*PZ(DQ5~kmkUQFTe@{dzyeAizoSTEA-~TI{kPaNdkGk zeGwk_Rh8zzU;}xaezZIe0zLK*=fO@G%$5GwQN99MIuMBVn2!(q-c$_onBNO^Ci(OS zW8_EBsO!{NSsrW*Ek!-rqj@OGTxid~dU{Mvy|4Se<^O&? zfj#u};y@bP82t~r+|ScLxOD%3(fxD(fumz!V_;(ZhvT0%xWt55gSz@ru9$D_xiHPrvP{$SVrbo}Q^D`IQo^nbWbsOhNb@L2wfefN(5 z6KeV&66=3SKjVIm|IyFzzxwfLmE7%&@o44rO^yGxMNZ$r_(wGTf5*{E8ylJH3)s5h zY5tIY1hUZMG11fGY5&VD_+!QoyCdE|NPPc+-4k`Nb+-FIru|3$ztsQEP4P#ogT9TU z-9Nev-TzA#$8&OU{@03s>=*pu5;Ar%H#Ald75Ince`c;=>}c!kU})@!_s=RS{GVB| z{j~pC-T#9I$o{`({r{l>{-fqUuz~b=^o(pwZ2up8z&{?IUP{Z$XB!_`?z2WSQVion zjOpx&;vu6%zzBH23J&*x^nd^fY5C%baliwD06?z-XvwLBkQ*tGPyQ;D8u5wZeh_m3 z0`lhYny+W4g#jrP9?^4u%T_4TJD=0jZZ#-SPb6ykdAG?)S?N zC!o)N%|-Jv;$>XX@|QvmaNfh_N)^HjPWLSt-vuwgQY)=i{aK4RZP7ab11A9VeSxtn zE%Zi}eAYg)-%({YcJ-g{%8tKGePo;qBrXK~8fDy(e=w{}U3Xe8Xufe@t=Dvd|HMzG zv^E1y^@41+;T-L(c&tJ)pFQh;NLxixUZ1JmS-sw$uJu6cO@U1WDeng^Smbr3CP-RH z2VEy6@DJ-A@YU|q!i%j|D5sLS2E_njuZxfPZPR)wJ9HbR*i{>yJRy(?YrVom+8c7C z#1ex+0djefI*j%tD&10tebR67ED7@-Q&$+`@sXg%vA$z=kXM&k$33Fc=p-L7q%Szd zpB?KormxToNwB8FHTuQN<1L#FEsUAP-MoCr8row>d`NzbMmsxIeqTzh+L174o+s)g ziu3m*E&K*$&Q#Dtf{PMSVc6J9Vm(PRxx1KliqwyMt0qd8F|1pxIMTFYEmdW+NW`>` zK6k{HWS0DGJw9nAxu}Wdy2!a~3H_4BTA4d{1-H}CD>_>_i@C#U3LT+DB2?=SA0-sv zAr|=;8(J^y@EaI0EsRM0VzI+1VU*LSD#lM{PF_152aFiad47_9B=D)@k4@yfSrlA( z>rR3Z-4I;$c#xQEcQF*fykP>oDFVO1GN~FrrfD$RrN778wa20Uvw;1j^j{w;^o=G3 z{=*79Y07-@666M@#koq9MG#XW4`wOhLE8dUeB}NJJ(08_9$|B7yPLa%WF3;lkf$h`*>^Cf4=*=rp{9p#>* ztH#r7pQ@YUW=mZU^X-ky%ro_YMBJ{0Ek-zRTRpwK*Bw%rgi=r+mt%@^BFP@DE(mZe zK)lR-rVU59FzX}$>tf6Khdv(a4#0+20d z=qiX3-Mb>DlZQ?e;N^+S%P6+(!jj^m&srLTBwtMoX*0d+;2-uDnhXrcO>8kTK8aS& z@)giar;Va{=bme`QK4GI{PXu_(xdxn-o;dhjg0`aX{(5oAg4J4&Xr;oE(lFg!s87&$F&_$mGZL0aek z3=a#KFoVw)EY(k3=8M=3iQ(i;y}}VB1e}KCN3!4qHUjW$Aq^8fBBTvpQ|F4#T#}aL z7KacEmSP}@Ux5@&F?w=`oG&h&#iq|C0@!RaB!og@MQ&#Cdd$3wJl~Y1d)3ikdfE-k zCH|i9{TAA&yZv}@Im_Jfd`(Sh&e?K3q>D=Pb(ffb#CYS=)4G35IBRQ;UAkuA{fNke zY&|dAgOT74eeM$8t>1|V?ugk7k7<;oYRiB*P1Eg@G<|%eU6@rNPf|N>CQGV^3~~}y zFfw`-RR3|WzQdM1i&KY^ngaPHz-v?bU1YbQL6vojN~edypkge+teno0{z@@fox%)b zV{^fvFD~JEVX?SPo+*`|6pBTg_6S-?9=-~v6-%cWC-*uy1XFnXC3D7%Vcqow=Z&*q zURor0u0)nI&N0PMB}g^MLDa0)nK67!fc$4FaVXDZ4R1P*KLbCINt=fl_YM3N74WMGN3)au2hb)MO|CDs1Wwb<78P&Z^LkS0x%Nvlcb$G<+jq3^{__dxXq(U1 zS-ron*T4)HIvNnjGCmi4Mp>fz4m_R6H?pFqZMQhKEJ1}3i##dZww{kTUWJg)zmFs0 zco^1M>Y02@;Ze2AF!w`?i7ftQ2w@!lX9!|ksp7&)7~jCFyH%-zUZu| zN2Kg!7?4mL)!m1&a?{lZO2G5*31X8BlAwo2^rY+M?~ySZv(!$JDbX3>X0rx)_FS>( z?m3uE3*c+^@Hk=o<7JB!ef9PEsd6>A5XJI~=T4gKPy}4HcKLGO@5U3mfe^(Wptk&P zY<%?h)T6d}yL*(vO|Pi_$bTU?R*JBv5|LI7W$-0L-@RB%Re+^105)qdYrAwoo7a6rQB{gw| zlMts9V}?iC&rKyZQb8IBBvDD>NjBDLsnJ>?y6yX74PQwhH6qqQxmd^w(SNwidjv`S zVtgZakbxxq^W9^1f`c<1GTcbgM4m#6jLoE9Wj=80Yu@M*r5hXqBA94WYg1)WwGVe9 zAro#z)lzLGP>IfE1HdLdF79@+XI+nG+L)f*Lx5vD@uq_Z%`B1OKN&w5HoV8#s7w zkTho#IY&D~;`@1`FJr{N_V4Y8;eKSFO~}LC$^yM>i9hPdLL%$EX)Qcf4gD1PU6;t^ zNL0Otmc_DI>hh7nzGVA|HfP?}!KVpV69tNq3|1Xlfm6mGtV<(#KS?|LtEv*MU+q?z z@%5WY=++Y;b1sK1ET0rVdAq%BZnq+Ca_~aga6;IKM+pv$Or!xKUfv>tN1Wu5@aqj$ zMbh<#nGK7WACgodmhqo$zaaEv=o|$oe!}$$okMOA4^0h~JL->k+G4AYRn1i~uIXx6 zwiBP}g2q&Q5}$nrK@Uk53C(+3v!q%u`i;Q|YnnWv(F>;ZS*|e*4r_vkwwsxy#z=BR1KvEH1@{t*c0yMcGlylv%e*(uOq; z9;DH5d9_Foc=3qYk3&%H$py6{sMPDP5(`IpbUijtL_vEzUbg*faWw19%}+-{QD`<8 z+((|>UvAbv`rc95N6Sc4u6%9=u7i0olRXV4L|Vyr!*mt1Vz>e{UzLT(BeTW9|o z-}Kr=MxEJXTAgN%LSjFgRz1XEGtiu!(dKA=0Pc4jjlCw<}0_p!#F!&v65* zX7pi^NVBJwkYC56xJE3V%0Tr>r&%cW+7*Pao9rw&DU`=sC7&lBcv)7rC0VXES*EIO z4l8dg&qQxX&pd26mZLvacP^89? zT*6#REvuP3QVL-Yx)kDIC0-#bX{=aW%#glFz|=X)`|2oqMa99C@iGciGU1Pe%rb;@ z7qQ4G@EDOJM&Qy2v9`{%w6mB+*^GcP{YMY{^p5ucl~z0uecPaqw8gMHPVEa z<1*$nxAP?@_03&ea%2XJ^Jx-xLj$zuuVI-lb~%aVxMb}g_peS~)^4mYuCJjU?}>4L zpy$F|csC9xOH^<%@qi~d;s-Ix_Q)#2*u}(0pn1|5WYWl5w}yhN7cqF3#P%YPkDJIB zQbXT6z3<*{IITmVhDa{)oDoykPxkQH%%kaV7ovyQv>~oCzTX&g`kEiU=nvn#-?BVz zqvE1ta^2wPU9eYfVed%$43%IgqO^@ZDvPu6>DRJI;5)hOFUkw(;Mx8(I$lNG_;~&V|fL!dQxx#4%BC)`5+7ONR^hvTvM$2$bZ~SD# zv#X9N>{4`vj?W;D90U-Z258uXNaD_y3N4~$qH;o%v<_*qoJoWBfAPS-GIxnaRaDNO z7OLW7JLrR6m!j^FjJEk-zQ86i2m^i4=b?F~4BGDfb_;bIw{&WsD5H=Qukb85#RD1P z$CmgYi1`fil3v|!%;6lDjZ7&lwGA3gYuRtTg&)UzGh!((Ej)90XL1F5SD}f)2K!To z_Vfij^B4av5ok$l)~q71v={dUB zPQLD(Z5tC!Qx>~s2UxNT>YYcUUcwBRsU*J}+FpP3gHe~$gns@2}H=bY`TRd!%QDvRb3>i|y zt$8LH;|L81hnGM`Kq8ZbH1gdf-h|UxYvH6H*?Ag(?v1VY};;oCL=Cs_h z-^1o?K&B^FTV^&Kt3%Fqm2I8v*jZCwIUkHK^e@OS*gWz&vz>2LJEI?O=U$Ax8NM0c zN#9D#W$)P+wHDp)EKelPLSL-YLeomp(Izn^;*HXde2y}k0W0oU&x8H>JhC(nFOJGv zK5j`U_veq+?<^aRj7^S=EorE%(Z$uIdevJ0kX|F5;Lj*GhK z;#ELWq(OQCkzUwcSU^fZLb_X|B^Ovg38g!i6bU6HBqRhuKoDF~=@3+;r5i!g`&*1x zeV+He_m8_UpV>Kc&dixJGryfPd=IPdPAE*FJtS@*)81;MU9iD#soTOF=6iy_w(69z z53Y_c$<-f{$EV0@t^Mr$qN3r^A!9@P4G`Ulq35G_iGl;_H)rkp2z|TNb%p%He8^4b z^ro|Yq)M^+{EEjTZ;MAY0P)Z%lqf%>=A^*4FEV6%G@hg>1K)yucV_rDU;{n;feP8E zk`VQ&`wLXLIyJ=##ZI$)b*Uu%Rs%#yegt>)RVoPzlmdt!M|{X@l$i(_b_sp=I_x74 z=P~U8w{T)pQJV6Ve(bd%)pDq})W=f$$#06(XB9SZ&^OTw&r^6NB@D{i3kSj>t7p9T zSfa75KdL+)?MEV{>kD7wR}eko5K!B&m5%CfcW&j}h3^zO*x^t=Nx+w9Jacjf+s)i} z=YBb?4j&OGdBN)<30&dbbhOW8Svm18Dh7M6h45|XdXDo%PMUmgVZPk9ZFr;dd_Uvs z34VLAu+b^EyQZyeI>YApn|^^_8g%1y$0Sv2@fXeSv|!cJf~UYuXez{Xtn}0?-uH}| zZKbb{P5njtX>t)cVLc1bRAPn6b1{TQLcVv~q5EuWd!`FnZn?#^u>q}xVNQkT2&${; zW_o3hluo2i=tmH7SvvQr!31K8kqeGOI z6=zBmt8ix?1SN1KMsZN7Uc6}_fN(rXZ7}(^pvk826^WGi7;v}F8&7A z>m`)d1FU+TgCp*tMMm7Nb%>zG7UTZx-ZvqLmuEGxEs$w<#DBhX9;C% zAVX^^mDKk1pafRnf}-jhPah0w=q_$}VtKuQKC#^fqneGu>BodbI-GAhmIw`VdD*}= z^#Nh6YacDMOUcesSAC6H{j@vMhWo&QxLkEt$se?Se}BTMo-X@>HYGgjP7nL zt3#+vx}4WuMrig+COup%5xm$u(Lp1bL6^nSLiCas>r;7QTso^tvip={YNJmr4wpCd zAWCn@HAlSOyv)pI=lg08m4Uu}`GKOR19bpgVdW~FABKBMAfLRZw=H$QU2xTQZCqk8 zAyu-0gTKbO98LKl(<+uteo*7FWx0AYEQ{2p04VN2K^8M z8K*=PvDDeX+}YcA*`lm($SEtPzFlx^DCr_=uvlRBr=DE>W+9R%q^3EK|LsgDRE$X%;h@VS;NSFFQ%E#oo~pKxoJ|EHOK<_j&wVEQ~A;n3FBB#y(dnu7BVBow_Dr!~w} z%7&}AWm%5PB?YTT17XutM&d(oPc$LzQXkB1gFb>O9Sxd9vFjL~v%Gp36+hi=9vv&f z^orzJPs2yMiwiQ@cBZaIh3rFg5x6v-a?SKhxn+azWO<5=$U`Y2n7l_>)IZQ&z2TA2 z>Gi^Ngo3d84)*<^H;S={9FQCp3Eu43iNC(-*KH}(kM*Qq>UH4HsWs|SVW**+OococqUMZ zzl=2LwsEk(%;05PocFAP@)Qa9*>k|S*FwO)_yEUV0-eXKH!qa?7FMIRs0 z#}3dQy34LSGK_rOIY4R0&6ih5CQryVN4llP(g#aUB3BUZ5!Gi=P%QU}oL$hiNu!@X z&&rW|4$qEL)RG=b_LSy>=Xea`P`C5K145A|Emj55!*azane$&**aaYBO~VsrkF%G& zYy(QPr8={j2ly%jpqpLYpX$XO?;v09AxOwyR)+V}J*YFUgOL(OeD&1iar#1Bk>C+; z!qG#C3L+wJxWMrq9g|NM#(jHu#tLHPQtd-gJRVRCxs+s}hB*8*tl|CO2$kHWPuAqa z>S?)bnG(xKXMet1!DpxAf#Xyy!>9@pH;GmwfrIjTctXbe4V7}#enLkeL+JJO?s4~& zn@=LN!VtT9)ogg!Ds>ba)?Vn{Gc#Mz0`t&s&JQ|BFQ+Ibb;`CRU5i2+L-vR}qe6wn z@X`k_PSUd9QsGsZG^M=%r9+uvtJ2>Om6yCK8r&%HK=iAX^@ckxU+V4rH_gxWD9N_F zqv8DI2>HO#a!|f>N}=q^?9fQ$>(rDPp3a)XFx3c1fLVA;#OUo=vzSqGQe%NolxU%2 z7-w-gHO=&9=ZCIoc~wU#p^HZq_Qc(d;j{J5`V`iiDC zsi5mYz*2Hw5rd2lte1D@QG7zOZ05O+r4J8f@wnmY zogeA^bs0UHZQMGgs$xe;yn2tV(YAVzCR`Sy{8sB570;|PI4+?cp`U_89G7147Lrch zJUsD;1HQa6CeAeGQX|pQhOa07G7&yI{ug}O=vV;~bDIo5+P026XGBzp@3MUoO1hGL%!_o9RBL>{6B1SYyvp(!O_=J8Qg}{>^z4u#YXZRbcwITW4NSxHcp2@?eS!!PVmBQ}P_k&5)`6WQyk|mmKeX zwiQ{C$XBwkd6_!@IqzUli)3&v{yM18l>(fnf6X9v<9v(U$ZKn4Px%6Mm%PiO2%J&a z?DN1Rp$uh!tmvT2uwZITUvxR~6fI75OFQQqvJo~0x!R%~MH8d1n=(lfd`IP4Uw94m zvILDSyW1}3jk!61^m;QWig|9KM=!UJw#CH7wH8W}cXrrJ|m@Luk;f z+VuFig6aK4q7|2C{)){3}w!<^SKrOd}$MK<9Mzkqdfr{!ZM@&=V z(Q+tKd(x_%OaU-O_N|siSR?zRWjSSEtc=I|p+pjqb#9gq;xr-!=(B0f=>yZ4@(ibL*HCeYo-Yt6 zthKu+sl9Zw#mxwnQpoi;lwO6D6|ze4U^>FzrBLK%yTzRGWH_RUHa#&ZG;mN zz!xhLPE-noSG2rq#DVC2{Va?jtQeuo!}|(IY~oyKx=oePP}oa~YIhF%MYW-U%vXbA zW7rcLD$gHZ>WRq&x?SH8C0_wGdtCCAB1l0^#wqrx2da^~$7fv& z4C}n4BZpFa`8usNArnVEe$teDg;koF;4{h$P7wK6F;YX_Q$AZumrGZj*6m7(p8!>E z+yifoT&5~7lD6PngNM@L+Y|1XC32N5S0RZ+DY=IX?E&qZLJVO<_~MOO zGq&>Wt_d?D0km(lf^C8=@%2e_@a<=NWSVQZ@@U`O4aQKv0MwyK5q(ll-ngh*b+TxJ zOlF$9a4hw>nb*GEUo_&9xJ1r1xlq(}Uw;dRexUN`XH`^fwMA6h@{w6w*{EK8bTj>` zetvG;fD^C#;OeHg@mKou*e)t<$ZC%Onh;aL2^%}IIf(jq@YkTqi|z1;qBUs#{IQ)mqw*| zteT+^Hzt?+SNvwd5w5CcmKSQkBuZpaEFPm?H7A}!tbAv)0^Yt@YM2OdXMx^Zpm{NnVjgV{$^k361EI4J+o`M_iUR2*4grcr(D(djS7q+ z3v_+e`^ovkj{H*YU3_Q=UN3z3j`ZQi)|&@&XJ1@x&ecR0&oMuHlycB9(K%eyCAlT6 zcaH9$_Q~wJt{ZJ;x)CkDj)LOL7ChE{`mOB6Bh{%vixiu?Ap0ATM&Or$A@1&2iHv0C z1teu7L#Eo)48hFuTG!K}m7X3w&w*b# zhK=iY74H4UngVONi{}lG<&6cS5}t_TUApzkvh-HyoQlnrl0GD=pH{W=j%+Q5Dd!ZCYPXQ zi~!V9Cd&OS@+U&V#jx@n?c28hJIjznr=I>_`CCr|h>HbK&a5ODb$!jrWRi zQ8!**z34g+Iz+6<*D~H!pZbDLFfz=EKx9weu;pT3+(nbX39~)c)o^v3GYjeW7pfna z?Rn5fIv8XgHq)y5N4hgA>TK50-zmE*pJmvvZXLZ`zM8wjKjY?xuljshE1{g6rv02Z z;_{`EqAO-f9yl>aG(O-+%?Rf;0tamy-PWLTTv$8X!SZw&g>XnZ+Gz^DnZ3cXS+N1x ze6b97l=+|#$SFbA+(psa?v^cp;{uvFC26}`JL!Q$zRP0@ia!gO zK>&-#8VbSysD1}jVen)>7uA%r@%2C0J4RtJEh8)yIEsc{@osSNH=#` zTXW>k!K;}6C=0<)r7@EKF)-+K3ch2?$t|MqYD z@OPk@AfUsaI5T}?M+SXb$y>YA)iVx^&R~j`2hs0{>z^49UV577NPfrW9m3xBT`V^2 zy7H|`hxU-*D=auPiVolqcg?7w#;l?&B}M$l;u#fB@TC=3m8n=fm$1o~=t&~bL>eq- zvC`M2p4EGR)y_?yi!fY$xGweWPR~C7{L!rx*ERz@V++XTqFX^B6UQfq+tHc@w{yHV z14XuSrO>od5&^N(A6pim(Ky@(%bYM--dG&G^)R!z@#v&Ct3Gi3?UAF#hplm`6I6vM zftM8%Xpviv<+ZPBZr^8F_vfYV z=>A5xtyop$%`%iYSw0a?bnU5{`uI>Xm)~-SRvEI}%N|o&Is0+K)L7|l zbBx>3>R0JiyNyI1x|!Fah!xm0-Zu#OA(h`@yNU#Z5wbS1wYt4;&FbaCqD}8JA>U}c zyYW)(H~T;Jf1;4JFkm3nkG|pHV8!ecr0&LipiF#EYUj}SAci?s=+jKu=DU584X@ly zFT6*~M+afiN8h%aj*rM6>5mmhI7G7}(6H#zp1qqV+bYw58-*e%9XF7;UTKwrTB$YO z4Nh(7sw=o`y){apzcxIF=zT=-W#;J+w7FLs_^X=kb`s)Zf>(m5jU8=0dULg5Hih!U z#MC~ekYHa=t}RTBcl|S?+6$wU&Ps<4gSK?ZMY{a#cQ;sgsN7?`>QK4C@)GL7WMYM# z;|unRG8YnkQ&XLFP0l(j1)vzI-YLX^Zs28;$*?u9`8+I8ez+~JT^T91?BzxK4Ciyi zEi8i+7w)Gjsn1o?;71#m_O_vj2j$8`Eod%dR4DHV8_@#IW2A0dC2mq|Vbm3B{4fey z5z)B=Dv8uxlR=m`OMC2#zQtK1%i{(WgUaqszTBKbMRu07=MmxQw?Wm~ZVCDo{wh}6 zmEGi4OP340g?iKo(xhYenKX|QphDJsHBJ_4V?A`Gqcz4gpL5vKLgvi^v77E`K21M6 zC)XOaNU6=`esQddd<+t#RfWzc4t*mXZE=A2w3Kuh*aMAn92aaTiNAkCuh7og zkVwgE%qf5~c*UJ5Z|Y3`Y9}}$pT$GE>kX62V6hA~@^~!&QX^^{-^g^=C=rIZ zSeD!%JtpJ;{%rk7NOVq(De8&`_VIDiH%T5Vi5^$sl|^YRY~$To+g=Nf59S=l?o$d| zf>5$IIv-Jic+RU=wv^x45L3KPGl<&}#8C+F7WagnJ>=-~aVUZ-nspd7Mc9faFq(eO zC^q?G%xh)j)s`%g&)0>dfZxQU-gTO?+!sDP5P6FC;pySjz0Qogkb-rYRQT%}U=Ka>bauioZS(JD4Jr>_<(5s+I|C@If;A7^L-TZ1mLwd8Xu zo?K!?HN1VQop0Rb77wja6CKie7?&i*cex(bUFUTj#N z9_k&C(j9JcA7vnBp2eR1Xo_=&dScuxBhpNef6p+4ueE_;Ux53z3)M~-iXx>aJTNsY zG0uRg^c}}rf+Rv3eH?C{u4eps>~yjL&7{Jrm2-TtMGrIu$JS1-o-FK+ad1Mb#PRwW@mJ+5{Q6cr3B6R%tC&PGdKE` zGdp)Ob4kcYX4^LDEMdq{c#z?>@C(m%pm{qppKycAbAc= zbx>8^k}FBWxwIYLPLK(DD8ms^&_{vRUbt>Fc=qf0((994Mv4CF4&?aZz(3B86u~J% zvuLng2r#t1Pb^rl!s>1`CTD9pCbwW`O_SZrU5|fH4JbrcM)et@zh31Dc%+{oe*UWp zPTU!=MqjcZ?jpm}e%$%HI1$_DTBnG6&YhPWP5Tn1q{Rl7N6Fvi3cPj`El%9>jO_czf>=QNQ@=lBt^ z(FZ##pztxmG^NSAwIg>8tKFbNJeEPpt)C?_Zk24RXR_aXvHz~XJJQemgVvJ8araEq zSE1^rd&i&E^?26H&MzF_2R)x5mhu(=i`LYINkFs8^iEFJ{C(T~?D%>{wT=kI@EVe> z=^gCEJD)3fr`YU0TR)Szpj6Cs1gV#dsnI!sB1Q@g_=8KjO+U36ro2+R6;% zbKvjzs$9FO%oAahkgOyye^Xb(;Mu>NjWMU1pJ!u;2>h2P@-wdCH>5q}SMUMmv7KqC!dm|I>RaznTTz6k>T+d|F+tVRqT@Lc&#&OUh6^a9m^X~ zjSi5M$a^x_*Q>FvG4#g41oKy?2Lg!T%(@>|EfP@YnD&Hbpr|+*2h<}u6WF?o_ifh} zje|Ip{)bvygrFm4% z-EFO%%-!uQ&9#9DieF4W9gV;0|A)%~1rE1-5FwZ_2ylHwKtO~F{D1iz!lK{(iU0T< z(C<#je|!#1GpCCEzxW)dr|I91*Z*#p@9q5$r{n)-qyOrB2!2=pZ|4J}#{VbhLr4Vn z-Ku}M6_`Er`?xWl{GaOq6O;3OhL!ECF#Zk3C)N5DdE){2S&-ktUm(B7zo>aQ0TO`K zZv4*i^JW3FZ#9t4RvwntND!x`xgF9O1OY>Yz=9x7TX%PtEBrvn5kS0!G$U}d=2M8GbPsf9i{UI*|5HaluW9)#@0h0sz{M1qKCmrC&&@laBc=>$-l*vVah7z7S@h#pwm_R z`#$hQTH6o`fS?dUK;<7V5L`$ICIqqpeWwXR;G)2G!Ms3-A2cWsz6I>rzi2QaV9EbM z0}2pe>-|B4iok%@|D?f0phCdM-yeK}5J5q}`Tv6k6%iKrTNjuxT;Lz=3B#el2K_@8 zCM+rp818SH=-++7M1)|#-v5J7P(TE8>F_rVc#8i;gFt|bq<_%h|7Z^)4BUIiunbEj?RZH<{X%x#C3v$H#Jk#+iv!<4ThY=B1$=J|6v*KY3S VNcYp37K94Ig$dc&<<#W~{|_2bJ`Df> diff --git a/Manuscript/fig/ExcitationEnergyExact_wHF_wLDA_weLDA_w=0etw=0.5.pdf b/Manuscript/fig/ExcitationEnergyExact_wHF_wLDA_weLDA_w=0etw=0.5.pdf deleted file mode 100644 index adf4c87244f13950a76aef1e0f54a7c9a2c4ec4a..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 38009 zcmV)gK%~DVP((&8F)lR4?5av(28Y+-a|L}g=dWMv9IJ_>Vma%Ev{3V59Dy*-aLJ#!|O_pg}HHlW#VvYTY5 z28;y+IPgl@VgutWv=0_@2eyO#`|j(biaawTy>Dg*k|5nr)$p+SS*$N!JU;g4fB)fl z{@+>J$Lr7be{DN?|LH$|{D=Q@|M+kJ&sIME$Mb*x`0)Sx_MiXD$Nss0{MW61mh0nx z|7h*AxAJiu6~886AR)&8-S>tN>| z);&J^T|dfG-(byUAD{Pmf0Xugbl_*@xId5mX;44V3~!t)1DEk`!lr%e|GMl zH;Rm>JFNK`m}mSS&i&brXQUq1GkN71A$+3ujzZ5koKKDQct(+oaeTICfa+2B@58w@ z!1bt~6`bwk+z&1wutrCr^C^zGtIw>~iqD^=U!+(VCui`g_4B^eoV{WOuk%^9`>kH=X!3QP9C2_sgjYL1pWdtM<;KAO)Amfx z^FQN?UF$7*wa=@}9ogzL9(``eetO$zKR(=Rw7DIhf1g3_+qxT{e`~+j-B>vhb2A=i zdj@69&G_uVXNe5VZ0yD3Sr?k5*o((A$c6p$UOb*L#=4q&u{>kEUl__Q_u{jzT07Uh z`0T)|^mQ+mXDsSi_F{R4T^nZ0z4-iltvm62CTWaiCtf=zc-e^;R>PPZ@ew-h`H#MC zM9dXMRcyra^!L2mvJp!!9D%tHA6ao(FvUhJ{eE`GJvU+*KYP8Gortm&=D8D}`5FaH%#FBT zpVu=8+p-g%rFL*!b0Ik zxOlg@6|oi0x2-t56y{dEKRFk3E8frI!`J^w2WRZYxf74)lh2oy!!dpmhvPG^=vy9+ z7$9wkc{sLbOVo8cJ}XaaJGbL~av{&7@hQ2V%WmWjxwtCwXna;#+sk@1KCOXpS&qir z2S{$mt8>1#7wNKx4GWPFxRqZH4R@tJ{}>o!it zf<=0+C*!j*wD+|ip97?vY}axy7VNdQo{Y~#*6ZzLEF<=j_T$D@9QU#A$EphFeyliQ z-%iG7i8pOE@5ik^8c=&b86O?(y5II=ZI*MnAD^}LOy{y8H?VFMiXB;p*HrGvXL1WS zcJ9cB)2TScj@&SsRU0{Wro3X+c~d?M{J54Qa^wCOJWO&^-Ws^MDa)fqo$X$?<+B?k^ryyJqgS~t zpXMCpShwXBor-PQc8~kiSf8>!TVq>7^`w%N+wwU*q&DTYe13kh(Nkl6W^yzhXR$4x z3Y$(vZ%fGdeJtCO@|?$ZZp#BZW>r`rn$^?XmQXABsoa*&b}BrCa$7#@`swPM!usr< zlWQ!uB}V*xTizBExhmKB=ty>82Afup`vVZ}I|Zwf2q zCV^f~p3p_U^ zmLKiyHs!;ycAT5?VX;9!HP&aC9~1LGf1DrZ zV_rVSWm=Wba(tAkH?#6S&SjH6Q*+eStbCSz`F3&^YrfO0e9qGLc5prl9yRWHbXK=N zj?S$dG3?W-%&nbPWwVBtN9X0OHIL3`VC%W9d-Pe0$Np|r_Ghflx1+P#6wagbQ47o2 zwsnt=XY|jvqZ39XWlbKP&yqRUJ&MEhF$Q@A=h?Z3K*+PR+9sJ+Ww*ULt;$EOd3NNs zY|>{dT;pw%!rbZ09!;Yn_b9b^DrUJ!%cJw@TX}ZY5E^-QUY17l>})hWmZP%_E0eKB zpRv4XeC5fxTSJ*A=kw$7rpZ>wJxaBCazfb{Zzty!I&z+zSi8#}4Y9JV2WNj))SFRR z-Q;<0j?i{PlYM5tqULRG(Ha`&JU4fXr+IGf-b<;1g5BtaQ@z4LV{ZIS<{LlY=```X~j)0}l{9rOpAHV;!N&d_t zLC+E)erB1;SxQ*|Ev1sPl(Ga`N+suS4g!Vd-Vg=)H%8(3J_?p-%O``ew9680DU_U9 zDrDL$H91Qu3$>+Ga+XpSYqL-={^mH8XCE95Uf+LX7|QoyNFh1Dn4HfacN`h6r)^v-W4XSOV5@01A1SxQ;@ z&O*Uh%7pbY3ngbM6%u%nK*9N&BXK_JbGa{=B>(zAoZkl`&7t|p+ZBdCp@ip#$TS{C%#=`O+GWk)&FchB%%LijUBc3x7 z);0#>jqz_S)dMBQqte%_Lbrg__?rSeK3Ek(nT@IuQ<;r=tbuy3Wz1O1@Fc#LGG?r0 z_QE*(EMvw}2IkZ8oai|K!T7rdpxlq~ckVDJ{-*4X4?g=7I!!hz7;B^YPCa#&F=H)r zL3ON488g;0&`IiA#*DShqoToeG6%qnzi$AZ^KK=Yqv%vj1CPHf0BM`k+AGUH^JI0qmYf7bxOka=_nl>eK;IzHHCGt5Ty zFd}B79^rsNon_2e%RD+nWx7n1F=H(Q`)^;%n6Z|DU2t8?0GRRj4FHzQ)iCgXTS)tZ z@CfY7>;_|P)czQM%shxPW-MiHWD6}~!t_$&F;T}VY)mgDdZ%iieK-Agb^Tc<*L`B? z{=FjkF{&$#X}8Dp(w^)3T&Gmzs!; zoPQ5>IZGsCDPv`MmI=mE#;Wox6O7qf>$bCq>7^DcwzEhuW|>fHvrICUGFED5nP4ns zq|?qKre}LY2c1QNF>478G|MDoDP#R}mI=mEM(XD*VtOfI-E$TR#%yuuinB~GW<8-P zW|?FxWuz$1BBqxT))HrtU@T>!%G|Q)%$RMa{hYek)eGH!t1`wCQxogQn;OQyrrMOhU-TxHNTn%DELsywq{@^f z7M+PDQenyxi^hZ!i@Nl*a@Cdi*VJv|_p5Tl5~~I1$kQxR>CZ)-{Td71=sbNboWT@n zRIyWd-p~s+eigxAGw_pa$8DqHrhjy$50iWRU{|wl%L#^yyXv@ig^#N~f}jt`t3P!d zJ448-gJ=J-E4T&*0)}8PT82aN7L6UIu3_+x>$4AjbZFs&gU}%8dyJ=D&#pWuWlkOG z$i~xW8N+VmL`?fJxJh5P=*#reyp2D(7hj&k015p5NEHX5r+lM_%Ij{ZX6GH?%AS`sKKa@#%TUC``uFsmop=Wo_xd%IAX`f z)$-J>@xf4nfyCzQJd-IGQd;LSI?sxH#N0N=d{-&}8+A@v%|t*ZIA7c<=mI!6NKJ2V zjJ>s_UyO>fol)Q$DW|_b!D(Drv1TuB8gLLP_+qf9UMhniBk1$e4&?$9jdr2eTE{MO zARqU1CE{FO`>qs=l9l+gn%HO?s#|7%;YhCHXGlmU=V))$a!oxWP&t=#9d_FSS>$F5 zvWl@YSAAWElk+rW^UjX%6pzx#4yZ#GblKscH6*W(zqX&k@L&Fy4Iwe4w4X(Ro3>r}`REi-l_ali4 zKZ+&rVlK_#M#8aoZe$?U=#hxaf6s0Or%Ha_8fnZ5);s8%V(i%|$Pm&Vj=<&J)$ z<4Aa@cl6?!p95JnoW~zi_RJ#_v?=Wi^IiThWm|_#bRYK2=r=i-C(wnFrot&@c=T%9 zy2ZuPj#VoDeY2sHgKCa)C5P3z#4|X- z&bqmv!J;<*4CY?dzk}0?GQ6b$4H?-Z++0;YM&yq9CmX}R2-8O$FJ@m{JQKx1Qv2Rj z18>M&Ow5n7>cxQZ*|E%!fZo)ZK_v>E!CWA1YUi>jT(grtunbs~8V-7P%?K?YJ4He(6j5 zkRCz@dkiTO{ks~9b6DhymyWa;{P)gG7JLCJ`ZgJbTEc57@+=>Q=$qCXPT``28R|-= z)u?AtZ%dKr*X7F#LF-P`>$kzct~%z?OEs72ZtRZ6{b2SEkM>fNJPK{vS1>kw7k6>+ za|!a!`)j-iv`0Fe7$j`bD$P#YE~FPk45J|o+QtbsdF%6%VJMOP9IBA#YJH@b&i!| zorBqy`?=^G^jVZK`|}*4ed(>q)BBwC7RH5tUnJu+!WT0~F;zGLk<2NFq3D;AIm;Cs zWq0!YwD?K-IGCjMS~xj=k5yc(!z-8aq3iZWU#+df2Rr&4ZzbO8!mlm%$;$FXBDKwn z!Nd1d(>-9!N3-J)<9F7ew`BygMC3>%2Lpm#SCqvRn;ltr=P;=SrsT^k&?r?v!rEja zA1%g5=q$6w0oL8YoJQ*v;_UaTRv=3hoe#AF>mCc;YQ?(!9$B$zqyE^F*r?AidV>!t zHq8DzujG6&5BEH08PJy&5%mU=T6M_Cdu4&#r9peyqP}aHl}f{Q-K4do!W(ltIkCu2 zelB;|Lyw~^ONI*O+a`Tj{cT--r2y}lK_6CF9+P#UbCr>? zaT8UKag^CLCQbhATNyOf8mVbD?7EKNY-HTc4i98aAc=Cw(SSz0ltj7L7ro4ev8d&X`CHQ6TIy*0cq6^E(=^?fr4idv$ zt0w!AF=`i;LL`;7X|ONLSfBap=gP)vM>00{iB$VPOr@iz;L-iDEs;kjOYqh?{Lm1P zxU#4YpFHiftZ?ds!3}*>YRQv6xO-mfIY(0g2I`Feh4Rvzx5&mdk?L-=y-ZKyzu+R zC~9B1NWnNqwp(v2iTu~?wQ}g;Hg!->%DSFIjdp2#4X6+2^^M$CTCmmTdnjlqAS?CZ4U<)L83;}^DAbjmWm`?*h*DQ>jU2Df$29K%&&!ML25w}~4R2tAn|louj`c$h z?4^G@9Z%VR`Pw)*=TlqKgUjVL88>C*q3{3(pNSBvEGJ9Wq-kCsqAkO@g67P%gu1Bu zm>P5#zmo3qFlbpsH!q5~7^ByR^1DI9n7(+tl6pp7WrBKr$dh3jtqR7;z4-N^YXm{Z zmrr_gnVdcMVfD6vuj4tID^&qD>#_NRQuOqdbf?}jDU3-}#NKZzd@BnIJJ{d7tTUTB z*xT1aLoxO*LzMbEmdcRb-{tfpxFmzH8t-K)mCaLlv;+AtbPrs;(KqoJJ_Xr1mN1%nWXelH}0c4)hL&`_LwT6d7!# zSJItZYVh&^DCk{w`a;({sy4u5GHgt{XpEr_`j1vxwcWl4Fcc;`fqzq88Yy z7Z+FVV=QOr8>6VkYgri&35XYw8#@p2v#gYxuGjcEG}-f<3q?>#%R(VzTUW~9ZIrL< z1TalnjUIY7a-G~3DsVBjx9Nkp?MdGXxj}P&z7mx3VP8q>z89TYTke@dw|j!bM*Fd= zu+y3(=wlUPD*vFx2N~7ZOK}7u5LV8drBfu22ay{Pp5$`P0y;VoMnsggbZX)77(WD7 zwe$e)lOk9r+}s%$j>mF_41CTqxQR%1?(ASR=ZGZZ_BFEcix zbiu-b+Ks4{)KEr6pFZP6W7Q0cJ|hg>JJvt1qDn5pS_OUZka<>JjPXeyNA%(o~F7&}!*TYn8p&pCj_7YahM58F#~{?m`AG%RcR*T)-%_{_$;4ejTT0cUrza zMh)ikPsrQH@DWg(X+YpyHRSK1WgCi~$Ze6oE|Bs!eqhmcNJ-17-Kmo=HVkfqm(_-O zV?clwD0V4b5Bb3sa(~8rv0;v}p6ZioN*{XU-y(d?n6ekBLEXZbk_YR##bP80!!vs? zk}IoR^Y34tqiz0TmozyTIZsM=S6`C>1&yjG_AE@FLbX{tfi8IKwrbAlTaH5*P)F!_ zKDl8FApuw7jNTcU1?IEw({8aQjYQw*EDhaqo z`m87`3D2aSH7eJVl(+EvD#fuvz2u`X=i%ncg~0+?2i^WtoE>!M?e3eJ5mLeA#~c)F z8}6FV!Ps>{IwXBvAAiG`Sy+>0;>g4Q2tQ2lIQKS}P_& z=v$Q8+WM7lAl%TU=V1fqVgf%+XONsr9W+6{p6T-H_1~pD<7>1&NNyZdN6%dVGsMLt zF^mZ&Vw`k-ldn8D#Mr__-!Gm$K{e-y1buT%zJfmFzQD*`>idB;mjg{&BY&~H7zYm) zP&*+>ly8Myu%A{sxVm@Wv9|L8wB{M6ElB3?;LqG##FyjltZXVQfQ9Tg9n#4ew0;1Z z2n`3$$Y*OI%%+7bw~Vq5nE}~(_`%7v^BCSJ!7*o|wUL<#U|$`7C|=<>h2|IJ%`^3t49wb)F6LQk++0*i zNNFR|4%A=WE^MXq_;_!%HCG&s2ufF7-W09%^DKR>#fu*0LtqZ3UUR9Ef%8jwFc2*; z>4UuOC=CWy6BiCGFYF9D7xvtx#WQ}>0~-Z^#Oi)S)DXc=UDH|}pI(g+Q|<_+0a`1-Jpg6A=ua<0s91Wb{M+bA#U`Jx@CY%61@E#8^GNYYv8FCR7l_n$W+Icz*66Io12w#5r)(Hohu+mhLohm|VdnZXLBop+(Rr{Ti zu&JCee|SsAm)ZrW+R&Ry6%FBeOT*lSet^N?vOl;C zKo!LSdwaE3mhy_JN|=Zh!y|NCmQ0y?0sPnZ$%*~fsFN#o(iEp}WLDg0TF);xV|}_^ zm+>8>pMWkn{BMo~>Vg!z<)b%6yYXntU*P~doLy!qeJHt23e=AsjnuzG7V0<{@%cls z#?@8m-bOG4yA=7VIG3dRg6wiZU4jNic07Bg8yFyMb)kQvC=+@Q(mUKgR9-17mI~GU zQ)wO-kuRQ20xxm_#Ut=*{mVX&Gh7rpSY)pYX+N@o!g0zQ%@x{~Qpv|s?_Oy_| zfPdXyOV)qX2%-e}vMp^|zWbBz02Pp$jpifCEU3$k54uq}$hJ9I$vHKsun1 z_ii_a7251U4BkapVE~UGeHrXuI`r%;S*J(aX~F!7rPX$0R>?XAT>Ut0oC0JJx{s_= z+~&DU*n7_rWJY>Sc-`kd7P>e*MK>gvLXg~=+uls9ubYPC>KMR za&kz;FD%^KU=nWZIk%L%iU)lQiOEg2QDV8To@Vw9)i#a;o`0{B_azyCtNq%PMM|RLGA&_!`@& zkfivLi#Nzuoc^Y%7XUwl(J^&aLBF5Jn>n?Vyug}$*<5=t`W#ma?}F1 zAL@RiE(VgSC5P-%zIz%$*QI_)d%Ekh?l zW6R*Iwld;|TR(Z94w{KlI6JlUKdcT0Nw+G7!UzF&8iAmooD*z5DY!%;|3#cqjhvSZ zr0wVzuHk7fnHvlI8hasmhEQ`6Nc7j(!LdiOe&XMCzsMo5)rOXeTl%i(3EQ5unj z(QZ1ths0{Txzb}KMJdky3R*5tr3Q2bEq*X=x%_bVy~UTk8C$qXp?DNXaH$JQplmwd zn$jv-9OuxVO3%Mu^qmBCDlfQ&YSIdKZL?cikdOK-#uWl38*wQe)_;|>+~TK}%`MN^ z@6s9q+}7ryD_wtN&O*aDX%l~u(G)jFu0E|_dAup3Mw1uC^otw>3eEVMjOttbu#s^i zWnl;^6=za&l+805@9)qCyW|U}>EsjTbP|QTJhOAEd?-iF7oaNRPWH5a(HfwMe8&4v zT}eXjIqV4-iZoYfH|g3TwiBr3IIO|DW->QaD7xK6hGb1ct%Ef8-V+U z2oagBUe2#zbSK)Q5lkl|LnFoAQo7TQl;e#A0R#xU6bv`uC4&_w%*7=@o9e~^bxKd6 z#fJ163L*88&(j={Ix_6%YkrG{44f%UuiMPwA?Rrzl2}g*ktqk#J&5&kQG&*qDso$C zjQ2bQhcxx&?{8#RNIa_Fl9PjqE8QCQ=z@l)G`ncD!sBf6`rnYaaCswr-!<4tw=UTq zTBv_Ml0k%WI5z43)-_i;po!-Y-MR&XzhPHga$p}VRy16OcU{)^t((vJ=PJXj%Ivw3 z&a^4TRbwVcx`SK?Umar<0bZ6M;V~YH`2m;Z7L+qMMzuD24jVd_JoK2r^VIG3vY+3y3+>FFhqy`z+wMkSb&5 zrVe5Gz9yr|Z16K_VP&Ita%B!}8GUa4eaJ0)=@BbO;NqCPZ+lsW-D7|KTo^EI_QpUM zoEyY^VaQY74uL8ol0$#f z5*{50(?1`<@JaAB8O_NJRatMH=W*fPsdEeZB}g7khYED&9Cj)Zp!zzqhs~_O6xom_ z!q#8T`7Yc(M;IWeLFhwDEvH_+*dt7sdFF1*0+(d`MK4&AvNT`G@Bj!^oPGi`Hgae@ zoc77&Z%)4ll8kC7{A3jRNs6v4Py^kS#sjb0?SLXnU&z1pBOtsO+aqlSe$fi|VROF6 zKs5LEU3fBXMizOz9_3Sa0hkhFs&Fu0NuPm=z`RanJ?O1Cb3P8mI=*QCe_JD1H${$b zWTYKL`YpQWH8(jh;ph4M3;F1P+p-jZZQkoFQ0NWuX@czLaV~q@bnNgA<#{+YKOcem zpoVzQgXA3?`EZi-Rk)y!JKT)PIXTeCf22|6aAoN-lj2}j;$EG9KNaWjsg9gQG{bu9 ziwR9bms#|DKr*^sl|*7_Q>q$`moH__%BiMsCG#Z5yupIR)Ny8ui}Wj#FXkcQF^2s6 zEx|86(i4j9$E){|nWzzQgBYRRmBa(59Bz6c1A+;iyKlxQY&IEIvWoYDPvT4&tG#5GEx7J5`UTFt*3AJLJZf4@J(G`Lgy6i=Pe6VWyEMn zCt2;$OGaV3eG&K(df$~J%m^m#wrW$y_x4ON6{W%RXy3j<^|LqFWVI{PJcY9vQ#c31 z!nw+89Ycsbe1SWKa7OMrglQBgpJfW?QwR@pOX5luAH>y*v$o0QGLNZA|=uSa79 zQZze#|2U^?K9x+JvKi_7wS{c1iWpipS3OZc(ahr+j72tAc~C<*2bt127%86Xr97Z1 zp2c|+&)-)GRt|2My{VaTM=aIMQ}6vA^Wsid1{$UBc?nKxs+r;}TIH$R#tWkx?pAu{ zDQ`pSnL($XX-4XqL0bts<+lnI?Nny$qG#ep-kY8oj68x)xp3l0c_TMnlzY=Nanoxp z|4v?dYHXfCVyt>5-s$Lzg^77!zK=WMX^Acdx#*d=6gAGNXP%vV&nn%iD3cXUQ>kd0 z4n@;H4NdYCoX^xWPa&7Y-!Ho3L(?=hHBB?DY5KR(thLdvU%G)M*$!z@T7iG~9@DX$ zm>01H5X3x!D2Y91`cfdOT#doL5^DWUFGU)reAlVYKl_@~DOa>9_`C&8W{zw*{1%6- zTlL;*_6_gWC_57(=jlijfSDPnz?WCxq6@MdcEy;n@tmT&&)B&*5dw*1fg<*A8K}h7#1g*#8LFaE3_Abnb{enRY+7 zl3ab;T7U;fklHeHF9jpF65K(x#a80`bCCe7@9XMmk4;%|{2l zC%QWcD-}BAlN^2iy~jd8whQ3jc(fj;Zw~=7j(*aR%*m*JSO<)HtTGtMIZ9?FS{WW6 zD`g5{gkI#4unZ1HirmgP?m{2-X;=pL;?SZoT}`G4HX}uF(3Vep%)6(<1)mG6St1w> z+V5r7f{`M)AIcPWt`5FHH<;H!kI{{F({a>L5d^D1Fjsa!9qtl^lgsYupa6O6Mgl>p^fG20PIi1k5+; z%Tk*`mQ_&(id>V+jTi7MA7MLU;nu*%jHoKG*?1i*{(jJO^b}WTIV-5j`_|@URF%J| z-BH!LJEcz|uNns{qN+k+qn|knaHL%uQSq1wn7!#TQzNKa4OJH*)J;#r!yt*EYK%bE z`LB_?5XQvVB8r*?Cdueg1XZI28C1DnYIbv05 zkRqm9jY_KsT=mrp#Z-fem}=09pl;p}zKdx1C^HmO1*HJ)e$Cw&@yyDbK#wi1U?^IK z1ZqVvtFCE9I1_!kO8!k?GC`^PO=(6NYDj(=Hxw=Y+26zDH)+20Yz|}Z;VUPQ!+Ne3M!F8 zIQ%9SE}V!+YY>zaotTO>K{ISWRdrT7W_Z=o;M;|hn3`q-4&Gfy$! zGm5{DaI&3zYCy5asWT;Kwm>&4a@C;5o@Te_Bs)lI%O&F(3w>$MXd`yy9TJonAilyG z>XP6KZ-pyWK>Nq)Qj$|$`mw_ZrRA$&a!CnF3+V;$cW+VvrS-+^LGPJM z6o0?yt3nLoxY+x{*Hr~#46s9HiSV8>fev}gfJtLP!j4yKf>HeUgE#rTp!gbhqgo^c zjY>q6$Z^P-kXg^?w2yQG7>lkbgFprD$RNNBS9wE08gKPXHA(1Vg=y&C2?hqE;#=(2 z;FG8$#`+JxK&O~ow`hPu-%>fN<>ws|8;^wJG4?E=4&~3Q@=$K4J}09SK!k{ho#qJv z-|#GXW0tnBZS!?xn;+PJ)psytH^+FT<)6*9ADq2W{6H@&-?}1lCD_`opw=ThNHBGf zX;^Oqv;8_&+^UK^SpNRu!>{`cO@Hx`*D@I(y?7~)MQ)2gc7YVgL0ev(45oxEJMG{J zX^dwh-qJ?RS;R41YDcDxR=U)tv^~e_6WLyTTUMCtF7QrX0@0mEcrda7f;rk2aSX($ zW27`X<>v9COfm$r=|lL8(5!>wiMkGFOADX#Qk2c)OHT(Xn?Qd*edA$d|~`bXp~OzPoE%2E?+n zsX`FDYf&LiXOmflI2A3l1~C_CeB!U4YZmLcA6D-%Hh=i^vO*3+UxCx(zGo&JUYTTu zk=zMj0McI3LB4W%F{dIr4u|5J^;3}=*!%pu9d?zvLdBC;$GxQDRb+2Vui=xH@U-^C zn@e)|4s$RNyTVb3pHu0Ov5U`j1-{ySyLwvsXS_Xq8TCa+F6x8wyfFefX=9tbCPQdp ztWUXH1b4o4AoiH&tNRM+U_#CpA8F#W%8OF19#I2R?@m}iVB(3Y~nCA;}!*=uM zS!3jgMvE1@N!(y*2yz}>fnYVM1w}uJ|9%Po1DJPMjzJzwA9y9B+zeo#b36uzPHA+G z9(g0g@P)gBr)n%J!AeF~-n#m0?;&)Da%WD5lx7Szb#7N8OsRQ?5CTf6Xd4xvodaF6=}xyFET zedgYLvC~a1R0Nzr-cHH^-fvfoFxJ7w0`xWCM$}`4bZtlhb~ZP2drtQ7N=gH;-=;UU z?}D1EWv3)-kOBuo?`TJg@x=k5%k1LmrT$;sAD7ILt^}Ht`~E`c}IftJFtV1!mIG0C@6eEuR@EXziLE(>!N^4vchbEIzLT{2wq+5a zNy6=j0&k=qNpbbB$xs8}7DeE1AIl;dXCT`^w*g7OKxxuR#=UzpHs{fj?Lk-=nuY2)~D zuo%_jWX@nRUkN?)@8~@t?EFHy$R(H@1sqJq&k5%ft$S{#H&V{@x5Ek-?<*0o8)vC5#J==8(A9ml_{*sGNYvrW5{I@p z5s{A|H(e>`r=mdQ-tZx(a?b?4g&{38e*)LXwlKmPO)Ul?H6xUq99@mhw3Sw5D(>9?UgEu{MxJP6jp)SkvcnRrRp~g?BZ_Se#{& z&x{N36_KdXlZHgDv4&I6$1Y~3gbQ3H++zIsb<(LbCpj3|fQ!II>m;K_rF^p!mtB(X zVvv!h7YqfRaYzJ5LFuSY0c(HG;q2L-?mHksHwE-mnXa?(fdu!~lt&|iI2QLWH3OeX=ECZA9*{S?W8nTd>g5io9XBG zK>6)=6nH8?HlU&v`~{xkxMzK}MXCXAJRX_WNUVce*iiZv-PZXDylh@ceR%8e{W$C^9}1Bb9&epK?KS zZ+ehtcqTcs0X^J*-kYAs?13gZJJ|FJ<=mXHEV{wUIFt7sv2(7nF{u$))eNj}xlql~ zy2iO0zwjPQ(z~ELfA+7RA`@a1enYuv^a%07xcPGRdEImyAPb*T?VW79-oY{b^t0&_ zTNe06>dgpO{}KZMEzYZ`?ZbBz;*UFr{nPGN@ptA2UdGEiTQ&YWBQM+8PK7ZFt+OO|1Ca#-Q3AYhF+nj?!}H#%;VV~F~l=Ua*bH$T?fvj+82 z^ndz~ALZj8x9b)j?bw$NegfOm7Lr8%&39L(t3)boqF5hj&}~*DR)Z# z{idY>6uRfTNw!aUHIva<{EK~LYWy1mkZ#gDLGlv4UVG+{AU6cxtF90udP})Ob6}qX zU+>V6K=Cq(;(GHj|ISzmtAh{nS*&#NARCS7Q>_X=Nb9&&-5mvRAV$;VVFTtlFegh| zIw~Yi>aIMc7{8!3fV_O0C2aA70ar7+%zL&utAA}jmddmA+9f=YyIHeLhHyg~Hz6pV zx!6req`CYuYrFIe*9MqBrcMM0=!91#qvpOjKyO=2uAS#4QBc~Q4ERJ)|6 zyY|;)%FIdOHrpePQcJQ))Icm!lTp>Rv|9m9?u{&_%sm`*cEGQ-N_Jpffh5#-La$K z+)meSUDx=$lv|S;HCJ|%@XEh?$R~-D=04+EL~FjP>7CM~i@dY9F zH|P4Jg@h0R)b@3-Kcmde+fLmT6|Hrmw=QQ94Hs$7Q^|cCO3RNihSKubfcO1axYk`# zZ{ZU>*Q&Re^RBnxOyg4~dN%40Pg$ONRSzdLKBIP%hMNS(E+xTP{EQaV4&DklYL8WU zN>x6puAYDvgk$3lUuo~lg;Or9+f%7PVC+0w4}tkqx%;Fbaqrh=Q)F^3=Tf0srU6&M zor!)Ubr&$u(4aIhFc&4>>8D+ONix3iS~%H`N0T6IqT4DC-L_RZXQ-AC+%yLpY2`)^ zr**Nvyr!e4Z`3k%{&>`q;S1x?6Lz7!eiBO!@Ty@V0U;&BQ&U)o}0XOyhmuEW?E z-76OdxR9Hw>|ZeGa>cj;9SIpDIN|3ix$0aunw{iadR0R8G7=WE{)0XYE0pWx(rbBZ z3E}(a(lQR^TqntyE%6Y{bpqwE#-iU?EsZf)?eKCfw2}u_4)Rh!Gl#6|r8UsIHzzG! zd}3!*X*Viqb4n37t=zMrF*BHbKnI?L3f5#cLaJ0fo%cls&Hk#_M?o`h2(hsuWxkb^ zGZbe(WRLY1SgmLa&YC|wZHTi{<9LJn9qU)Ggi%A|Mf}M*1wn*LN;QYq8C>fZwWsf2 z!sihZg$;m3dH|zka)d_P7&IKDX@+$#mGd+}BGr_x?X%PM*PI{37bQs-KWcDN!I^dH zl@ENA2s)y5hUx5?Mg06gR^bP*^o`dWBU*tA!DGv&ilxR!XN(z{oejDe95Xq1UGAo9 zaI$m{AuE08tH)xNP7CCmCM27j>raep5%biPrsa=FSqj!{NtvzJRH52vzw{{$a&))qIih8%qKFsw z*TV7gk2+&}#8lX*IrJ<+m^%vN96$0d4J!6e z_X7`q{UVehsR5Wz#cZ&jkE9-YU?X%W&;rUFRIMA{0jQIHS~vU*>MY``+OD*XX5D%C z*aAnHnZqFka0r@OZvmT$C7?q+l_n02-=*T;=^Qz6d~nyd5+?PDc%y5!L!7Urtxae{ zW?8Zz^vMp66dSX@%_%-}M66DX%K#fyZeoloZ5=F1jRXu?`XO2~J7bWZP zbJ?8Cq3sOK3p9<=s*?Qd(UL|TNWs{a5^+1|pqhcc>GwjC>0q3HNZ)1AJ26c@!;IW5L=yvBvdd0Yl(o|k@tMnYJdTQBqEd3jsKi}Nz*d0v_` zg|Il=qJ+54R8sueMdNbQ7F}m@ED!N4!af#-DQdNh9dZ&ZQW$r!`%<9DT*w-R0UA>Z zFAO&W=~8=Lh447s_^O-vx%8vANrxQ%>laz~2*8eOpL<=@=f3Y=NjBY$xR|E3#=T#5CQ(Iu=dicK%VA?h9?xec{M-zq{@fgz0{FU0az(8L$&i8$QzOlar?V?dPu3 zq7q}FdE0xj$>1-d5j_hmG#XZgg+6Vv|8w8A_Dt$RdaxIY404+W&*-jOwT-P3UI4w;1E-uHNf zH`WL^xoS8ylaq!!zI2!A!1;}CwlTFxIv--Y-b(O7-DD^YZ7!0@nJw`UOHKH!*X9~S?((bA{VrPK6TWhN+sWg>5hiz0#}&s-Qj>R-Lt7VH(}tV>E8D;jf-28 zqkA1;yLZ0j^YI%yPXp{?4J6I@uSV@$n^5T&ODf;hjV$&k&^+S2fb9Q*M+`& z&{Enf(fD8d2-7{`wtFVD2ZsKM4>Y~s00KpC8{W^Ks-6^N#b{g5RqpuL!YPo5z3yzi z1yJV9(l(5{ySux?jk_+sz~b)i?(Xhx3oMJf+_<|g?(Xied^|_qI)Bw)m6~LFuB3Y= zsie}=)7Mbm!U2G61q|#J#%CD50DP9c zZ?A)bs??KcWglT(nn^Kq;-O1@6-h$E)gHqZ4b{cyiJ8)BaZQpA;B8FlBGYq89k`rKJ;zkF_& zQ=w-fBE!7EMqDG^G~n-urbfsisE(yx|8*5te!ni~b?JSTtSo0Ms{kg|1K zUH*gI+Ncv6sjI^Du;R|)jb@h= zXa~jME|tEZG4~6;l>OYrw^cdr7ZieT?W3?Yf}8LAy3aNz6qiBsazdVh!Kr>ug4T;$ zUs7hZ()`Y|rkDHVX-+h~8vys{&O7jB)OgB&<}rC%4bAViG~|81t#((WOo#I8>4_vA zQ8N+(v^RK+cHBBs>-rv89FUA<>fKi3FP>0dE!wA-W_R9=Ru0M`rBuwNn|bN=$!*%} znrD3>gm-r-ue`DufcwCbrOxLKAXefcu@UvgKDPGK*(v1_V?mwQm^a1mvNC=^w$4G) z4=*}C-Gg7AUSsL;g`kgEoS@hrGEd5?MykBoS+yi{gpjWpOqKFinai0L%<5+fpK0F8 z1Pa>w2o$zgMaM9|iTo1eB+m83OCt`$yr+mgfsRF__jk6ltAiaG8+BzY9r*Wzj+xur zjxYiat@R$Ng)e^>mvtk1glGu%ZTl8mvk}T76G$@~T25s>E&ake zt86hA_6B!X>+uugXu0GE(;RQrfk{_}_pC9`I{9pD)R-Y6*m#aY)0;VdGw>S1WM^2r zsma%lcC46BE=avTGInyJyf+&-+#B|v_v`l=*HmHp4E=F_lmDIPh<7`6wE5dEK5#U6 z?yMapjJPy9pW<-0TKsLNW#skZiRSp7x8o2`kBQ~pAX4pD2|fFXUh=$M2aD;1m5{y5 z{&7?6`nIt~dj+5Xn-x4s5!Y2;Mr;_aSdf(cm1QQ>6mF=BNQS>AA zz|}(SBAKU=6>jtS>IyYA6wc5xSRt~GQYpMi-F=W#MuZM;oT}lgTEAKHO6U&=Hp)1K z=4>SAgyJv(7R%{=dY(0Ym20;4a1cYR8E<{+L!!2Ie%7b8M4~RK*wLH4ZcFQ*-F4FY z{%`h012*Fm8BIQ^ab*n*=->)D$k!$Tn?R%!qe1S71bD~!3xw`UHTSmmMp_u>kO?7N zgb)H?{lrpDcQAFtlZyI5`2}p0sz-1F5=+eSv=Y0rF4JKTIF19$l|L|VD7tj-KmfvzL zHmy4m$#>1V7a*FJPwpaaA+F2LAAMTYh$HGrmPgJ)Qd_$(ILMR9CeoAcvaro2a?!W( znzZLkyEgR>_zW-br9^iKNmy`(=+AK=55G$Zc5dY7B-8NXOCEaf^r z0wq8l+VLIg!^ZsEnB5*f;;X`bm~q`Psc;w{G$W{syW+8&&@S(K&Z|Bl3MY z)~oTyLIXe_{)i)Q@jVrA?@6sXZC#@_7`&Fueh#0}&35$kYv%h#r;O=S1u^PS17%si z{AOuJpHvbD3Wp1S1i1u4I1`T32%??Qcg^Ql?+pFz;};HK!}7G4fl-7V`+m@pq%7NY z@}1Y-y~7BCr2Omsw9*YW@P&0YTd1rZZR7QiqXHFwh5Rd4^B6mhgY8ywu-5&rmU@w- zuwC6>*%iNObLbeH=t{UC;v?c`&MfhSc9KgpK}I*qyoNMXsEc|1@(I@D%Snk!)Y!N9 zZoQB8CH)0Al!mp(0C}NS_8JF4ca`|S^I*w)mtt(4(<}G(*_*rQt{-i)FAVComH32; z9V;I7_=E%jWMRpjI5HlkXJ4oC+>3|e6Efn1EdK=jY?|zWz#2q~h&6H+ihWHjZcKP9&kB`_cSd-27#DhVS&aV$Y?Hz-==XrpM>L z#yAGeFjZa33vlk;L{7*t-+3WDyszi`P_j3Vf;XSsW)O5^=N&$BQt#GbbS>{ z4a70==AEmvAzA8=p1?j!sJD~i-BO*OMCO~Dt#3^;mGUB`c>Bh4)Os71PjE7hSGVS) zFx5x1_v7Oja3plx?{4Fqx*Xq?RzU2_^jo{O!8w(IfO`O(MPrmQM5yNZL`KRzRZ+-N zprOerAqOSTWv27qUXgcb=EdN##Cdkz(KEpN!5~hAi-T$?@4kpy1zXXJRpIY_iSwP4 zH$Dt544?E=9koEo#HmbvlKD-^-X64m1F{CMx{dqkZ=I8EgWEEC0l=D6>zwkeUi@Gx zky=gH{R@D1-u@?^!3CMmtCU8}^PhaZ#AN3jX)ur$@qL(#5SgQ58o)A^Y7iVp3J`B%iC+Ph8vzH})G;;}7^$%fhY5b&5i zg1@la=_{#vcTx{azTwvJYOa% zXb+J^VNaoUdN6d9hbx|C`Te6MXQU9GJXrR*Bw@@LZzbdVbEnNnGaD_B=2FK7^vABw z?$i&PNMtK_Hjg_uwVhHDWPfjwZ{Lg-!i|R$r6kc|DnxRZJb4Rnqd2#HBrrleEB&ce z%wlY?uE>?}*uK{sppNL+#69>X3Ow_pTxgU`VKczGp_95IoinB`9K+Ip?z-aEBP<7C z|A6urRF6v^QL5ITx@K62Dk~oFMmP0Fc+u$>@g!K2qY-qWLB=jJ- z8^Toy+Oi?b)&`XC$iXlPDBq7{%L?G)AX4d3%VsCQCd(j1l}Mcq5EISME&TS5V=^vL z_yq(f3Zm=1M2u}%4crN3tQR1!FeGaEzX!EYUGDZ@!*RlZCPyQPGOYKpF!*pCsYf-M z?Z5?q^ff)pyG)%QXeJaUa$xw`*|NG^_FHV92DZWd=my^6H?D($r_82^84=*WsUxi7 zdm9h8y?4%ILj1Ar*nA@b!1l!xXnFeh6WbonaLd%|#yhU0tfRjg+8=+ zNL!vsyMvJmjlH~$uX7Jlw7;=4KU59yT|jS%$pW#|8$&evn#`=bQ?m7>w1^9k6LI_# zlMX|%foWj1`On@38m|kWjHPlO0ak-2*fY%LGsyJIgLb50)LA(oQWuBEFrDRF$;~%v zN$XBVdiInK*8zf^ZI17|l|E`L=25WMmv0sVY>VE6XWx~xbNb(teX>jYN2#p?XKO;M zH#r^EzbQ=388-4Zxi}|C!_>>yL=YM_;4og->R<2>o{0Z-e`zE_9*%ND)bCi+j;o(Y zrn!4qo6d;Zn42ffCO82)VIO;lE{kRhImI08=5Gp1D!u}}z(?s$5GdM+PY`r00pJ=) z@%-W_Gh+@=Y`YG+(Z%7tXdRE`vQ-EG@D2yhvQ*0<(YM)NmwT3Wmu}3A{UMkTl(7EE z1}8~~x?=@-Ze*SfJE9`~-IJ=0Z}uc&gko&#Q*JI#3AeP+1YX1Feml=pEVmJ)6ScxD8k4@nPZ+c>&;wVt=KR7V#rO9zP~gM={*3_Z=_;)AmF+g=dzCva`r4 zSJ$lVNt_NNldQ_nosTb)lelZYT)xS@%=QMuwgKv8+_g(596h)zHxP=zB?*=3HX9y3 z`2I~{pNJ^Gi5F%L$Dkv!3W*vYMoJTT3ge}DC+Ez6f3ebK1l|#ffq~`fQu&>M^o;h~ zV}VIfURNgw;;}lo^Y{^N>y_*Y=;TMlc3a}?&RQwt4bNbSYl;B_E>Ld$j$!Pz!*XtJ zP`7xZ+CY&nXPO7jN|JHd#w;P$)+^l9(mny4n6K}CO;G=cCL29xN-3T5pI-`Zm`62J z*YtnYF|)i*t{dE9YUgcF$Q6V-T;0r>AP@tqX*ziD>4%(7%jT%cGX?ta?`tI_7Lm4; z77Ex+8}y+f(%4TmS+Q?&$~sP2Y1AdVvw)9dDp~h-@fiS>vYAc4mz(wDCGTNCdb-Aj zr2$13q#YdNv939K%`JrQvDpkg06+d8H^cjOnCM4%E}ST<#PEq;99oQ|bocy2jmddX zt8ADJ-5-aTrc8U^=O*p$Z2^JshvCoVzjwngj(^j`@AO;FnsfNBSnQ&S>Jg@{W_iTj zHkq2XM<45TtU%?V{l)i~Aa9l|)>mvyC0H&oMAgGqr{r3AuvV##`gV*tabx(Ju-I|j zPj$N~aiFKxs<2#s0(XQkw|rwP)fwrN$z3A6+0ePnS@i~x!x>*|!5{m!{ZT<-q<_-pxJ=T@?=2s< z+j_^wpH%GVoG5;6tDxY-6KKEFnsHCu*zf3^Db8a@Tj-!u&0s3XFirtzpd<=v`{q(L zXzd3(Y?v0{*gms|_!pM%;s;Z6KsEe3`thS%U1;SY;wLNt6``b@u@xDSJE0e`{m|YN zmSs6=eE(mGPQb1sHB-TqL(brYHV>1;G+rFvmGE4w!#ZvGC?$bAlJO679wr_+9wa$u z;4&I#x5VD9H9QoC#wjZn0u6(C*X!DY7FOC@B978(79}gh%P&Svc$fv5sn$NRxCI-h zG3_cA39y}!`zSEZXc%}wYo(w5KD!S?k!Ct$`_V&Dn3F!RBuyp5Fv4$+$ za_;u6wHiXIEf4r#RMLd%MH#CYX&WAfy%gyWN4cx(Tc859sOV%pZ2cJtYW|k9xk>qa ze>dhSGwN8mxmkFAbvooTFf zMySF{204M?uFxklU@MkQ%AxZ@dRc@1}4GTSbFc{?pm|2Om zXp|vfgS@z^pl}#8y*vyr-)1?&*jhtfP+|_5?8Z5p!>Tjw=C33jLSfwhkd8l zw?k61{3CP1`!0Qu(jDZV1sN5urNNRy&N6sqk^=c&QPby6uyRe_n@gdcjK93@U9NLFR=!4K&x9 zJ#e+-hl#kCS3_`8vf10lIXANNsT;5GT>AUrJQ@4)yp~ZR;$Lw{2F5S9d0NO7IU`%3 zQ0RtVzFSWCj>37_O&!kVke^nJsgckIywtKH8=p-p{9A=@$PUwa*%>*))1`*soCEUL zjc=vCpMND45du0RU42b?h&+7j*IibOUfCpsMrzO*&c}V9C6I@Gn|h zH{%00>j07tNII3XV@DR`sc%i~m#i?=mH`gBXD6Y4Vnz1kUACazW>W`Gn@@5k#jGG9 z3p1gL3azw|!{CGSg)Vl@?IFI>{&o`;df3!=)Vcuu;HY{G@Pn%q(8@w5-!B`q zK;AF2Y=XX3{c$1cmn3EMW$m4D)2hF0-hiKzzZGK7&tj@0>mBJ)xSpThPE-cT=a1Uy z8n@vsYBT#f;e;SBmD}%nUtZQpXO`Oh!#Zk{vMKgc*>mc)kzY(T5e;>RY0HYd11L!( zkI4t^o7Gs4$#LOdB8zL-njtEXa=iO+(gLdBn+jDaaArJ6-&4X&4F{7A0#NX#$1~s& zy#m@|DI}zoQ^ZY4Z@`FR{hO{aD_1T(lknEdV2cYPC}$EE#CLi**bUvHh(LByTyuUn zZa_Px3`}`l;|&nI`za>5;e#UGIFd8VfK39+(Z^h>4m$pqe*Q(aJa>mlx5*WL`-AYfI ziR{Q&(cdQ4ym?NbfNbHY_M=5N1=-j1lkf@fRoUXn4QCr&sevyGQqsKNG7wh~O#=9o z4bS)VxqZip3+)H-9KMsm#B25`XP1KsM^&)V%btHn`rMTxz^6QC@DmHSR*tbLyz**C zqU-0Ez{w$cHB58sV*pa=oV`cZvsNp7PBeT&i_d-*+Wnv%j9gnYr=|jXIT8-s5PfD0Q zu3HfX_G@W40DPtE8PgnADIncSM1jy^-G4yCSHGH2y?o^LidqCTxtw}&-w}>i`g0;rxs8WMZ`?E zdX5;Iu@N8=qzBNZTae`WhHFq41$rF#g0}TfsOvkp@Hl+$?#|ljc_EYn*MNGOOBfk5 zAR!T56$lQLwyPf2W^p)vbdl@}Q|%zf;nCukMCt8O245r(4jgfUUU!55XDvTl?9?Ga zeaS{|aL60=j)oix`7EgVoT5al>nRN}3T*pDpqMRZvLh~M1Ys08u*lE&M2W?Nw8f8* zRnt^eC)^qo$7UQD>?IKfCWXk52m@&}8iToy1WsHi#JPZuUf5&afNpE~)#%t~69!i2 zyj1B4H8uL9fO0~cfu(c`51t^w&zi;|2V+!@1|^3RC8LqKz7UCeQ<6ZbsVfw8PYiv# z`W{u04T_vdq=6jxM!N6N^h8v{2GvLS18NBg`vW2}az^F}er)GKaWxTrmcDO;VRr_W z4mcho@Jue}V`LeDdRf#acTB;z-|^!s@tKq$q4`t;&MBND^&jbojwxV`>^VBVyT=@) zBlM6*a4Y>&-W4X?Zd?v)Lb3G0rC4X1(1^HKEo|b-6Zi2*`3CMf8PUSve>M+bg0- zX~$f4FR&L|5s69ay3ymomInIasX+6jX8{UL$ixGan!X41jJrl*i%uY(stQn%@K`)~*r$Y>4 z5oK?8Rnj>Mtg$vm5#xi$fkg&xtENfzt~~)Dee*-*9(k3* zgW6`NM9oM%qO%AIVC4GHP{Xsx1Jc zH$RFj4qH#A(UtNL=r$@@wsn_4**vzW0&b&v&$`fPn8$oRUOOOZ?CFjn#_%2aajBSd zz=B4TK@wF1GCcNvdx!1@5Sm}bO?{)%SCeYD&PL>ZDCnQ*j10Qyn>Y0YlR3&a+l8sx$;&vh0hl**e|6d zBJqSLr|^G;0Ha{`0Rv6K76c949}P-UBr&-CsYqgYdl(**^fZ(JEv5h(w4bY0yL{gH ze1D0ty-}_kj^aBn;pVfP2R5pm3kEi-IvzuVOX9hMA-o@e8|(%LLu1bXA5!k&o0}DC zTqeA|dl2#|diC}r9me72(wJ5`Ml=C|)Rf8kKkv3g6e@d1xZ|ueEG%XcN-$+x_i3ZFA5v>9QOxK-Hm zNIZKq+WeI1MNGr zo7SomfK}s~6?@x`Bqj&n5jl(}WVVKySfzN8t`wy(TXgi^rFjA}>ju_-?CHoZU$DP_ zn;yH?NZNA~$DEzA7np4-xdIxeGh3F-)i^>{jw>s$gSeN6v4ytVQ9QcQpsn168S&kt zrJp^c4NDR+gEMg$Yr$U#ul5--O_*G>Rz1U<{A|_a5~qKBIWLV4m5?s9dr9jSS@P1Y zY|YY%(%eQX(ERQo3z;LxU)wjigt6HlKVjoM_PjzIodoB1|?l^iytV%**6Rt=M6N*C^)Q+^*DN(ymwnz|h>mssI-1iUEW|DNI7j8S4Xr{AE z8Tq7f@Ljj9^LSJLk!=Lf7;FEJ2EDP|4cA(){ql7OU3>x9G{@llMj;qg=?wxE7@8cY)% z84DkgX%gc!k23QF)_+ANB0=L8SFw-5D2QY3XdZzu;1o0s?2)6I{w^KtPeo#{CV)+R zwTSa;W!sI(sP^s!ft>8{i(}svlN@)?L2YpF*5%U?q9DHGgEoicSrksZPFr%CHAG94 zoH@dWqQOF%l_oT+l$gOmwGcPIcQb{+o2|cz1C4Uz!$wewqZeVrw9rwH+>07Nrzjg< zOGVY3(EJpkpKJY%E`_&*=F&A;TI#S-uaLy9y-S*LCf^!fV2Fka!OJS@j1Z~Fm}TR+@aF&qjp?dJVGj@1 zy<($abvo<^JC9X`TLurrAprsQjwRj)yLd;Rg?u=)dwQZkCF`Armp}ApiOH2$(incY zI}gHNz|qEbegnu(Q@XG5wW3`h=6f>y`&^~rLqa(}*0rL-W0R4;(eLVb;lKNVgVA1N z`+M8zJFQ2yCt(wh;(vepQT=jGK)apy3H05S5-TXm@aLb!FFDp`5juiHnowkV1-4t>HwPZTi*P=P$c;?z#U2)9seex*#G)1!8ox!i5Fi`h ziP&3wj~;lB;exrjdtLrUFY1Q-2w z2`&EAX>3HHRq<3>Ej^*6ik4c%A%DqBiRa5zN$8L-Xm$K;!ItjC@ZynK!C9-%R||pl z_E*bB@E-#+7XZqA}+U&32lpVB7b`7ZlUnc9|V?M^0}J3IL33Jw=$CP0W_{$0W_@M$&>*TF z$lZ4zf_UMll#ZO0Nl_$(t#t%HV7EZ*SoFc}UEThsrW?&UVGh~z6N4zk|0R*#(1`Y1 z+yPe()h?Wp>Yk7KHnU#f8Q@}7W~;7Za5hu%T@BpV2omk)u{urAyp!!)i6ZP>5B)~f zi5p@C(T`}|Y7T5Xle#P8cM3=$qk!n@(ofz)*oO+!VslQ|hn36yXQ%bc`RDVn*PK1N zaz&Tt8M#Z)2Tz9uh;oKCV;?t|CfIpd~{SPt7NZ=hiR3`v~%5=5+krOd7Kz`-Dm zij}DEP$YTzbnqDsikfF}faIVn#ljIF=mAwJf3B_25o)1K0oOwta=*e2V(uty{#NU= z8sD{LlCTu&cC{$9Q_QqOZE)A5rG`5V3L$VqkTZJABGU;VFaF5i+(L#IUtmZ+-C$HG zAT#hXF;C_w7;O$)qYZjAZ?)ixf2i85uS1KbL(REr4KYTYx=0V*dME0f^749N9(fC3 zY!rUszjGlQEA#(pZL;WBcKr-{aHl2Uhl+|6PrO%JI8Jqd?lw=?QB$os?X6pONO_oIvoaB_wI`{@4duOxTJ&rWHWGf!ZuL5K~TTXs;J z^uIqC(Ir|KA^q_*d2hK$-KlB)_6OIalG{GbX-Hq@H+$baqaHPkzfr~$9}Nkj=Pax& zbU>ORg z#iBC%XO(`G^-`56MnbkOhu+gNV~7aKC0CB2+oDf1dxi%YK_g0fARws!Ig z!&lJ1M;>y-Pw;nQ8qJrRqtAZXOx)rd*6co5X`cKD4;<)_rzg0t025zDRAI*Innhu>~kmWNs1%R4m>H8w`}o+Z8j&XJC!dg+GlTy zfkAUeWv6b5jfUm6P{;$N(MP!Gp3%m~5r(d1(T~Ya5aO6~qTN%lp$HED!ky$+Fs>jm zs!=ekuWCqgyLGg@BfhH1>YrImVmYMDjAg2QuQ_+w43rR95PCr~X8_tR7Lsea(=$?+ z0eEF`*6ivTjmv_%C_ZvlR&7|lp_wzwOU*XudZKT!T~6iea5K$vTk8 z(B?wMZde$O|Cr%W>)2#Q!avqpU;roQCm3BADz3zqyrf+7xILEm0nC2tYm0z`Y**whEAqm*J1tddCc;rCYFYx z_8uhKUm_L~ZXOmA4mK_l-G8CQzI1-Uok{-TKKnP(nUs^gtHb};@$c*ZOZwlAsD5d6 zGPHAc_(zwq=YPdABrZ;_|FYtr-im#p#7*5SjZIagME`;Or<*FK&i1ZO#-`3B{|uSR z|MZIctNzbW{ty2e&;ObA|Hr@fkD7lIwXu@0vaxZo{C^qQc)fj8CH|NnZf3h@W#6ZA zSvt+n(3F(UfY}zx+3S;F6$)3tHqXsrjfsK6(?p>V!$@Mdq++T=>gwi?*lLkL>ilq2 zUXfT2jsNiZT@W4rfZqG@@`IRTD>J*Kd8>WP{`2kci<7h2R1SdM`EbH>LLMFh1OWvM zsigT#D;@Z;QmhL?OA5kUX1fSyxm3vh1R8M#W>KBrZPV*os%ZKQ%2o!3lL{%PK7IB4 zIy&tTh7B@N#>=O*_E}kd!y|l&ERDYu387tgDGzdmV}pFwX*VdZ5`rIn0n(f+m)6__ z7Be>d2xlX=)U?_7t+iw;_5xbddj*kjoG9MsmbTd&^joNKW-XW?O%>KJFIqs^tmFw7 z02AUb0W=h&f1Gfd0(nmHx(F}cy$L=ptXuc9>r3ga6u`KRl=Na5C%P~4znIgh@h-#v{~%VECxE1LOSZKmKUXSUkD zGhp0ep_W!c5_HzYh_V>*+sj_gEr(u1pdE)@V`m=Oag!upm3(fNpQ(CNF=-Pmkk+Wx?VJojuVPB ztay77Q#O(%WwWc0v&)7nA?z|F#iz-?3*>4=b6oAoZ5)AK$b3rcUJal8X$ZD@)kUys z35N$Wzh|r@s*&%lN*HEwV|8PcMxV2nHAjSNNq?Zou7s071dB+u02s$GADLLQUu?w5 z3ZLsdE(+E9=Nf!fCJ^0CypRvD}u&4;L2Knu`)k0YIc?}_|Ds&X*Ykvd@YWQ7wF^_m_Y+D zQ);p{ID!!GQ!B1(02W1r;l}#XX{$NA{yNMm%A&WDn=%^8XyjRZt(On7X^uf%)}ggw z3X~3FP$C^~%}+^wI5wLfaP~mE={F>{84#!@Yl!(VzC0@2kUzjj$Ts$KX(XtCno3~a zHMHtC%UkQBdKli5M-^VI+j*-a<>39>=2$Xf_j7>*r2qH;=Os2Zadxy}fG_~0Mq;Dw z*z}kCkgu#g=H%nT_emReXWB|N3BmM-qKFK7c?VXFNfQJn>@!z@YVEM8k++M)324e# zLMCmS1bt}|ekd*fpg0{rQs~6MJLYen(g*-6;g1=U24z7xs?bXs>;{D6^j}A4G+s!r$)E?uze7dpgReN0gq}MX9^b>sxu1-^~(!+ zP7N1_3mvx5w!~)s$E_K*ye8}Evbs>pWwQj%W@Uif6<%{LsdA>Z(M(;V6u}kt4cXty zMqB;+5L7>q3#s~1!nqNgJo*Frv+)siGpUtdCQe2{z3`<;l2leqHdIB9=1N@%4^I4e z5!OwdTTXvY>gP#0(_nYUyirSTMBSxlO>5dtkku|Hu+8N=RX)RU%?P3?(4P?&sZOBk z79DceMHfhDEE-lxNqgB?qGZY3As)A!TTCKV{rRS=T;1vp%UPPK_9-v-T+=k66+|XlyXWBGe7{{KmbEb3tZCNwFk5465fXh>`MeoU*4Mwe zA6MjPbG!J(V9(e2n2LPF{P%@?X93;bx1Iiay_cH1IZoZSj`a~WKd||jS|51~V~C++ zLSgw5qHlf3z7Gobk~4#mDtg=iC-2hfwt7dwuyw_nYo!5ZnIaKTRPw;eXL#Nviggr^ zT@P(ziix@FdBbma^sanUUiHmqP=6pmbA+Zh$FQ1n%kOSRnyvKi@#9`*q$szZs1#j^zri-b zbQwxB%vOo6)^##9P4;^|yJC{)DrsxG<_X9#U>!LS)%nVWWjCC=nYUZ1DlGntf{V`7#C(m89;>A@ z!!4o+HicNMZlnaam>bB5wbX>&)X_Jtc`F<|a}#p3zFFYNuA}!_Dhkb>^AgDK@|dq1 zyj!#1n)@6**%}%le6+<+SzF@Id&B{r{Apgh>Qr65I}MV4TbGh-*K5CW_|zb-{T0=jLH|WgF*%`MK=w*!0Ae#TiLKM$r&S6?qJOD~E=f^dgZgeh-dI9ckeTYo?1f zOU2%(z}=H9t=RsBLzPFHrA`!QN|wX31ywDx>^RY!Kch0F<6e9xnO&~4PLO7Jt5{@D!_bbN2dYoW9{-VZpOf8E3+tyDU4ux zfelOJ$Uhc4p6T;BqQch0(GgyW>ZqJ1^%x_fM9!w`Bc&QF6LmD)LqC67MQi;rt(k&7 zvXS@YeTX<|JRuBM$hT6&O`I&no3pK`7*=7hq^+=|#bTG_1*9@EmYshqq@~3IT7o*k6yM?fE@cCV`FJ{YAN&d7C=J#~6mX>(LU;5fH{9yy@Iva01Du?~3i= z{UcB(mRg;tZ)V*oUAChazz!~5;K{A|Rk6M9D)-0K8#4Mvly|q!1sZJRj<=qtk++GL z1k}fF=wCJY5B<-Z#W!+u(C^lJ0l?+VfU@~ow;gP#7}+Rs1Y{&bJ&i1(jo$i1AKlxw5p`>Z~0RC&eEosxQQ`chQG zswoM>*vgaLy&s?XpT)?BgA5@yJC-B6z6MgmZ#X;X>QBruzJ0Hn@dEUGS6dzU41$sZC{PRA)R+0I0r3F#%2J80~Uuzo;<;s>s zuPZ1dch6b*FuzcK1b8R-r+p?jW4ik?>OepB-CZNrC91Fm>jc;AS&u+D39U%RC3BBb zHzsk-4Bmq+jWQnT?N(lA4!YmC!??pfSqPpW-*?Y_4*#_`lBnx2fLiUhrTGxM#<~2B ztk9$VoD+x~Asj;iNgU}hV&n7`ur~_ahrLDcOuOHuvrj@E*&5jz)!6rr+6l2L5B9QP z64dho2PO(i6BklndnWryb|0{{=}b+>9*nh-v|yC3_Sp8CBR>h|Pv&nMmmiTCR@RDn zNP6gbXttKKTG}rKULp&4*jkANc_9G{FV@Bo)N3%u=jR{U@>Tpn)jsM z*t+46l%eFlVgivV{j79@} z>dCn~yrqp@d|U|W>KZCZW@^5y&8sme{W($;gnymq4z0y>uEX!P^aJDybRVV_y~ewz`u;59n3BW zPTXha5%&A48#2vM!4KZo`xi@O9tzbUoJB^Lg!ych*fe%iZg@>){_Y(a7Zn^d$;2nF znTUjq>bcNNJM%D12jXFGssoby3!vHo(j6!2t!(yknZgeD@(E!gLV(a29o%Iot;dB2 zM$r<|V)6AR2J@DB{fco$#C%BIf$#%f897@Sp3Tadawxy!<=~z0y`>h`*N=WEJNKA- zy6}i)3;HGNfxg}DN0-gX!xE!rr-k8B&h z(?ee(k1h zestekr-qJl&+4W+MI#bfBMn*-72<(%30A5+-WV8Dha?27O|zhhbTMdiPlhCWE#34ug(pMGs8Ypdsb=2VTnbfo#)bC_ zxJVcloa|;(F zMm6WipW0W)4Lr)bL+3~0Y@W6%-daP4nqc^)RczVcxJdR1DY@)m!QKMD5uhBA2;}al znnI{|=CYL{T^lHLVyls%FzSiYQFoW3XYP&{VqSeYnpFC`Pyq5}qlmM5`4U48j5QOQoDkfX z?q@ywZ@a?)GuY%2K1f8-#8rwEitRyx)cT@gj6U1ak+6J{US(Onyb)0e{S7p%VRl~p z8W_(a4LE;D3((EGe8kd5Dw-_*8+rqphGbCH{=XE}&mUtEs1xFiiyl8|_Qab6no0cC zQoMlU;;{7Ji5H6Pw1fBHl|P7(`L?}_*e3eJ(6Ue?S|~G)A_8=dk?9&k9|#m4OQye= zO--hIuCbW4oN8X3lB$n=!1bdu61CO zqK262m8~B3YC|%{JU(Y0Lr5=3cQgA4;9^distpx*Y;fkne`4u7$QFr4hld47{ZcpJ z@-idxE3WG=MF>KYkW5u$hidHRp`9h@JC@!Sd1pCe7|9O_WFpAhPo)ag?yH*pVUeeS z2HX*RW%C7e{%)qUrF6LA}_L_MvbeVaAhj6ajDExDYAi+~3R`7Y0q2I?-zA(M zQXyKZB55lAC*cS9Da4GS&1t^}#VRZF_j$w{p&w}@dk3)pudXYPhjM%4MfQ@B zrEX}(F5B#5w8*|DOO{AA%~%G_XlC5(MU-6;a!Is_(xAv%NR*=NOI)dxOW6{k^gHjM z+j4*7bLPzXp65BwbDsA(=b!WSo+$$-U2C~mG2OQvEr$*hfd5SFca~~kDJ0Ip2e`WVJfId~wuM+onhm3rHxWHu`+V=s)9VwMEF?q?p z_YdyLMBlSPO5g@6y^o2N!b-h$3A;B4+kMDuczpO#wdY-VhlWD~8jjMkZ?8`;x> zWv7xy9K`PjO8LDWC8xw|{y`IbrW-h|O!OWMm+H1S%Gx{w(vVvG#{0ez(sLrhM(;~w5umybMB_G)mX@$L- z#cQrg#3CrXTVEhlxH?;dDtG!j@9VpsFrFiGQpY}jaG#b$cOg+sz5e!GzVrc!{o-!p zM?YXT`JWSZ;}P=-e{kRqLJUP0MZccjY4|$5cIy|7kAcqHx|?V_E4qE_*iy>3@}%+U zmpexVWQCe+eWRlFjnf;VOOO=={N2yi8#)Wr)siDx2GddYllMyMC1Sl2m3JqCW$k-N zC>a@19HwQRVSTY-!VfnJW3B6Np8uL^2P>O>&qUgYuH25mwwD0vtHi}nYQZr-xVJp)z8Jl4VARv~OZuU(VXziw1DZvW0e4~;h`(myig&h#|JMS3v$ ztjDHgF7|(Yt4q_$FwE+kh}3E5Z*Zv}GEgiXQhxWL@T%m#twLHe&sIfvs*uXWNQ7F% z8kx5YjVm#ZxAgfD?~Sy=ClteYSDAOJBGe4KLw!;{`4BTOvSkk&pOmUerAKTo@JaJo zjW|`Eosm}Rsc2z*KBiz3i7(7(h_jR%a{Md7dmA_HpG+4NZT#t0t9X zI;?sKv1TCf7~`KTxRqs6)}xGk_w#Iz21Gnxt#$maZKdSXL{XG;%+_^SBh3@*`lguy zJO9>yHhaY}=FhzcOm$B5^Pd*cnqR$hyls{wz2gZh-j%0TI9#7!NkjwgF}yFR`Q=BM z;Pq*--i=gCr})EIV7-;t?`qGN*U! z++wluRK+p-_)9svbhDHntL&c>GvWWlug?EO1RHt5=sh-Eqy+xnzzY1UUV#`)K49(O zdj1@eSXiu8Le^!vkx!cP4%nn!nJQ*@^R(R~gSag@?A%XVhOLVicYM9zbU(gWXp}td zQ8#qTOm2od9#$w(s8JUZx>(|VzDfGVomTzp+XyKU{Nns=u(z__M$ez?V+pNeC4=&O zFE{e8C&X0`w9j`M4+G7LUk%hI#-YM2O z4pz+J!MAgfAjR0S($$$9=`)ZQ9b z-L|=hdtl0<fWEtaU+|s<2vdQvyV#3Q!9vSQT%VT51TOVeWFmw+({k#=go&#PyCYcKSDeCAgoHosar>V&R$1IVITaarn?&)tGH_ML%28 z$k&8893y&j#(b;S#oO&wqvsm~Hvj3JP})`G$zHI3N0~jG)7t_YFD(&rE_%45jnELx z)9mm%<6TOHPjl6n;Jf0nDXlI?yc;`EEc#`_WjU+vK}%n2wvbBISmAB=R0GqT40eCs zI*%N$25QWmIj4lq{H7M|J5=p-%l50o7TPB*bJ~Xeq&q@2;=Xz%UsUMF#{CtD+pg*_ zE=m0|&h)grW?(#MW@S^R?L@c{-L7)_MHVgdO3;ocn-zG2NaB@tYv^mNx~#6An;*T@ z+ih{R?qH6`C|iKFfpJhISFk^ly?pHm?oaLAHyi zs>QcB;d9?AMW+}Lhv~C32tUi@qGFmo96eL^j*%B;b~d`!I1COo5sb#hH)JF?UP2vklAK?Q$+unVR$;si_-h+)MF4a^Yru1?%|>>&tii zy{?Q2?AB@NuPayb^D58IEkQi*mp|5Sp!jHmXH`C~CiC$pve~JdzO&U%_(y7fj%ps?ru%R1GPck(wK)2cw+!yAc{33`JpHlj%T=Z^>)$2}A z&%Vd|PKJD@AHQO;@H=q;I?7%q4uCUw!pc!T@%KY-6m(9%bQu3%r{3TkeVLNrm*H}z ziuM35(r_&ERXruL`p;H@eR-`9^?UPZTUI?7lz$Q2g8E24g=}7mo=zeR?*#S3D_YKvv}MA(Q&nq|)3z3QhHHT1BJFTjmh+ zt@)67F7w%W)wdnnjm|prQ=^OSw}#OA9D{ClZ@XwW^o7gXH(<~2vE@W;g_VK*9$OT| zf>>b`Eb$m1l7)dQlgyy{u;>g92LggDNk;&Q!q!^fz|=@pmq8_Y@80{p(};A0>g^9# z=HMzzus6va5E#(kW%QO97V3CB7Osv#W8r8d5(!5kF~nu2g(-{VO(pBn+`V1lNRFB= zlMFF6h)5i#33&yz)zK&v2hb<^n7C5iJph>l48wtJS*}Oy;aW@jP{U-U0ZjrViz^xq zu_%6IRX_}q-(#>eobO>4hdr_v@HU|Ma8NxG)0M+T`OkPz8B7*&_H4pa)ugSkvnffm63`@`Yz@c$|tLJJ_K z(CuhcV8|5?t*jpd@q02rq!}j1x;d2s*@k#EHs7f+z7UV*2Yw3bN7{|0?-8H@lwE$5 z_?HC)C^-x|#h2{LfGd+pR0bW6(m>%fuyAD$7RyIl6A*v^=*}Sdcu>hq4LZYJWhu4v z8LlLdn(*yLhDJt6B#wYY;z5nq2L+Er5Rh03iQ4^MQ1i z^>F}%#v?#+fP8>z;LnPW*cBYeLl|VAGY=rcvA-NwAjZ*!eE2?BXkNg#6@PF*h|>pZ zNEZvm1Cjwg5{MjbmnP?NQt31Uhzq8SMxux)G#CVhC7|(6OHX_^o$`Nr|7CokAcEG< z%UGWTwiLQMCx1Da`~&F=YFm&FyLvMLG3u9f;Ky)v69jt`P7t`f{DI?fI1CQ%24BK3 zcr7g0H=qxkwv3^{X)j3cUoZmL>VC#R3k67WzsiA;e#S6(oEBJ;Kg($$v0(rD3B%xs zSg@3T#Ry4?5av(28Y+-a|L}g=dWMv9IJ_>Vma%Ev{3V59Dy-lwzJ&zqWuU~P7c7Q%EeU>y0 z5Ckxgf#U`;FgyshKQ4@O1K1hl??+r~kO_ zKU1FIJfFRe>!UpFGmmDhTt8cBAN5Y&sI0E!{83lqIXgJ(t@mn^$7f$}U!2-L(@fV# zE%o!6V72^tKXq}Q;Ed1N)8dTJmhhn7K1UsB({H@~$)8X8xN2$WhH>V4$+Ozz&))E> z(Le3w^D`&3nB}vK)grggGL4h(`!lb{)SNzxeV?(O&$NDSUy(*NPO6`GU5!%yoMRX# z-=8zDHuqTFLYw@2j`fB0uAk$cc+mR7KIdYs#`amcrq4F=N14x>8vLq`&)VnWtSP`} z<+i%k+Tz^nL-WVASUrE{GS&>PZ@16NeXbE-ZAM-F!E@Hs-M2N#pN(y7dZ)FyKkL0X z*J91jXQVZS>!tkJS_{3ewXuHAkuPg4w3aZ<1rt`*T3Bsa*fJ1VA!q)3nCvPwBcbXQy-(O!X;UoT4}BN|=x> zUA9*4-ruCFU_wsmDw@zOU2DzXCA~@4THz(XNmp8H|2d^={i>yWN>?@sI%F$nEa8x? zG)}oP0V$_gEm^_?uPs(fUA#$EnOwVDs%-7wc!^7ut@JfWi*vbD*(y$boMN^5%Rn?VV%2ZRfIY~?YW)eTCd8_)1zGwjR%@+NeT7(+8G;6>T61R#Eu~Ye%KDD_oMN>U zPkY8GR;G9$`I4&3{>@z3E>~;DG2t#&_nM6QCRS^urc$<8EzaubovuTy^0c3&L#)uz zmJhMYrik*Es>N6$yq3nbr7Dm0>zod$%In|E9!jk8C`&aRVwFcizt&1{vC8XtV3}B% zJh^C5te*D6ruD2vH0PUG-B_5XSlw$x-#4u_v(!3UteRBt7OSiw++ww4fLq<0SmigV zvVX^$RIPz;?QPFWz8zAk>?yOA>rJkfm_NssRb0$Mw5Bve$X04=SXDyD1f8r{;6l${gtH*tOOdLf=EW)|hoOitc}ru78oPf03?#PU-r0AOHPY3uz7K z$C8-z@jw3a$N%;5|NKwgw2w6%1OKxew(YLP0$hgb8o}RKqffU@Hs1En^=Mz&%S@t; z=?i;gnM7LFYgJSj99q@a(hz2mV_j)grzJzy&%LadSGYW=aV+b!CY^4Dmi2njn)S?| z$skMZUM5F7mUUW2CZx3JOv)5FKlBK2(_EkRef%X~Ix#8&rOlWn}M?tk7l_^R(~QC2!9T=mN$t@pX=r{M%?FZ;C= z)-I5-bGSOUHEqi2SobwcH^sVNy3$<}tow_jU&o=()8h&?*1b9JT;;y*ZE)ZUXx*;| zt?eY;^U&vct>ki_>pq)oj#HiIS7S6*ARUN7};t8DP~E(J>p=@W+(te4Ura4EQ! zO^RXJa*)?PQlB?DSYP&L*5p1MjdD3y3vz8f*C7bY5|bnCa_|ho93civ-4JOn3B)2yRY2xb5TE(A-FP#=a6%pu(4Pmke` zbthwc4QO9e^c#DUZ7*8U|MT`T&4(j2T*0;+TbYMxo=U7eu3=NAN%niJ;x)JebfwFe zAM=?`%X|s^T21L#!x!`!?Po1wTSa=Abh#~=d!AUWEs&m1toF)Fmup@7DjxQ^r)i!I zhfi;d*k+)ei}LzEGg1+va9@5i!ytzHF)9Egi=B`sjHob6dHM zEo7Plkbh3o+yMD@S} z%JKraABSb$iupj-X_~M3Au=46dFyB#uoBj<2SsXHZsl@!Y>)c=(HIAChW+FlE848J z^4#TYBF^s*d*<=ygXG`N$KOklcY^f$70$4pM?3rf|M6cx{@1_1)`YLmwI?wc6yzH5 z)@?ZJ(m%^qn`>(R{`d87{>$Ipe|LYRkH7yf*T1^|_22)u>wo+EJrow@ImbZsa`@<} z{rhXJR5LMl6K5Q493j|^f^)VaMsT)r&e_UAg5AnFf9r^(wajbkcN+iDn56GxA_(H_ zfpgA&ItZ~_Ip=I87-BaP<7~t2dN6u9BUK1mn8lJW0Jp*Nq`)? z2hKVB>2a^!$~k8%Y15;XbIw-Mr$;O2oUNo#k5&R3KtmJyHjp-j4nf85Td|O%D zr9rK0TY0eCI^*1W6rJ8}B3!-OEW>9>^wCC)qm6~pGH{+{(~6$6rcKc_NnK`|A&9|um7&kf3=K?fBhf-{@?yI3T6d#AkXT(GtS-{=ChW>ZX?Fo zrXW^(v=QTMlO`s5kAfKglu=khH zHp}!jwY=MiakeoJuFgFQ&iE&cf|DoZBtT%h_hOvAU)?Z}XtxpL zXp^K|qm47pHcNq=0wMaJFa~K&!x9IxcmMHYQ2%NS%%Q2zG0V<4`(9~Y?Kagz1iMY{ zNY2@9#5mjB1IXYW1Tp?8qmY(8KJT{d@PGU$V;8vT#n6_-OYmy`Ih#=ay2ssAvyKmRbeW!;BMAbLH_JqDWK(ST&h z%jj;WK^_f6A1xwa=S`e(wvp+*+lXS1Dh;j7RP2=50jPp4%jCUI`&Nj4*cN5ZQ z3z)^b0m$R;ZW2ceXB@qCqjk6Oyp!WOGFf*U58fSZ91w^$9=to+II0zGJa~7s2|U2t zcBdZ5$vt+Bm2cZ2}>PKJP3OZ{rBT z@tnvq@ivYS9Bl&C@-`8=+ie2X@-`8=i#8k8a!=gxf!$}=b77HLeAiO$PLm8R!XAqj zhe1Z0(5)=@KhU`1@uq;z$%nNTZv{DTGMEwxQ=%u>e zXv1VduPuSUxSQpfEY@VKAZ5LWIn1D~A4U&;ob}jf3wQ7#hW;9-Th=KUeUQ;X!XI1Y zC|TcTpvm%}N@t*@0SPvatt_MQC}Xr)$ru&1Eet-xk|c~{dr-3QM*?XHw>fp_f(n%X zx$ujQybojDc&7Z_gPzCV?H3QSC3XwY*TER)TksR-G-MQf;YZD!Z|i#JLo5u7PkYA2 zr&fMRDIE_f$Rxm+BaC6QkHqQ8pt^nTt(mM`KFtDE#;`@ruQdU)^|;bE%S~ArZG4087>DRrcSb(XM-<@ibZQGvLA=j*BisW(P?|g@&|i4T707|aw|Gn zQp4+wrLedoaZERPmTj`!ycx3+lE&2q^u)@#t;E4-iM-V8E~0GWG3<=kvgXL zuI`%mWO*+YA-W320~J(oPGi#n4g@$H?KqVPfj0TrRGB@=baD3DxR zY|Y92U1A{R*eK~dn>)NObE2CmZGO~^v1L-Z(G@=#NMF)dEPA5rn8fcBhDo%e1Nc@G zUz^0G6(H>U>mRP=#j(X@G?2&9^{Tb}`gKY+IFv~){@fWFI5>~FkHIn8R3kUmYtv7R zC>a*CkDNjrg;MjDCJ$V7V` zjC=L>;xivCKZ_FMrDh+9W-l$-Dq5`X=-d(PIYt&crvoWU6dJCJ#TYQGf5lR{+UX)H{X%7}f}26+uo;r6&E zrXtrEql#=Gr+Jp@&*5KGvO6op02VLMgy`00f4}_*Lfehktcf45U zp^-0qER?2B`SgxAPTz*g`E)XB=G>7Enoa;lL zg+Juxw8AU0{H{vPfSk$N)pyb_q`yJwk#iwwh5DWvY17QGe;u4Xii3gt7?QyZ+s&AA zt@bF+&r;tSoMdzLv)z-nHImQfgtK^#;rz_!5KcxsZ3tU(`g$8fZ<0JcEI2ofkjhlD z5c_Iwk&|3!U0c1kXmpeYlZA}#lRJ%NiND^aNvZZRm$EU)s*uUBF$^|@tXz$f{c<(%Z;#A0i5qFmlu=Kc|D#~lCmCbCVI;%@Oq@?gLru))~^+uVeX z#ny_D0C@noFTtJM|;KUe! zXfz;3+hHi<%~ntg4)f54b|s}aH}huU^O@(S$CSOO?JZ9}&85|mryhc_Xx|T!a%JB# zhaj5g7y#;)RL}3%TgkC(MSrXv1Z@Ip?8#;OAIr^sTlJ5e zu|aRT5#Tb1!EDM!K8?QGO-r^-OA(;yu^y2-JSt2wz)L4Hw!GKDkx#Q8FeUo*c^0E- zTh-=gfsaA(%hZSUY09s%y;&b2weSL?Te6(HXJ7cPu1DDS*fUJ0nR};40;JmRpM7aM zJ;cS}dY20sbU0(dksBJ1keg~RNwU)9%33!nh1q;v>t#P&VSdPm`(B*KZ&S9WQ3k)I z#{!itNV;7llW+l=<#FTRLcq)pSDT6kx**CFjt*$~-|ax!Cz5DM0~W}9*fIqTFvMT+ zsu$>GgIvZ?MS)Cn>W!f%G(3-qyf@_E$!EeocwKLtyPTxCZT_%l$j0{9*=hWzd?T-u zHYM`b-aMEeNW86TwXe~c%UZacgVgJWgXwEQT4cyp#$&sZwRXDl?D3*4n+EinO@nT- zEqJ5(a|rKa<`iFsWn}ckyC&YnLnwyCCicyMiPy(vGnF1BQYSV5{<^-!#3;xI;iA`O z4Cp}3^Mi5`7%4MujGnNDnwyhsLz_M7;L(GAjH;a+^XK@4EG5&+ zF(U;BtkBxjXaU@a*|i9ws7E`X(;b_P;Y9Iug%NHI%w=sY4I2xsez3@f5rF7nA2{{; zXf(SXPlMico|rz*{s+U~Td_bhl90EoWni{=7XGMCRg6>>RL3IPJ^&J27 ztYf(Y@RPrF(4`fH#P`=hnj@kgN)zfO(z%zZ=I?5FX=Ya_{efZnJ5)+Xs{SS_CDzGY zU7Lx)VsTK)EdAIGZ`j+hJQzYamdEr0K$*ab z{UWzm9vt^_Y$2S6_c*P)Qyd$o(Zh~o+30+4 zCY|sa-(Ih@_C0(;!>`m>5YJFoM^R~k&bJf{8(C8q6RGqrD(Wv`@ z#N!K&P;K2R#-UrA4vmL`v4pm~*IvU9V+2Ur3gM|*($KA(ATn6~43NWU2gUJlx*(eO z097&yY6`r>$)SLooLzb4EM9&68Uj1c;>u@(vQeP5nfv4!BH>ABzQM^K%HR(IMM z@Cd30*ywv3m^pE}w^L^8WBrM5uVeogmPU+%A-EZ8wdiFwAdiBQ@OiZ#bboVk3^l!+b$ z7PY@Y4RFM^AyT&}Xz_LfF@s)i`u#)bpcu@-k2Cx?Rh)(gK1s68pw{mjGdBItEU0JC zpGYe+@*;9hut5!Mf~*unW1^SK_od!+@1a5?^;Cao6gkr6PNx3&FnvDX5d$#tb@ARmO+KWQ+mR z1Cv^5MI0ph_1c_4;NZrxv~`TSBp6*pJ!Gh8(VO@WgpiCvje>zwsUop>O=md$guIv! zD`BIYnn1GrjE|>@AL#*S=K-K;-7xtWSW-@*SEl<&V|dt+L8QaU>3)zHjdAHIxE@11 z;GN^YFWO6e_}|neo1#2F-a9NaluLm9gEx1snpCLaZ9oj*k+&=I_PgBj!v3X;YUEualG`C-~Fk&A3gx#%M(S&c~1`ISF@ zIPGs1nP7EH%a>PtY`ro=AHi#0r1{NWHzI{s1_fS~P-yl75^E}R4rQ!VhB7+hBu<%z zeGXdM-yT)4DZvS;bi-ev*OThjAhY8nVfI#LN4`>i!kAd(4AJc0B85D#*mZ6Y+0#hF<4#*GmP%px^47SjAs67Qcl=nm|R$? zu^5faa+&dj$(2u4z8>&gCuz?=RDH&(L8@Z%;jp*eWq-WcPNsVbd>}3@Y{-^ze`gC3)@TQs}w<6~)YjP1l~@smmWcKZTX>wewT94|_F{?i992 zfot1QM$U+C$)%l!AxWAP`_HD}Ci52z)_Z(pn9}jjY85{VrH^>jM@1<6Vkg6lN_zs!|(7# zEXUC!EH(j_4VeF$T8sbmbF3y=hyjdX*1b zg>IbigZCi+@F7c*JU^P2({Eo)INbJx!)a3b1jr1Dbc@6Gq35|a#!SWrKax^JH)&B$ zVIf9Y`5s^)B(5WBs6QiYXo!U~Y!M_rtN>awzY)3jZYqpwJA2}+o1svd&Tm_CkRHH4 z7>yB4X8*J7w|R`#Ejy+_)64ywG<5WpmZ8-`vyJ?w;Ue(5PnKLbyA7kL#x`HJ(|U8j^MEhd}6c;6zok*n{z#_6}Htn zP65s9jXvV&sVIf?U_4{~MCw4$kW=YB&N`&$T0a%l2XoBM&ZayqwgE|7@=RRO^bp_W zk){X^>m=YJutX4&Gnr_B5OCDimK}g&4C+0htY6xjz_=}>U@nOPDEGix7ep)SMrpI{k9XL=k(lL`<|YRg#$^NdA&jFPkUb zN`8?=bkl#5wPY2oW>_Pnq&r}1>F;ie>Bq5#Z;vm^l1r?>FEh{jWgd$gAL_U4k+Zq2}1BoL>+2lUxn4M@g`xaR`=zn9fpU&AEy19DL5YM6;FF`Nzb4+sV6{@s{z!yK?c6o6G)v*vgY7AqXq{EI?s7=VtV5w^+z4PC zLrdcmSO60z!#34@8l5q8i0WXlAg$4s=QA}hmey`mVL;RJ_$;V1iRoKz;Naw$XJUzS zw!A@Nd7++Ri3XMGHW360G6N@j1p`U@_FMCi(4h-U!B!yq$FXU^chO%%xo={>72PBf zY&wIVZ2{VD?&$U567(<&NE9W5Lia9VCUgqo*rq_Kv&iCIo$&>R!3ts+iFu(ci-eR^ zdhFg{c;1&YCJYNa&uR(M*)kGU11B;tE_=WY-zH6k=$(;omFTnIz>r}TKP!}re2JUj za>r4O%jp+t>r#EG!8fweBl z=ia0s+>4U5o<;GnVleG)dWTk1*ft4hdFTW@#rOgPJ-z+zpAOs% zTbW@Bc!aIa8xn*U^dQ*-m<#^*2LA;nB?}s33re0D8y}cGXypvPkBk-%{9?`Mr$jcJ z%`)^bj{_eom2dd<=i;>mZ8>wj_+x*w_H$~x;{*AF2o#S^a<_armZiaV174GrnQy_cCpcbg z*shb^jW;szH5S0Lp95*X5rRV9<7YT&?GsH3|2so6X0w;aNqi3vEJTA$QL>Wv&)B_t z>-~=(WK%Zbt7&1V40Wl;${0N3z?HE`o^pI@5g&xO zsMM}ahf;Hfhwy^IJUb)JXtgug_E;RuTs>me(+dp4{%!kFmjRHohI1MccakquG@51q z*~;6S9mR6wiTAmzhbx0*6l{tEd#6!&_QS+gC%b@WF|I=pM}c2_jCb}4;CRzf^znWs za6%2YY3$AM;pGJt2P09x`FJOfonsA6u85MZl@=_%kD+PV-3ie!3WY^R$x*`P{lp+Gf`N%fir=yE8tM zl{*X>f_P-NTNcmPP^^;k$_m(k6UtW z^|vWw6DN33_ml29CxK*$pdFZL?GQmbo!fS5w^d-az=_M?%mAUc%G(S{+$>xnn^6sL zxIzZ)d@8fqAcIbZ2s$I|IA_p~yYRp#g&{Y2C|Gl%F7@$oEJZT59XBh_pt&J8>$z@{ zm8Gcl6o$qKh5xJWuat?ggHNr~?x8AhDwq8iY9N^yI{ zdU$8zE9POcrZPzuX<)f0HE#P|fK>lmnr^@`QC}C?54CD%A&1RT>Uk zW@u~-W7*5l{yypLp_GAHYb9^(WKQ+ms}NXh@B7a>BDl$x{aGq*@@QFFoYj29JD((y z=R((sv2~q2u$NQU0X*5dPW{ok4Kj3{7!7`%O5Q9VqGF;{;bl##AP3f3Y0PwxztQ}d zooK&d&Klz&(#fzsk@of4g@=-&56Y?@#eMuIvmBflj<}*PiLpi`0h##$MaUvBb{d3+ zI_Di$$ixIFB0%az=&r?I*ZSi{2~56q5@qQxEqzbVd!p`3K-Q2WC%GPbZu{>vhs`2| z!gKT76O`~Rs1d0(Q{1OU38J8w5%|ME;kZ8!NlxTw{r+&80c22Cmk~)Si?G$`5Q9Y# z4M}U9JOoKo_XUt~4lfWgM5@w=zgoEFgQv+wq#N;p>lKVdqa^EiQc`595_F>T!%8P+ zcL`uaj4Z*4McDwW-;j`T!V_7j&R`ZT%UZywsa$9J9t*IrK1HVIs1rIy_dA@tAUi(v zwHZ(lh#(K{TaQAfQ1J9{S;<5D%EN#gZBG=f%DBKX@vscPkvIMb-S$Db-Z@<6No8t8 zvKB;;OhXO^JvxweT)P9n=}n<9od-cUszcV==x(Z+ziQut*th$$7lPMEgTgcU{yHa{ zg08`+4F4CNN7Dw-Ys+Ithc7>5UU=H2M(QZds2{7 z?yJ)Tzz~ydj;z_Ukx?H~kf$=A@n@@?!c^0TB}{Y#Hs}t5IRHfF>*|%Z-A(L(L`ZI78RG^pR2Za&3N_g z-8Znx{nF6S>X){nLIF4DFJ@jPv|xJ7t+KxOP)u^eR?0>{xp=l^1$UER0g7^AIlY;{910iEJvW0F6bfS3fJJ* zABzLUKn8E%h7S3`glF8w<-`D2a0*aQYpP7!oB?hGFGyo@6{Sbo~2-5#bSjd$H{=$B) zO-G~jX9Y}eUK><-Y%mPyUwi#MuoSrdvVcyM^5{4`D(gzm3)`!5Q=CYcV)c#UYdOeA znK;4d1V(I_Z(y3}l+|5nO@4+K3BlVuRq(->#=yl$&pvCn)}B10XMc5RH4 z1U`6;MHII(ZpvTQpNAr;WHy#II^=L7`yzC4n@m0pU2Mm3=YR>O^1U|S87@ur5~mxL{nE*u(D^BboQ zku5dgV140OVdad#TIom?bCK-ActGO&E$Y+qZXn2pF-n}68|4sj50K~pch7=_sXDU4 zVB0k7s52t^i{06_n{^f-YU6qDKI!(F;ILXoXNro6jvd)D@@cZN5317Wc1D6$%nUef ztf8~y>Q>-(q_6k=_k!#N)89?!BWVKg{P1PR&E`>!ptHJoVrjx4>Fd5WL$0LVsyiLc zx_ESvL(T2MPTLVtK;ng_!i`|Nn+B+$tYl+Mq@#I*e%fb5vo~J9#%kTzTTK;pEebH|7 z+6-Poij|hIIqJONpoPM`V4OCrDK_Oty~5BMKM|=n31;PgCZ-_xQ$fdlDU^W>$mVM$5<4t}jg0y{sTT3@Ao~ z0kcJXQui<)YO3@gUno?dpeO$RcvwqS8bBUlz-S;m!|HhVJ>&1a|M7!t)+Wo7G)%^C z+?!}?xYD(;o0qKy67$DY8K-&yYL#ECs!(ke)jG0#>}zLILKHLh?Djvih8`uv;d;Mh z4jhi5S-m8jvo#k+6q2Z*^A#L8Pe?QHNy>XdZ20%CXvG~9G339Q?Q z7iQbwBP<40b9|zcfl!ihj?pYUtG5|ZCx<2M;~_Bj_3Mm&G+~1b!?Cp;;CqCfOb!o825Xf1W0-;GE6@TCWbZ&wK8_Hzf7Mub=S#Fvrd~ULW~W zNDBVKBM=q#FCe}g-zU;-O=k?9LlJFo3@)9}(|Cy5-`3?Fd3UpLwrGltcS%c?AIopU1n~!54v|ct9S`Nh}2-#>}xN8tQ#?n zfds;g91Kh-)2t1+D~ZR-M6Tc8or&Gz*p;J=KCymrvp%dp@2-A2{Du+Y49&n540ZUf z%0t7)+^`*E0&b=k$4H3QNPXeg$Ee;_m@%mWUomFD?y^WN{z|+NGhm(Kq2s1hTBrA$ zVYtN<+*t)=*y|`cVQCyrdIp@+T9jX#p+&2Q`I5ffM#Pfeec4hW#+J%EvFNYlN)L3Y z<3JoJj1N>a&}}~cbB^*BOEESIqj?I=>$4c2phe&xC^DpyjEm>|`~ft#Y%yYqwXsPh zffbztiB(F5Eh<}YIhwe99VCRH$fx=Br>2DVd{m$q4#@A1gTY8-$+}6n@S37`N=MPk zCjtACvoK!%`JHMEk*E?4Xq+6=JS)w#WF|UX#u*Q~ z0+dD<@tWTV;93z9`#ZdA9KrtJg~3>%L@13!eb2;N6rw$8_O%%W5BB$)oraG~Ui^-E zM^}-D;tdkP2_EGt2_@a|utA+Z{1oTlCBxt1(!j%eWfHcRmHuO;t<|^h7XA3QSIsJD z)mUlx_eV9f8@bj^i}AR!r7F`rH5TYu&0C|0G%wk+IV_}TG_s>v!^+57?URL5y%tNE zft7$%b@*b@xX~l(B9LCc06zCP=UNQz`1VrNDGs_Iv*mSg=uFnigX5NDY)Ye6WV$QO z7_q^sGxx|hw?e4~+FC+^SNBvg3a9N$G6VnQT=*2LAZH9i8>?T9*M<%+ZcfulpOb?U zr^p_^NL!`drekRKC3EN*@Hbjj0v|Yu`PBfQY~}z!@LKc>4CMUio^+#`f?jpT%=(V% zR?&hb?>236ZTW!VAGnT5#P>Q-HBf1=sCcfizhi3p*bjGFf@-c+2Q5 zY58^iDYr`z)J{{;8ctr6b#Qn`wfykPs-hK@m(K3@#F_{YUECp^SjEFdx3j|4A-Z;2 zW1PZ`14K{{kBzeEmUJ{S7(goRs$Eo#YZ?D8jNOe;0F|#!^=ai&`=CpGYGwl|=Ftse+Nk(YJ*TG@+G^62hG$uqD z%|j-|hV9ZEbg@wSyR()Lj=Ht#=j}H1Y7JFEV;n@p-ctm}=jv6t5feWg!>p!ev&)oYf80-CyKFXVP zB14TOHiImx(H4wbn&C-+y<(7_;s=hTjUJYy+6}zEjK+xcg-6>l=zK^eL{=Y~b;nN7 zDJqy@yKkhkKA!a)hTvwnNxM0$`DzbMeG8pNbW5dGl?8SmEp(C$VY`ZY(Z>}3`eE(Z zf*QA8%PnawDCgkPgaR7bZ52gOt0&ZJ{jZ)3)3=4|o0)!MagZN!tb!MZ%&wOkN|HNh zocpM%2x1>Nc?{W`JUT&Vv{hSwSisTW@j5usj|a&LSM>Iak3Bx;QM$Z;t<$kZZ%(J- z_;s)z*6sIaVj7qqkyID`=$3ItSGRBo7ju=IHTeiQ>xUJDWwnj#gnNQcjy`!bo*0Nv{FAO_TyNh@ zDE(~0W2;W1B#n>2i^cNqciYw~e`;igbX@PIyej%I%W@P}Y zo{xZJBRae33}4`NaBgl5xN+mov6yj1;V9?g9)pO{(c+%tpe?9MCB}WQPVR@?bMP85ix}PZ=vLLAM%)06 zWp~ZFELq_ifoTlh&3IrM;{1$hSjGQmoS23<2d43`u(x9x4>SQBbes~l(6_AFR zB(-fw1BSpxG)NwR1{epPVJ94Ij+`F1E>hf_#A`qt&lrjo2A+ZQbK}G_>@MY}Z#-j- zDlRBXOMH?8Kc313ar9}IG=FF$SzsINwhf}&M>;B4QC9-F%LMy_8Od*cQ|7t z-%=dT;NiUk&d_PTfHOoNa7MHcoDsCc8N(yF0cVWl+lk-|>$|>Aa7KKMpox)qmBwb| z=!kQQs`#E9-0|XghDF}tJvp91HFx3}7W=Mk;~7J@fjOQryedK98RQ&zhMgvCW7Bqr z$Vexk@z9A3K*QE~8V8^u#sO$V69F1_MZ{eJh;U105l$kK~8#n!!tr= zPdwvc(TfAmuqzJ6hBI*gK@yx%&)x@~VRCCwWEX}kxpg=rd#<^I}W#$W}Z05j~Km=nqv%rpup!wjfYjxQWu z-5j1`4rvSIVlW)IX~OuggHv?%lOq|nv~1TGk|FXyGNOTwlOeTaI+8(UB`eIKjFCh3 zG+6H(9DT~zA~s#FlL&F%oTv5;V?-~6W7rAW+dJ_fbRYUoCv;t7PFhr3V>*uEEgYoa zJFkO5b@)0t8^ahpY8e>DxE+=xgmH0=jJh!lxiW!aJWQ%QFpP(VU#qN4TZPRR6&Vlf zXl{m!;5WfXX@c@5IX4}b-9+C0!%N%(!oYBLE736!3`zJK zf)P>=1fxr}u@=VfkIkv!#3LnaRJlTp*qUu*1m;Zz4C-9Dm*8+M$n(=7Ks(TG!*o0p z+T#IWEt38wuiM!z21AzdgelvF?|2=Y-HpLgsovKwK30$6*RTN6{#vJtuT$qhsa|>p zIl6VwpZV}wI=wa~^yr#R`ONZJlN|>%7LT^m4dpt(jody02W?{{Qjkn*&bh#Vm_Cip zG-p9?c%2OIh2~N{{ql*qj*roDh>vwzd(37qVTsSUodX49D|u3RjH6*S8TUgV}P-6b|^DLlg|3ro_|3F)cSM zY&+ejEY_H(#bFAnw_x!P&5|Qce8Y8uPrDago7tWyd+7ca(16+fTS;HXM0pD>?XQEQ z#qZB_;qbRoeBQdYg)BHB>;|{VdWNVTkEN+Fc_)H1UK+$h*wg+6gq@Rc$hsKl#iePX z1-eCDvmK(Y)exfY^cHmis4ya0^V#k)D{Px_X!fAT@%PtW+~iymGhl)7BgyGOQ{~>O zH~#Af#S9!L6Cc8rQAs!sw|XWl1J`Myadl*6_3q&%+JNim8`**v*!nX8L}(-Bt)p-^ z6TA03f{J)bE%6@8FS@8HSmFRwiRb<`t&t;#B96}p(Rg->wgaxKEOgyfv6HTd zMQ=R}#c50-_|_gs7F#|Jy@s`%Fry3SK_9K|{iEU&7$5iIBYiD2PSbXDaH z$E%$4b#QQZlmIMLw&_B!%=fms9AkR+2QCD(oIkj#MLpmhN)BN;y)i6tHi(6HTC_Fj z&MK0d!ID>wVOcc;a|Hs!vXTVCJ%nLprRF(?g<6}+v0$NJ(i_7PXJc3>tkF^cR4BW_ z*>}!8bU*sZL0U#5Rs!5s`Swy+ACdH;5(92C-04rS^kHlFsX3uu6nuShh;hORwBa zdLvlTAjdj~n<@ayL?`Jh2w)ipp`V4(n1?gxT}0!{&8NpOcJ z&%e4ynX3KQBHeFThEf_pV=Lsf8<5urRKinq3(^!;{ zBe^Gpl|kD135T$ZRvL>yEL+5uYt!K(ay&~9pUciT_wXs&qwQxQ&bYDNA}GH2DZtgflIVF ziIoH$$5KZE$3jP0o(Vvf%}VGz76S>bsr!Pr*6dzKTP-{vCtfPlN*eKXFdn&Cy65VC zsN4Z%aoT}DJC;Qj!b*0d!p)QBwo)m#W=9?)ROw;`Y4dLm&w8?Qfd>4J? z;kfi%k%kiublKd^n@R~`Wzf7U%d>DG`a=*F>eumFI6_$5b<^$Z6bCW=#+P3|NIej& zJ8HX`SpNRl928fkA4t*^2tCCdopoS-)LI{?(|dkkts)iHOS83qv$J~{-cHN zJG_(JbzRYTNA}*qVJEskNAIXR{l}-kfiLl;L7tgGET4aW${9L1Ooy7t63aZ|f_}Cq zHkuc^k+vQ2IOuw z6&Bunl=9+qi+I0t?Bud-$)kmTfE{M&=7p^a25T|y7KwLv9yDMtFgnv@ZVH3z7oj^_ zVX>N*(;VO1HIV5nAnd8^M=%z6bZaxDC3P$4)=zdoT3Vf|_K{xXy=t2d1?3zlD1U?) z?XJuj94h2y3hL3_&Y_@eQ6fjkcbnh%HkQ$+>B)30nW8{rZdU%wy0R3mFs{dl7Dbbi zY3z*>mZ~xY&G9XKhrO%f^fuoyld^Ss34@fd5?sl`)QCZ}098##Ip~ggcsYkYimi2H z+%#}t?G5*Orl(Vy13f79774PIv?coDGD%y+xo~heI&7T-kRU;msK>T#+ctN&W81d1 zV_Q46ZQHhO+nzW3-`$IQ5ig>myDB>?GaC`z)z#TwppLLO=*zBQIz-VI$3_uQkq!;{ z3;SHnPF?6dC|s0cmK{sl7x3`H$wfj=fr0Tsi~MJh6K00lU}b{Aj+$dz5bLXt^Lzx8 zm_s$I6p?u}+3*8=bUsf9CSe2Y>A9ZtQr9|^`H9XDy4WBKq#2z_&!Z z!m^T#cE2;5`<4%r+v3d@C0z9H#eNU!lM7PW!V>`A^cdYg{ydJJ;LjgRNrlFgW)yDH za{dYdn!cfYw~m{f1buh&(-2XWrzcIKU8Jt+`n8em%0O7i$HND7TBadF^?-q>{EJvP z?F95OJwtbq`zjl>_cPvAeo^Y~y&3Fm$@oNX(NST1HH;2$RueiF7IUWxJiE*sIAs9C zP`0G&J8GxV#T*w_dP=bwq}tBevz-+ppl%T(saDvP+HQg_~yG% z=+uvj+6Xjg+k}CZvlIBUnBcI3e&I=1fRh0M2U3MDxlTG#(cylwQD=&!+8B2k>{KT8 zY4c)(BKRdK%>+k-(fZGJ2o*-t7p~D`B49Mh?z*XVjK$tPZpFFm`WAm@ovrj};Q5IU zd(?{lQs{TwC=_u^aNQ?nTr5=4){--*V03c(*777BC+;VYI}sS3okK>Y&Lr37GNNmQ z3^mPgv7i~q9E|J8&j$}l&JF$s@2_hGzMyRB+e&Dci%~Y0kB*c$1ID6m;0D5?jzc?~ zQPT(Q@EwxWw@>jMs!%d_C@3$`-e9Sz>BAaLx1k!XuVpMn`+ZXfIz;Te(JhL%qQ(+? z>IW5f*)t^hyeSE(^Q3X<#;9Y9qa`ukqpN2aM4tD&-7ek)H|B&nTgjZXhe`{Cb??fBL>APs1F@P5fyfQWi2S%W)bmy% zrg+VNQv-{yr%uWUu@AFYXq=Ewrr28iJCU9#>EK1OPVVxk+`FnOt4)e>+i#zwhwoUH66ArCMvP;ys$of{Jd7_uF zw6|sci<=JhsIG6<5<4=T|E4}807Kj_-2{OE`jF|W`*e(ItU6%PX~u12>>R68aHo=| zE~ouW5M84@E!PtIu%BD6d4Ue>cmmrf8H*NJ0L-pA9m~p$*azx7DTjwKq}!sJ%?d_M z$=e{m2)%S%kOi>&)*zdxrFki?PhEDvdN)4dz-?d8mE~rzczgI~CfWi<)=w7TQ*M1j zBLb(h0?KO$b8n^oc1m28d!MCPEaqUG+Z&fw3!gMob{s-i0G}6*zyG$mSwqikb_S+s z-!9|cyTAvJch|0jor2nr1BWwU*HZX5mU%s9=<9==q;HT}&-yBB0je+4A-P@A>{2Uk zWE>XBWiu9hw=d$bt~hU6!*BBTDbFILYqw7O4)~_=M{1AL5R2*SlQNO(?bC*Jsb0#= zl(A)O=&j;AwA^o-tOZf$TeZfMu{y7tI022=YnV)e zINVHklM|~iU)K6j{kag%kRWl00SbqH1PtsdH8*_blXp&b=m0T$es0@bV1_hrSHd3d zMnh7p7nig^VBi(6lA~7d5#p6sSwTw*@%Cu4Dt-J1B9RfiRb0S#I`>;!096oaXcI9Z+# zWFrg?G7{AL%7a8rP+ys7ZS(M0t=#cioP%MLIUf|!MWhZY!Eff8pfCcSojie$60%t4 z+Ir1obU#nx!AekpHw*D|oUK+YAk+58pw|k^e5WLXZV+k0?OiM#3sS+x^>D(?cRt>J zp86S!GCJkqxmXe$OHw}w_aOQXXb*BzV>MW}pXYna)i$#}qJAHEFF!E5gCxCm>{Ig8 zp0a@BnIhzmb{N|1tjJJCFM4YIf&{6D0Gl!XX4)?w)hJxniH;Q0#Hp2j-^*s ztH=N=bqA?Nxr{Bv+VNVs#GXN2eU>!cUjqN_mf^WKw=a!m4CyWS!I^=JTFfShRh{h2 z>Q~^^|d8ifA(WHtlG$fO&ZlZ+30VrpPIs-KAr&x{Bu| zlbMqc38_V7Y+Dor*@jYV)S*u1JzS`!2JD#vaPMm;W^(CF>SGU9$WBT8glij1J?#L3n!bV? zOD!O5-3$n8T8b}f=A*05wppxm!cy0Kdngz@s*7qEE;VN~=XL+0Wj59JXH8w*r&ApP z``lqbl^jELK!S0|qu)A}b>L1j8&Ghb?v4O89xcKyT-%)-4h9X+OsX1;EUE0N(R@## zjH8)477h+>Q-(KxuFMdmOY_f-gP4&$;f|}GqAQeG);WqoZ_ne(HN%T^(*Gx6ka>s4 z2RCCBfjrBCyTv_Yg6&{g8n=WbI$&JV8M#@w)uWziJlrgBo-0$ZnDeRyh+9L>+So5& zjCfJSl?GX_2W%_Jcph_VB(PkK`gj-F#UCLgl09bU1)i#@KJ=p~eO>23i{>wX3U1JO za@*cUCIkx9L3tqjE$jxJo=(GNWah8_&8i~#Ul3vgU_?`RoI(tqR>fzLA1qsAbOEmw zs6vTAeAhaJzoQSQVmaaQ^wQ3p-ndkMvDBUk=z>>%@d@Qw^Cs?RCP3iWgX#Rd%l)Hk z*W|-=vTJV)#BsgA8ob}Lvc7hz54*G(So%S3O>W-g!Gyl*n?3XU8s=@~+0mjTMAa{Y zcI&j)E3sa)LyDd38#5b;e!kG|%&Pyif%qk$j`QzbOsv6T>NsqhV;JHFww-E})t5p_ zX{Ku!1LL6(IRcIw%Gc$5`TC7qO~gZgK3j@Hkr(ObV#f%y0JyKYt-yi>z2DxmB?~GY zQhu-50p+^!w5}0mK?g>SuE##$@o*!Zc`gAjJ}t|O7e!300wIewq@Q7N$EpGOYft%Q zhju!SPSs2*YD%J9DX!&&jR{f<B`ZyMas?6=jbMRND#h(Cn3KoCk8oucJGJo+rQIqKq;; zm$oE$CI?lp>$12tt?p0EGuPpEFiQ%=^`m2$x?jxrcE!{hF6vcLo5Mk?^0 z#^aFISSTJ#E*(bk!ii!?M^vncM{Ew^p~N=FovKGHy^V?kF9r0hzii{U>Xfy9Z#cWG zxYFRM4&Bjo)Jc?9@Oaxq1pI2mg&v@%BEuK|hDx$SHW|_ol^X{zuz>~GkCWeqL+72% ziX;nrWT1Ih-a9Ea05rrk=T9#F%y_Nqf@#pFo8oPG%qN@0xy5E?EviaJktqqrF94Hd zh#RawJ@PfPW1`1pT1kGkH%H;6w29eM%Cl}rxx3>KQDiUE`=z9B9gJ_5@Jd=i{pWax zj8^DXY<^y%V#@zk(!&~kX|TP_2w_V6cWih)Pun|Z($2u5@$ziJShn2K*8;CNuPm!H zC}&dM&fpG{R+$TKB$(ozvmID}YeE<^ofTh>Ce|g@3lVU-j2aq#vh^XveiK9XkuHA) z9!+T;`~07m&st6=MuB$n7LXYRbPfMz8!@I6u%OYVYHF1W%Rn0h_c__nVLVN82GUo) zH6B0hLm!q=jkOIP*rwL?tsY%loa<2B%=ieIY$%TPb@0>ZiWj}&&BC<|V`nW75KNYm zXX3Eovr2rps0?1mY{`ssyD}`eFEA10-$~6#!YEr(Fhrc_Vy!mxR7HeZ1-y*y_4%Ql)+kX+4(5m#`AyTL@hS8~CN%?MnV=ekm+v15#$B=ahPMYhq zphp`?jY+zQ-(dqgRi5IIYF9RDq7*S&MrxF`9TDbKC9A3R=2jiPjpvXrG@6IBv5Cw5 zl0!mH⪼`|wZlDUlFcGaX(|duy%ujN zZ5_06)Vg>=+le^SpN*t-nJ#W8veblefX>8#a{?9S_&eKEcZ#x3-FVG8VVv!+rqV+< zluDV%DkgjqzDZ+LEa#j+ELb%(PFS5EmQOCy8krR~mPPTmGHF6)M2?i$JRj=7qRrYT zUyJRUr8CT-QE9(UR=AbzlHxB1_8}7(Q%|77s#N%uH_6!I#~u$L?vpV`<30ttisTsK z0ez&bIW}8pFY!#HxGS*spXe9(M!|0^zU&T|9pCA}S4_U_iq*UKsC~Wi8;6UNL-Dki zRt#_-9~MSw>R-FZV$gQQ;Ddj4wod?NMDYMTSP*>qly_(W9#);KaRDF3p!c$f+&XR? zIA1_z$-C(XISnCP5PfZSy_7zmFsHRKNc><@0pgG0r$b9ZNOE_v>-``5~`Eqq6Xsj;Y&>0e|ZJS zXt{NiG8l;t?!Uy^KnAAIW~T|0Ax8y^Vkb^H~d? zE~ZNW_LAKToE{AGOV1=7XQ>n0dZZWQp1DUl-xrvEezSYf8t?D@+j|Cq&9i;ppFV*_ zZj+h+#aB@Qmn-Agoh0-ToK4K*-FK|X3(5DF4)SBeS!U;0lbh2APbM%MpQR_hG7E+t zKNqF?8V2yh7Hdp!EPs&u65wr?p3t7}6KKZT8v+`CVITXQuGcMKI*xD#G`k-1H#Ra~ zwlcaZm=~Y=2;|Kxac9_E=X5`;<6EXS0C2V`bR+S}2qT97O!_=rw+bvp`ogA&dM7;i z?_t->xX<{%0JA@dcGClMP;faBd;kw-y8+qxiR%M#c;gP{Is!=A6LB3cJ@y$|IMLaE z4DCpmEJwTzah%>h*j&O`@qKb=uR$eAWw-LsjjRB?fv%weI{o*zEmR1e7!%`N05;=& z?(Un|=8LaT{fG@oX6!C4^MLugqsfw%?v=P=e`DaaklVS9WWBh%6jrr_A68)O^C1|_ z{yTLqhrl(h!O@c6zWu8NP(Cg$d$WwDb3UT)N74~#Eg(sg9{X}iq1nru@Q{~Vxqey2 zD+j>5uEYW-uUpwat$e`o!?3RC+Axc($NEd$?OaE8EQm~eTp|abOR%cWPrxofx4%B0 zHIy7qaGpaB**IL_h9yNf%IHtZzmpCU3$&rHXLopn(wKFl$|QTH6lcI)u4rMft~VwK z`_mDfyD|-joy0d&YQjcHG9<9s(cF5D6GC2q`Pt=d{L9E$LsiWxa^#+z^!TJ*8{ED2 zC+yjMYy8!n68v*+)tw{)=NBTu-E7iYIb38}HF;W_8*^~Ee~UxwA14GMhh?I#4s0xg zWTi`N425NNJ90fol6|b3TL+~x?%km~XlRWaL=bZ25xKb!t(N-E6pQGMlw?Z2xgcma zpeb-^I;~1hmM?SWiv&p@Qv__sIc1ok$I3Rc6CL=4mklw!ME-gU*;a-n;8l$Au%8%M z;Asai=EEj!)}*t$Ph+-Y;H@eEG_9eE0X(f+Qb!dOcq0@pQ|wCrg$+MlT*cGJv=>_r zd>RnaA6jt!c3;}C79wf0d=V%wA`g%Andqa0k`lQ)K1LiZ8_nh#kliX9cYVSZt*c`7 zQvPJnd^^Hv%@bg>-gNs!tY3}kz+XQl@ChJv&d& zrvwj3@bAc5K7P6<4r|!b?V+w`r4N=kT12{9Of8Q!H@t1Xwuh3tb}wrj+O;v zIUZVG4)utk-UrOVFXL6Nkkwin*gN(?T!1z>Wv=Dz_cffy%kv$#YiQ`Roqf6vka+wA z<5}3YH_y*Q^1ARP)u$z`w``EbZ_N~* zf8Rh%_CHO+$%aW{b#=c$m=Aqgdd&KJoVlT#|U7T0mYde%6pQ zR(`*)cE{#$wStC@yjJ5sFy?_%sS$J^uPrv9Rr~LjB2^ z9hrxBh0=4Y4B;0Ysc-uh@h^|T3@G~eH1nX;M<`gx7LR&N5|fr0}-zCksy zA3Sz}sNSL@n#@gKx+a@szhP+rodx%|a7Ky2l3UqNYrGt&QWa=x4aT*cZP=S)A3*-q zPq-S2r3`Ae(%?f6FAV`Oc#lu6y;(SDWQk)F9fUz|3SOH@52xIxu6Z=rw?~3l$+4rF z32A@*fE|o&|JZ#?=RBiRADv7r=t%Si4HK{HTy=>TD!<2kxuX|yvYoRJ^l`>I^`uhY zNOZc%xgHbGluD8p65E_Vkxi+v87B=rz->BTbbANKutfXlnysF#_+>!NW!K!~Ht*sk zWoRB{ea7ME_m=PH;IPlam}lKE$t%kDmk>#@UyO1Fstf6)5AQpP0*kK>8y3~)Mcwld zi5!ODl2c?->sIl8NF4#>tr!?TQ)#vh;F1{|e({^Wen{_dzC?Hwl$@nrIpC63D0Uf& z`myn3P1Q2P#s|ITKz$e#lwq${cog;?KZekXT-hoG!WcV#kr9*b9Gt}=#TJSe44mRp zBASXz?m>n};B0bn#8|j9DFDIA2*)I1SZ;8$7&M?85aOEiO{p7Jc%|61%3725k%-l& zG4+#(S@I&|)Y}ec!i0w>E+7(ZKHSvF;gQuI7J{04^r+xZ3-QE{77P%BN?4fzI8yxb z&jr#5ZcN8TQHmYlWVGNcA1DuIHGLi9hj~OKxh<>>AQ_&MizQJBwqxTVf5s){Ob%ur z9sO+tE{>~`2!iCv|K6Cm!z^h)gUbvfOF?s;@GRERQs6nrOsc+8$O`$fE^r z8r>EauNzW95LR18N6RjN^q@#2xAy>-c!7rXb)fpqSA`tB-Tn*1C+r+9KIJ0%Y*9?} zYY0I0`ZF@_)lcOxJHRnmUPSkubQAi*jeX>0E%N|!5to!P`VR$N8504ei1zqi`LC09fE#DDzJ`kg|ycn_cLIxk$w%={bV7Ytx;YfIniM`m*M7b0GdZ9S9%(uChY6E-7cCL@nzrhwF+M6RKYCQA@$KgI6~ z5kWJcWq$EDcFM^KjU!7bk8trk7#$5B31?79G3>zYJQ(c+D}4OO$T}kuMV}Ur7|`uQ z>?klTM)3d&u{|Px0Ey;>vTN#f-sbbWp`#HNlnu&rsW!hqZz&D zMeal(efFCyz`c!-FXuz%-6=e+mt6;bm?|tzQH|aDCof3E^D~!sRuDjl?3^>f#6$dx zw0d7nDVe2nP(mOT8B>%s{kOxEGgcp3J#L6Pcei@qe3B?eMuO^5Xul$sn&fSQ5adeo z&4x{DnHRdsh7odvg{> zPHZ1a9@TKc8f)M061o^6I(c8!@Bl)tJsR}N^7lD<1S%;uhU^pLE*aqBf80V~ff+g)>c+U=K5{CG9J@B{!6p?0`hqa}L-ec;iwk zCCf8Tw8J(|Z?&`72?zO1G${dco z1@Rt7+5wd0cO__lgEj@iF)<+Y*yq{m3@HZls_*0V;UI`>{-sE;Nkv*!&zW1L;9q+< z26o^)6FGu=MrDjS+&;)n3qP7Pf3A1wlbAv)p}426V@Kl=%LJQtLCz>(J8|&11VS2e zf!Nn~fg%}iFw!gwz7H@Wd<+=e)tRhMS=)n20UKOw_VYLrsHSL8$oc?MTO>$%Q|jKy zS_?aD23=!bC$PQN=T(L0l{_@^t^)Tk&Qa0ZJ^c22jY$32O6GdqW^Ov$2v3!xDST(Z zY85ROZX}kbSN>=V1M-pr0NOUU0gV*I0Fk84xJieCBb1Z`uV@#2{xrK!+vjZ)ewpCI z*{tXesgsz4cxrk#l}rBV<{5i9*UOsN+2`!6*OnxJxgcg`!bXqyAd!e!tc-wLhOhJb zP0Z6s>;N$}3@m&?3ANh9=xCqHxul?Q*_Wz?YPTPnC#j68Ur@DMn}vgEhL=Gxg$mOz z6{$1%8?q)|?ImrlqXd&;O zSXOnxk1v2(IrSYcv(#r!Y&Mlur! zc$be#;1!6okJ;1D&24BoMA#E`WGZ^<;t`S7P5LBs%Iyy?m!h&d^A?wT`Y2*%DNo4v z<4~N9f|J-9NglHT8)63J=0Po{ZO)}zLg<9m;ej7U*X`TXN?dAXHqIBHM#nr}>T2d3 z-??ISk2G!vj}~Z7jSEJuvRQCs^Nh4N3R~PC4c?IK+|)NWq7EWv=Mx;HasFIrD&!9{ zRu6fT-d(yGyp&qV32ShZU)`W4c@j}%TEHN;Q60aPy4ku>Sc#aG*_}L%iq4>HViDTDf>WS2TGBPe*0 zr74}t0Sz(QvqE8q*&7CMoe2b4JOf0{?n4NM@&U2T3T@jgt0WQ&7?$~fYpwK+_YxB+ z+A3$ca+P-2f|#9YQXF9yda1!r+_DQ;zJrYG zv%2XGJ$u1Vw5;~@Ow5)Ny)a|_LLLTg02ZnK8SGMDy!~#1PBTS$%=XHUY?1DC&eVN= zRhY6Lpc#v_m`z24d$Ncb59Qlq+VVfltVxY=u;!{_b`a}bBtx_)83-eyQrxG}6EU`k zLPiN4OTj_kV&o{q{kRcN8oABNfS6Ru^q6t=-(5zaVlh1GK};>xURLMogzjWlY4P{( zdWV}_crD$#6UJ7(l~hObiRvETX7#j^IV%K`W8uiVQ$9qyOoii9v&D(PTM$PdlLf`F z(i}ak>}~nfQFI8dlGewhxc&uVa(3X}6gpuSfHMlroCF^}5_v+*f=tVUwtxNbE7JV@ zbU7`)AN!4nLy?mnF{4x?SKO)SY@s$>P%x&bwV%0BY?c%)pl0P0?0+-@F#nLO&4M$p@6_A}PNBnD9^> zw}kd3bi!%1qej^WInt+PPf6f6JB7g?{En|!wreA*s6+c=chG%M9xMz~7J0c)NJr03|!;v?c@EPNi z#Q9A2#csIdGt>!^Z>{BhH3G94xd%55Feh`zg~Z)y*r7xFJe^0vn)+bselQv|3zmz` z(e=|CkxhCVzbt9y_Ob~sI}+DBQ+P|34GB%#x(6$*Kl_7x5;OsW5#WsGMM{;$kC17^ zItY5L~Qpaq104_^H>JS8MOf*@X3ZbA|{V_U@GiiRwDb z3K9$Q?Jn188h)oDcHm@H#VJ=|@M@((T^Lw6K9pU{u>Hsi@v-PbaYp1eagAPPL$i(-XA*7v%A{|fpr8w2Gu(B>A)>E zdbxVw!iV_MPO@t%EF~MekF_ilgecC_xM0&!n)>JaDw0v@3YesVHQF*ZwK7`~f3jhA zW_0wzkw6EdCAxe@$w-&^=vf;$SQk(51S!&6h|>q;0#Uot$!4@Ubw2Z$t!M3?!h zG&a+h)VN7Egwnwv7u6E7K<0O^brtyuo14Kv*jgPdTwX;%nj13lPSzw}Zg~xu56F1~ zKPRmAqZL9SQq@cb+CKa%85I?hd?n~2(UY5^8ie9TWzm*Ej>=gUtk8LzHG2(vHrWVK zrNBnsi{%V**@zR3I12&e1{!D$j!JKDTV4=c%M%1oeD1vlPbc8wPsbh^Xrs<1=|b_w z48vQdurUs}(v{hq;FlddrF>)lw^q*xcSL|f@X4I**wIQUx!68wYfi-dwRY62a51@R zn^P0H7}*BlW^!>Z>f4)~bKLmlB2$8PVZhFfq1WSt3D=8KCBfxU1$?yOVo9N-B9${G z66di*{aUJ7Y;raVFz~4 zM!!%SG}MrSPN zQDN6seJBEv(+7KR!#wQbY5f6>4vS!ygL(OPi&yA;o2Ao0W9A|dyAII|OxQ$=l!G4e zzE_g-N0)zhYs@`gSAF9@eE4}l8QU2BH}~hK_Kz6!4-@on{R0YOVq;@q{ipG-&HUeT z9-jX&ghbt(#1)->_(25!CHTh`(r5T-5YP(?5-<|b8|wcof2cw~8~$raFJ^1w^uM%C zXc=f32-tqi{)bBR&wvRnqemYBVr(6Wo9K{Wnd=I{*SisPZ&Syjs*W0N&f{z5_hn5w)U`^hztEw`R_ef zFm|+cb}%${B=~m}75>*=as0IZ9o_%MY2y69Vg3I&P5<2d7to23fRUMlh2#GvH+i^w zDGo25q_(QI8)=WGTS1H$p zm66Knc%^P)1Plm394G+LdYF8abRG8F1)zWzP~f{sX9*3!mXx5b$(aHJi9wHG(ih3H%TN>DUiAcjY(1}oLs{m0hf6B9f)7LNjlV-gxa*3 zK9wkA2!Ff!4JOR0CoRVZ{e2;}NBe58QDD8G>q3d-Q_$Z<8qA~pK!kr~w=v3XOPCv5 zcN$E%M5M7a55}8^4)I+!X`J!|Q>dds8?Z4jLm8z^s-r zDcec;IaDEOYJKMa0IKeoG43=jOJ5Z?KplRe*X8*f zz7{=P(-z{vV00!}8AqnXpQXYdEJ>wotm4h4GJ~`=ua+8-D%}UU9Rd@=1%$c}S6tjStpX>z+YGhLrPbBR1m$gE6DLt5#ZC+ge(S>>Nd{Db*)1 z63~V#>DMddX_jiS*i@l@(vFOx@^aH?<_Q%f+49mSW9fF&L%VUFdc`*O$C#u-D+4<* z%^+gkiWLP{VKhYZ84>FJPTMAQ6k@&COy~upJiXZ}RoHDlUiOIItX*GM*Rs8pYBV}b z?=+^V6@RlDU=YYb5uC}n+HggBnr;-su#N8hl3ARpXZTyU%5hg{5KA(!VUES_xF|ie z<5I8FObzO}VbUb-nusS>8kw3}CtfE{kksHJv$RW_1N2J1G=ADsoJC7u5Io>0Qp)ZE{|__+l`&Adx1q)}NNY z*59`LXxrvAKOyL7J;vl{Ikx%Ku87}&U;EAaUOh#b{- z3>|n@ukAlbD|+gv&1^k@MjHJoEvx76jA+3I=is&v5W@b%-BI{6C=9#JU??UJIrSz8 z5Fw*5S^r{M`=vVbs8kSgB6kyOow*@{UGo4uY1hC9=1~C)ArX^_5C}GBhy6zD*@#vwYnppiBDc_) zkv31W@n;_C%aXblHCJ-B#9_Yk%Ydcyc7HfZbb9eDILg!}Gb^|#SXcg8n{jgDbFgaM z(`C!?8@Yh|G5Zh4`ywoT$I}JS^H%3!A?@%|=F54WF~1K{hR0Fn^z%};(?Kikq+tu~ z(jXri^9&mBK{;S*U*e(M3bsp&FGDkAO0A&SOC(zP>KPlBctN{%o@byGbKhQl3a&cH zMcn|7{L*V`CWFf#z=-=|=oR3n_&TOi)w99Nhpa@|HK_t*KOwLQAu&rD%w&skvIsTn z_End5#gv3vEseCLwAvvD)ip9Hj!VJgd$jyfD+xqrkY(Zt6cm&%2KyceukQV}$s?y( z`%pe`^#*Om949Q4X#;#C%qPHPef(Ic3*4wXsMImIBMFCJ>}IhxJp`M+f^Bg8)A&9> zKBK?wmsR2GZoe*HqbX7mM!BTm;vfM^cohG*tYo2+#*j`>&y2&;!~s-+VZGh=G)hgx zd63#z+Z&#<*My3p&G660`qPlaDNjWDBFvgLsYRLbzW>#%tU@F*0RJ0PW5kJ5qdRq7Rp4Hj>lZM+~ zO5A3C8eeI?xiziZdcRO7TKQ~y{r>P#&Uoi*cx>|c)i_6eehXLAKk#l z$2j(RE*|~(xo_wqHadhsVGg$oIVGe$aTo2&`BdGq)_zX2CW16eQXj?^hVgbU^;5l% z_*Z3?MVdWDo_Hh4lQJ>u?8+vO%X*LyNf2p}7>E@?YL%v}s$WiDpKPC?Pupg(v_Z0| z`w&67z-Z{HKy|{(mzdEPYfzJgG)N-|^#?6kB{~c2e_%Md)oRgX^rs+#&R`0cZ#&5m zGgJz88^TH`ox0uI+s5O|SKU5(q?E5qO5Z}i_~>QYR8B^fEQ}$|I=P8_RW7XzT-B5qJ(34RG)!N#7+g?o&FKQC zsf8zcLYhE1Mp2Xxi%rla3Kb4ctfTZd3mwTXNJUi)<76oxsCbc@;H0a#mvS3|A!9nu zfd|O|pU4xWRx?wg;2DXg*F#G!as#3QAA zxL*$*VWB*TGQLG2^6J6qZzicmf-=e`ofH&cCNMnF2f-vF9+Nth5n)U#lg+^zB#a}? zSXAS^lJ%jn%#*fopRh|oSFFc|*VadtqU|r|g2)Lpg{ae~g#|^*rG~_X29$D8;>`H5 zWEBOM;+aI0@_1P!1DuBN1DXi`6a-XkMz%w)iF z2i_usM_eW0i0h13N1U$EPrZtlpZ{vXEE9o30><}bSiH5sFcBGQ46%F|1S1naDZJOv9wsPMSLL^k~k$rj>!5+yZhcN%KNJ;Wlu2Zl~&=xN{-yGx4dm6Iw`to>Z(M|t^PkTWMtCd7E^!%<1 ze=tBNrscq95*12=UPGljggiMog~;?g-13`kqX|l7x3v+Pl|8&YcfPa{{@BK>*{t&; zBX?2DwI2zsJ8YZZ#%ix7jprADg2H^2XJIT`kLc)J(l|e#$Hl#Ivz1TFb-C-->HFDi zPG9xZaQb++erR_Al|A3?ilH?PwxSNaQ`hk8VJ@+O?HUBZ)B;*$Is(F2$A#n>$T`tj^ueko&q?U|g@ z3eLazer!3&jGt=1?l`^W_$;-zkyw~t9Fz5N_)aV1t^3Wm(H^}J+juaj`rPrfnT@Rj zC6?{swau4>3!=yWmMU1lT;mcDn1~_`!^rfPC4qaC>kflgV*Bssotb;yM;$x)kWWma zK6|QgTFv*C$RDbwzYovf@9@2>TjcE{$On{OF63DWFCBtgFSg=9CogW{NZ~nvv=}v& z-`$a~-`U^f_#Mo~ghrM+zBIG&a6F0L{x_86@5uvv#-9~M*~E@4fB>F)^y)yKyA&N_ zRXZi#Gr*fSU|FnXJCJJ7{C<-!TgSwQf++zpV5j_q>a{i$zNRyDS-p-wj0BkTn}q~H zoZ9J`cy=gL`vtK`dQLgG`kR$|hE~cZFti@fTR@87^c@v738C7z72?`qgX!M;8R8Da z_TXAdY>gXE+;@fh?Am8SeDMzymp;(D6n%a?TH9a*2R_K=Ub5%yY4A`9u>l;Y>*hV4Jsk?|2EN(w7Ix}CF70{3o4yGgzR%nBH!(u|<JSoBNr@_r5jJelq-rmO2vpqgq6unufH`s2tTV#B9RNA?W zmQbwWM^`JHzXBK;;0wJ0#eJl^iq3D;=`&D@2dHM|+57UP*KagmVvQ1jm=YFd5uHH2 zC0k&1u&`4M$dzDq2Jw7(&2{6cnBZ&+&+AdT2w3C)LV8d7;AUE=2ttnVmk ziyNIVJ82rA%L8>IP+ulcxd*^m(plim`7g__xo4k4x~dI>YGoL(FL(J8zlv{At}4K% zdbnS-d}Bg`Q+`45G2OTnO$VjnrWLb# zvUJaN6t(8Do?k5od_8Y}?yZej;y(y(CwJj`$8}w;gv3T)GhjFF_$efIVP+S;bh+jX zUIx?;M7E8S5sw-A z&$D(y-IT@8-+bWt{F{R;?XUa`T?|Sw2rO4djdp|d0zql_xi32?Ca^m2`X($)Y?k;a z)Q6Ek78QGtbx(1Re2+X0G;Q1btBlpccGhN2tntr$)UwRdq*lo+{x5w`V3c0 zzYhn;%<-t`E?=(33Vh5A5o1J`=(dojO`wWCm#9>s=Lnhy{b`XftE&b1tb`Gm7UE~g zdBTJF8)_zr^e_r5dh#6O?P`Pho|IZr_;9W&kH4oUv}u>3CE59jaU~{E3WTKHFa+0Bb)nA0e0y|9X|XIhFtBC0}bUC*aKXKiXf=%yV3PrE`m}*FmidDa7_9T z-E@lmOtb;EYbC!z-#fwAPBK<3aw}~i&-Ae^1O=@tdtdHzS|q&$KERstrmuV4>ajnM zNFQ*H-g7?e_Rpf%RVuaY&uPd1(rV9jxyi5h1;3@AA1zL0$X6xGd@6^|qBLj~B1Id)d<`R2($~Fd84|+489O&NoIg&Vv=cXk{T2UnL?++}p zE3&HYM&+6QxbW`5tG@czt&QKF;%raZL+|O(!^M{4UMkl~rX5%~k6m8wo)uALRLvVz zJSaC|-rwiUn+Yuhrlg%}u1YYGBS+6noP}kgJfNXSPCh9sm#cSCk@-;_sIWJe)tfA< zs&aO2>G@w9|7|vD-U%8h;-7b;=TIU8)h)n{afftGG^A;jf$<8#9DD?x>}4 z7gF+o{@n_ftVpHaw{SA7(ILgQmq@(~yrk;tX47TOXQ53}4yf*1#?x5~tR~~G=*wvD zh`X>VBzHlqD?hZe?wl@9=Jf78qEa=*3OwFeOe!2v5AeLZ=OWeAs?DTa0x@WU5m|eC z=NMYWRADaGtq+tqNDl_f9iwHERJiWvmC+Mj2Z3mo7GV1Tfs9tryp5ufhfR{vHz&%k zzbzwEy&K*A1EAqs{T$JocmyJvPW=gtF?La~y->p+R_^D^0Xm}t*r8#6xL z&MWENl@uR|S_W^DYm**;3@!JmL+{xOFN&%b3d_pU&bO7UpUVs+DM(No*1XG$tO>W`7PtB+0kuMRc-S0;nB*qkvL;5bD5*k z@ki*7E|8)k^*JcHjNSs}jSkBg=;uU*ysgTh)`vx_e6yIdM}wp+;T?*yMH`_GSd`B7 zw;h6x^D2doHhwaKVkQR0Mixs6?=K!lH32`y&ZUJZ_>ic8x0!`KXjv&Gvs*dM>m+LB zl#r~{h;6fr6%a7N;sc=c8kpUIBEt-?yWReKNa8W;6{m zIg>q=o5LE*Cat4!^RgqlZF)z@)1$!&#Ad_s_wR%H+_aD!cM zc$kWy#R_7^B1^IAz!nf?WI~S_+pGBifo|0!kR6*yq&?m`ce`q(jm2kQUV+7!jjSmNXODHoeM0WfG929DJUXHh${*RNFymKr63|;5E6n& zBLaT+V!yus@BcmD@?2);%$b=pXJ+m*zx({o-KgEQF*?RcS&bBPf6KI`~?x)&H`v#HYjZw^P8=P57Jo@%}uWGw>u5W2~-={WTps~StS`LOu8AZ z>rwPByVfa$@LcktGkd>CWr)!7t@tMCMz`}W*Oo-Z=q{GV4IH~7g)J3kp?%P>T95PJ^q;@pYVdJ>&JXigGV)Sh(;s{BsbP1?mNV~im! z2YNYaq{OY5;Bqg6`Q38&@Y9J-!qz1R?5D0$v@dbBnqsV19J@1@EGL!U?3l?9r zRA~#tYS)D%+pt`(XkxOY$*y<>G?%XH*fL%M0y28s7wl@HI2K+_s8KUyx<>ZACv5nK zJyP_p71i^abvk4^K<6;idAaC-ODj`#RGjV+7sSwJ0_LTBvH%jOI z(;0svYX*bd6X%bWnkd}HR}9RmR7KyX<&uv-;(Njx6Ud?;+D#g~@%oBp_0wZ4l*}a? z*=Tv6e4ADO_b-SDID%j4fZ6uZM#P@d>&hTjRLandgvIuR^_Mb{j8pP#IR~fsmxU>) zbH*e{gpO|wHwBH0D1=_xwH@R+y%6kA!Azq;J5N)=dSods@?LH%RQ6#ryY1BI7V%TR znLzf;R>3oi2Qs`52r3b|ac?wd1~T%FCrWG@2uP4cztKFEdh0W>_$g^uiHw|ZnT>vS z7Gh3rNSv}mA{3s_F%eDGR=-2tH>ws+>q#3z#mf`Ioy&>Mg7U$;3zW&MGi4k5&2q)= z1wn-07RF6eg(koE<8?;!q*5?#vy><7MiKM6w zV+`&lEP!?4E%0ur*M3JA7d6Tm_1Zx?*du-cfSht?v7+0XCcb@a)A)3cD4m{#KZc6>n z3dH%J&6iK|MZRM=$aplq#j#=UxXf*G`&(+uCiz5<37>R!h-@%2BJzvHF+pA0ZWXOx zAK6Bgw>D#iZ3v&@FaV9yLSI@RSttBcsmnL^8A*r98E+8ZPmAVrL<+z$+ zA>SG=9aU0NZ1@=8&7^)ToXCilM`JV3A$kIG!+`I8X1J94BOS$BKJm10JAH!kEeZIY zD3hUvc_Byb$n~QqY}d;5#asqsQA-_Jo(xYA6tLI&NvC_G5stN{*PbIQPQKgSxg~pFu0@zbqli^{~j4xn7&kFrZ@@DI1hhz!UAa zMr;?4Oft@hHCV7zy{tu3{mY5_%vq!e8Q$GeHx?J@Pa zjkp|%yOJ8O(q+b}EgNw~xP~&_%;ME~nL2K%V$m}m!(YdYhc|}yn`wlp=TY8CAr+O4kcU{WFG~)b{hqi<$ zavAc9sui!%ltjcMY%8{JleYKVasRb)-5UN%f=?Y)Etlf;r6p{WjL;^oXRz*eUzH> z#2>Ec8MAuzF$Ij%7w+g)o7Ay5agvYC;%bLV1zL05HzSnvN!aemqbup8_-kE^GvyXq zD;QCpzRew-@y(!DLc~PRkb*BOf_G02Pu<2TIq7rNHI6^TvEUswq01MpH9KQ9rEf3C zajaDt-4baMs`Y*rx-@6iQpf+fR0^x$>wa;DxbTh;{PY#WMb|Q_b7!t0tNr@Tj&9sV zo_n#Wg^E3c%D989+PY8|Yr1JzZ45KNoplFkbmj3dF>bzcUV2@ZmS911x4xu1%3(Bo zGbQG*^RykVEwv%Rw^zx}XN08alrHj%kl`WX50AzA#2hVW%?QE~yBpcFctXyUFDK6h zI!n3~_a-U|g4Of#gX}|^r4w(ccOcH|$BI7rvCeLt=UTXJoc_KvVdwyI{!uN`h1Kf4 zw6D}nRJq74`c(1MTT;iQnfMbFCzMqg!Y`?+3fqf^aX;L$e)Bb3x#w##qJ7WV$}4rK zpO(S!{27ssDBYZ`q8TF{1J$Hmvxhy|+J)1P6zhhpRgDYA| zDn)4SE7YEB8(E#L^JIt>qidbZ6UR)I$KKalP~O`m#q~jva43SfXzeqa&#%=-lGT+%q zepfA%yK!w0n#)Tv9qiAQ!ZZ0ajz7^)w+fuiue*4FI4stXq;>0U&C&rqq4fiSl{-+x zrzf9eF!UkK%ryt2Jv+KF#u9mPaT3Byc&1!0y2MdBFHXWa!iV4>UC(H2 z*mx@5B=GEkmN%iTXBSB8?>@m;OwR8f?RDZcBrGZ1DEeR(9>jV{>JkEyJxe*V@MHQjN*_8sTA@5+J;B%*Le`(-0JPUhdY) zHd&ZeNdDi>-uK{lZ^KcDpU(c99|iKQl#NBGBI% zR;PWiZqBv}I7c^o2z0-ig10Tm&_V-rGLXOoS_S4s;4s*}Knd%qZtv{q1dzCZX7)t} zKKAa$5Xo=#!HoKk3^)j2@z}#5AbaX}HWf%F`?27@akxO;Z_WAI`0TUB3<16tShg=! z#CqF(mYmjHQiNF?e%Uf)XhNo@c*&BF-i40LJ_cyQm0U(7k! zFY4Y8?id92i~RO)`|x*`nK)p>pCmIAb2oMqRyoIwiKxK9?V`94fg|Am7d!D;tt9G1fX)$?Tdbs<_8#YdQDaG56Z-rk%aMy!z0k zr#o)CqbuX`dr9S1l>T;{9HZxbjw&`$`g`szM05-?Zt!<*OK}(X$`~BMWVlB(u;N$T z?mcL!IhV=36nv7Yw@=jVwo_wLY?8Iju?4&G!YOuwyX`HBRIlFq@5XZF3dC&JST$iA zeaGYPR7{P%u`<_q`Y_&mXK_nm(fL!V@Uh7@G;RSgLH-p+_k}U&OP7``yBYpLYDZO9 z|3|yV**S;4O5~+D^1x*IF6)8U1Fz|oY%uIJCUKUou6A4(!gRd3wl$AjlwbQ|z8%k% zfP6i9cX{~p(NF#b%l_ooKkRHr#_fDvZQk9XyKXXaJK8nwIIbNLcc*vLdT&*0V!Vni z>FAwtjO^(OyNslT2j&~$Sq+ctici?DyreYwI5dsxyH3A8SvClN*k^FEqts|M4abt= zpMrL9X02~uUTm1kVA!*;a>*#6{A{e!8L548={<*btyxBQh3g|sXO7(5v7#HpmfXUO zKJor_Nd@7mvO3|k(k0#Fvo7k2)Tx)UvOJ6|h+OAGk~kQL)e<3=`x_@6TFE`aar`7?a^CRHl_xt(A@1`NX%m3ddc!r#aZ#E@+-~`Q!`UL$k~` z@kX5$2h$QtVx^cUBI#Kr(bLSCyE1*z1o!73JIS%^>$L=NPCeQcN^`I-eY%O)|l74 z&*#mKm^m9t(tJ^`EQe@Xr6YEZ!9dW5W#m5H2rNwhetXf8%TE;IY_`eE?r;q{3r1#0 z__imxjf*!Bk~1xhOPuXZ4{7+1xQ7UYFZgg4zB^E~*e#k;#Op-;^{?VFtX1FcpDgxtrdgFoJXyeQ$pqiJsQxjFs{w+1)MuDkp3w+v_E?2Hbv=cgo!|MIj+ZOBQC+*DqJJV&0L>}YmQP$*48}9FHKTCYsmMkM5E&KBB zV)xZRSn-l#7OJfVSOL@+?qXEDq(OZLmF*y|s#UUTlmJy&JSVKBf7=|(RwYeCO1rt1)NA#WqbNL^>MS zKSPDic`~j=Cedf~MuleOr6yuH?+o)lrA(t@HX#)fe*BPPh9rmfnO<7S{RJ|SgwiW| z;v*lY96pd4MA>kxE;gt0Pz_kX6F8v}Yqy-@&eRHLM^Ro>VT*C!bQ8KMIA~{3-s8oN zo!MBOHGsu_Jkqo5S`>#?IO5Vn>2vlv)ySePaaP0%E`j&T31gPXAg4j0tR>OdEWPfy z0u2Zyu zs@5yc^VDH1RAA!q@egd*LKj?$AXh?se0CQ(k1ydy>yiaiH#TngW=QrJeqN*Utbfw8 z#;JNkK$oG*{_do)kHwYzS;ki4H*q8ZQ%sBZt!h=I&kdJv9$UV5T+MsatiO6{&w`_R zU@z2wO+UFm^yJy_0*j)?k*AdIn)H!{!QM!b@_xm+W8Uj>RLbG}T= zy;T$WOp|>&#+;RiY4U+)PV#oRiaAD`_|h{o)pBCL!@=}^V`lG5i;43BilPh-W}To8 zv2EvuDzOuH-C;Crj0}+@YiHcPU)5S5$1E_v8r4O44U((KA6?u}-)=B_+Uz;e*5Ny+ z-wK+g2J5)eQA8oAJ!2$EOWV11d8tE8?K6*v7ccPmn2o47S&gX7I@>ef=o6}^xTpLtl6Aa0(o1$&?q&9RtcE_X zsA`gGpkS!7b-T=w)=FBw)=XaY@Vmk0Zateu#|5_wDd=`{Um?vd*>R z*0rC9ivwbUu%r6(HoHBO&0EN-=8L=Ub&Q3V?jD}q&4g4>9+3}#ilS@kB4y!uca8V< zJ_cXv3UU_deW|}gB~9LtZqMfGEYn@B7LehvS-EuJ+N{QH&K+32Tzrk;9vt_g1S1ws z=&^d;X`0cZ;TTiQlcp_{R&lqZ6Y3@HS${De=^2;as&L7l3OQN9*6C8{8Fkb3*743s z+sxa3%?HW87Br-PWLSD?HSH?)XiM|KqNZ@PSxUMFbjI397gPB!XJhbG^W$s`ll+B5 zegrlAMze?gj64wgw-eAGNF+%X*AAhHxS$Q2F2X#lQ_aXfGsz<#lS*=yh5hDwaOZr#{!3w9k3M{Y>pp_WOTMB-Y@JH*if1zqr<^%8@hs#Jipywp(IzE{jB^t? z2~SE?bWOUhVu4ul3^?c2%1?A)AY3}&}D?{7Aq!hgLVmesHeJLxkMV{i*^ zxHNFbaQ8KD!g!Wu3M!20h8!mam#qfOsPvBYbcn}(c*UOqAp4H_;Y2w6C%^!YqkkW+ zf1Q7S9*MsJ3~g;=EmH;IGgu!ddv~mlvn|#D2%q?=^aE)8qx`=>4mfbQ6@eiU5}VkiZayk_~k#*Zfp;J($xd)WEf+T$StwpeGp2k;BlFr=tBM8L_% z$5ToSh&KX+j(Du6le4Y2s0ZFr@Y`Ba!rNm3_zRIyRZ&%iLXi?sC<;hXO2CDJLL~t3 zih==`G878pSaBc)^Ah4fDhXW3Z)HDaXdsUOEH+qHx?njRunz&~BS3x7Za|0v^!Mun z=?@)oa6EwieqUgFz}Ueu1W+IT<2xV#?cW~{SoeEq6|97T2fxQdP{)&BrTWl+ih diff --git a/Manuscript/fig/fig1.pdf b/Manuscript/fig1.pdf similarity index 100% rename from Manuscript/fig/fig1.pdf rename to Manuscript/fig1.pdf From a450078fb3350784a1c1affea4f17aeb5d30651d Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 14:35:11 +0200 Subject: [PATCH 9/9] res H2 1st draft --- Manuscript/FarDFT.tex | 7 ++++--- 1 file changed, 4 insertions(+), 3 deletions(-) diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index f40a644..e0f32ee 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -387,9 +387,10 @@ and \end{subequations} makes the ensemble almost perfectly linear (see Fig.~\ref{fig:Ew_H2}), and the excitation energy much more stable and closer to the FCI reference (see Fig.~\ref{fig:Om_H2}). As readily seen from Eq.~\eqref{eq:Cxw}, $\Cx{\ew{}}$ reduces to $\Cx{}$ for $\ew{} = 0$. -Note that we are not only using data from $\ew{} = 0$ to $\ew{} = 1/2$, but we also consider $1/2 < \ew{} \le 1$. -We ensure that the weight-dependent functional does not affect the two ghost-interaction-free limits at $\ew{} = 0$ and $1$. -It is interesting to note that, around $\ew{} = 0$, the behavior of Eq.~\eqref{eq:Cxw} is linear. +Note that we are not only using data from $\ew{} = 0$ to $\ew{} = 1/2$, but we also consider ensemble energies for $1/2 < \ew{} \le 1$, which is strictly forbidden by the GOK variational principle. \cite{Gross_1988a} +However, it is important to ensure that the weight-dependent functional does not affect the two ghost-interaction-free limits at $\ew{} = 0$ and $\ew{} = 1$. +Therefore, by construction, the weight-dependent correction vanishes for these two limiting weight values (see Fig.~\ref{fig:Cx_H2}). +Finally, let us mention that, around $\ew{} = 0$, the behaviour of Eq.~\eqref{eq:Cxw} is linear. \begin{figure} \includegraphics[width=0.8\linewidth]{Cx_H2} \caption{