From 152a879f7dcb06702ffbfcfb5a668d6f7d88b4df Mon Sep 17 00:00:00 2001
From: Ryan Schultz <ryan@openingdesign.com>
Date: Tue, 16 Apr 2024 18:34:57 -0500
Subject: [PATCH] 20240416 - to GC - ASK-01 - knife edge detail

---
 ...fe Edge or Profiled to Drywall - App.blend |    2 +-
 .../BlenderBIM/Restaurant_Pewaukee.blend      |    4 +-
 .../Models/BlenderBIM/Restaurant_Pewaukee.ifc |    8 +-
 ...ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg |   70 +
 .../BlenderBIM/layouts/titleblocks/11x17.svg  |  Bin 0 -> 282102 bytes
 ...ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg | 1314 +++++++++++++++++
 ...0240416 - ASK - 01 - Knife Edge Detail.pdf |    3 +
 7 files changed, 1397 insertions(+), 4 deletions(-)
 create mode 100644 Open/Models/BlenderBIM/layouts/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg
 create mode 100644 Open/Models/BlenderBIM/layouts/titleblocks/11x17.svg
 create mode 100644 Open/Models/BlenderBIM/sheets/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg
 create mode 100644 Open/Transfer/20240416 - to GC - ASK-01 - knife edge detail/20240416 - ASK - 01 - Knife Edge Detail.pdf

diff --git a/Open/Building Products/Masterformat/09 - Finishes/Knife edge/Axiom Knife Edge or Profiled to Drywall - App.blend b/Open/Building Products/Masterformat/09 - Finishes/Knife edge/Axiom Knife Edge or Profiled to Drywall - App.blend
index 2512171..8e8a8c4 100644
--- a/Open/Building Products/Masterformat/09 - Finishes/Knife edge/Axiom Knife Edge or Profiled to Drywall - App.blend	
+++ b/Open/Building Products/Masterformat/09 - Finishes/Knife edge/Axiom Knife Edge or Profiled to Drywall - App.blend	
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:335086f7038019d4d2adf11e6bf89660325c5395e8e8f63fad0ffca5ec0188df
+oid sha256:0df51a582a3c784a8c2ac7085248f7df912c5845e28b9600f218ddc19ec0d5c6
 size 1146176
diff --git a/Open/Models/BlenderBIM/Restaurant_Pewaukee.blend b/Open/Models/BlenderBIM/Restaurant_Pewaukee.blend
index 2e8ae2f..b99d387 100644
--- a/Open/Models/BlenderBIM/Restaurant_Pewaukee.blend
+++ b/Open/Models/BlenderBIM/Restaurant_Pewaukee.blend
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:13ff9849b0be6341827167c23b8a06978fc5056b4bb9c320269ca693f18cfed5
-size 94955200
+oid sha256:7f1fb9cd6a5505a755ddba1dc5fd83b72805d643a9d81e1e1db35084cef2dcf0
+size 94999400
diff --git a/Open/Models/BlenderBIM/Restaurant_Pewaukee.ifc b/Open/Models/BlenderBIM/Restaurant_Pewaukee.ifc
index 55b90af..c2ad622 100644
--- a/Open/Models/BlenderBIM/Restaurant_Pewaukee.ifc
+++ b/Open/Models/BlenderBIM/Restaurant_Pewaukee.ifc
@@ -1,7 +1,7 @@
 ISO-10303-21;
 HEADER;
 FILE_DESCRIPTION(('ViewDefinition[DesignTransferView]'),'2;1');
-FILE_NAME('Restaurant_Pewaukee.ifc','2024-04-16T17:36:37-05:00',(),(),'IfcOpenShell v0.7.0-f7c03db75','BlenderBIM 0.0.240416-89d29cf','Nobody');
+FILE_NAME('Restaurant_Pewaukee.ifc','2024-04-16T18:22:36-05:00',(),(),'IfcOpenShell v0.7.0-f7c03db75','BlenderBIM 0.0.240416-89d29cf','Nobody');
 FILE_SCHEMA(('IFC4'));
 ENDSEC;
 DATA;
@@ -442330,5 +442330,11 @@ DATA;
 #3004305=IFCINDEXEDPOLYCURVE(#3004304,$,$);
 #3004306=IFCGEOMETRICCURVESET((#3004305));
 #3004307=IFCSHAPEREPRESENTATION(#27,'Annotation','Annotation3D',(#3004306,#3004263));
+#3004308=IFCDOCUMENTINFORMATION('ASK-01','DETAIL - KNIFE EDGE AT SOFFIT',$,$,$,$,'SHEET',$,$,$,$,$,$,$,$,$,$);
+#3004309=IFCRELASSOCIATESDOCUMENT('21dZprNgj58gW3P4juiBDD',$,$,$,(#1),#3004308);
+#3004310=IFCDOCUMENTREFERENCE('layouts/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg','X',$,'LAYOUT',#3004308);
+#3004311=IFCDOCUMENTREFERENCE('layouts/titleblocks/11x17.svg','X',$,'TITLEBLOCK',#3004308);
+#3004312=IFCDOCUMENTREFERENCE('drawings/DETAIL - KNIFE EDGE AT SOFFIT.svg','1',$,'DRAWING',#3004308);
+#3004313=IFCDOCUMENTREFERENCE('sheets/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg','X',$,'SHEET',#3004308);
 ENDSEC;
 END-ISO-10303-21;
diff --git a/Open/Models/BlenderBIM/layouts/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg b/Open/Models/BlenderBIM/layouts/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg
new file mode 100644
index 0000000..96d48f7
--- /dev/null
+++ b/Open/Models/BlenderBIM/layouts/ASK-01 - DETAIL - KNIFE EDGE AT SOFFIT.svg	
@@ -0,0 +1,70 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<svg
+   id="root"
+   version="1.1"
+   width="431.79999mm"
+   height="279.39999mm"
+   viewBox="0 0 431.79999 279.39999"
+   sodipodi:docname="A00 - UNTITLED.svg"
+   inkscape:version="1.3.2 (091e20e, 2023-11-25, custom)"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns:xlink="http://www.w3.org/1999/xlink"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg">
+  <defs
+     id="defs3" />
+  <sodipodi:namedview
+     id="namedview3"
+     pagecolor="#ffffff"
+     bordercolor="#000000"
+     borderopacity="0.25"
+     inkscape:showpageshadow="2"
+     inkscape:pageopacity="0.0"
+     inkscape:pagecheckerboard="0"
+     inkscape:deskcolor="#d1d1d1"
+     inkscape:document-units="mm"
+     inkscape:zoom="0.70955884"
+     inkscape:cx="815.99998"
+     inkscape:cy="527.79273"
+     inkscape:window-width="1920"
+     inkscape:window-height="1017"
+     inkscape:window-x="-8"
+     inkscape:window-y="-8"
+     inkscape:window-maximized="1"
+     inkscape:current-layer="root" />
+  <g
+     data-type="titleblock"
+     id="g1">
+    <image
+       xlink:href="titleblocks%5C11x17.svg"
+       x="0"
+       y="0"
+       width="431.79999"
+       height="279.39999"
+       id="image1" />
+  </g>
+  <g
+     data-type="drawing"
+     data-id="3004312"
+     data-drawing="1ZrCtF7sbEeOwM$u9eFqyd"
+     id="g3"
+     transform="translate(94.712605,4.101727)">
+    <image
+       data-type="foreground"
+       xlink:href="..%5Cdrawings%5CDETAIL%20-%20KNIFE%20EDGE%20AT%20SOFFIT.svg"
+       x="30"
+       y="30"
+       width="161.50061"
+       height="150.98273"
+       id="image2" />
+    <image
+       data-type="view-title"
+       xlink:href="assets%5Cview-title.svg"
+       x="30"
+       y="185.98273"
+       width="125"
+       height="10"
+       id="image3" />
+  </g>
+</svg>
diff --git a/Open/Models/BlenderBIM/layouts/titleblocks/11x17.svg b/Open/Models/BlenderBIM/layouts/titleblocks/11x17.svg
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cuHjIfT1eBtXxHdpEkO6J0eq2+vvXx99CF+JS9Ekrr61sdfyv4VNOifv2MuphacPEh8H2utcffQxfip9TIq9nHEduWgounIw/qXqL5xTXG74/HI7xer5/YPdbdfH19Lda/r+Wzp+ytiylla/17ZMj6ePohSMvtuwgna+Pwkv1HegkxuxAfwnFxeOlx0mOduX0En2pq4/A9+y/52VHbL4GLD6E+Di/Zf+19wtFxfhfiQzg2Di85Frl9CB2Iv3LkssZpF9cYtz8ej5/PfS2pSynZ7xpb+1uXtl867t4LLD7ie6blu6WbcJKECDEVP+Gsk3D7qYaK8x3xob7+fc/2tx/xc5wRgt5ePBXnN59q3u/3T11N+tlQIZQlwlqLqa1/j/cj033Fr83HA6y9/i7ETxNQozHNMQ05x496ErYm+XDxVF3LUex9noCLD4GpazmSPensLsRPGUl65FJTzQh0G8enU0e6LmVcN740Xz79A+M9wFEPxGv332Wfq/yJ4iEUD6F4CMVDKB5C8RDN4/hpr+j0YfCW+vfp10fV3aT7m7uPsK5mI3QV2eUfdtOl19bVhHFOwvBTDV3/fuu6GqIupnb74Uf8HD1fVCPDix9B8hyn5OPT3HS6zuTj8Vjtc42/s0Zt/XvJ64/HmTtu7jUMmY+/crdIFxfX9EJUe0e4tP+Ifa4TpsK3RBV7jpMe68ztI/hUs7cupWb/JT87avslcPEh2OeKsrUupfZY5PYhdCD+ypHLGqfV1aQXojSWX8p5b43D1+piauL8tfr3GvARf2UunySjMR/fAbfJx9PcOh9PYz6+E26Rj6fpNh8fwnwn3PP5DM/nM7xer+y2JWytTy9lqU4+fh3r/NNjDt/nOjrdN5+NzjTH5Bx/IsM1n43O0H2uo3OZPtcRcao5ma7j+DX++uuv8Hq9fuLhOHLm1oNJ2RLf5/LxNfXvJXU3cww94umnS8PX1eSorbvppaQjZQjxIRxXd9PLSeh+qqmtu7GupoLasg/raio4su6GviiHMIB4WtKwdTU5ns/nT7y+FrH0Wv++9DpufedKj/bLP+ymQ8Q99xmXEJ9CnYSt9xnDTzV0nH7rfDwdp5uP/wVxUb1dPr7nyGWNLi6uz+czfHx8hBDCb5/3+ng8fvs65aj691xdTCmX6nOlyY3myyfJWpOri5leeI9A8b8ovTgedRJuLz4Xh986H9+a3Ei/dT6+NVvi8Fvk41vTMnJZA4/j4x8W8/LTmLq0bmUtzi9haf9Lefml4+b2G7n9iKdQPITiIRQPoXgIxUMoHgKP49PPe43E3teSwtRc7Uu63z0s3Q+U3h/cMh/f6q7zCPARfwQt6tdbcwnxKaOchOGnmtZZxFZcYsRPBZesF0Mz/Iifo+eRHhle/AiS58CnmulTn5iXT/tea8jV3bR+EGI+fgby3YKP+DPoMcS8hfiUXk7C5aeaXuP8W4z4HuP8y4/4OXoIQS8vvgfJc+BTTbpGTVpDE3tfe8c+1wa07BZRfKgvvc7V18+h+Al7T8Ltms9qsc8VxD7XTrDP9QRu2+eaxu5pfc20Fr22/n2Jveu/T7HP9UBa3vUqPuyLw2tR/C+2Xhxrub34vXF4LbcXH8K+OLwWxf/CqeZkqHx9F3H8NBZP4/mvr68QQrv690iuj3bt9W/Zb2ToEd/r06US8BFfQi8lGUcyhPiUq5yE7qeaXutiahlixPdYF1NL9yN+jpFHeqR78VeQPAc+1SzFz4/HI3x8fGRra2rr33O02r77EV8DLX0NfMQfQW2ISYSolxCfMspJGH6qaVEXs2X7vVxixNfG+cR9wvAjfo6eL6qR4cWPIHkOfKqZq5dJv/d+v39qX9Ja+qPq50vXn99b13PJfHwtNp81psdU8i3Ep/RyEi4/1fSaz7/FiO8xn3/5ET9HD6nmy4vvQfIc3U816bryS7H0GkfWv0+/rqm7ufyIX6P1u+H2zWet69/3tGjeQnwI5xWllp6Ey4tvXf++9z7h8uJDaF//vqdP9hbiQzi3/r1k35cXT0YuawwTx8d15kMIq3nyJZbi8Pf7Xf05T3vqei4/4muw+awx9rmC2Hx2Mva5gtjnCuJUczK3ravJEXtePz4+Qgjht7j7iMd3c/cG8Wv7XBvhw+7G9FLSkXIL8Sm9nITLTzXW1YBYV9MJPZR8XF58D5LnGGKqeT6fv9XCp7mU+NmvS+Ty5XvXfy/lEvn4rTJ67hYZQvzSE6H0DrYmj24+foW5J/hLU8QeeSbJMkylt+hzNR8/YS4ej9/fWteytF/z8b/Y+tS/9HfmtnGqWWBtWjhyn2fQfRw/7WtNp5fn8xm+vr6arv9eG+ffMh/faxVZCBcRf0b9+9H7v4T4ENpfHI/e//Diifr3I/Y/vPgQzql/P3r/lxAfglPN6fQcuazRfRw/vWv9/PwMr9frp3+1dV3MdH+5+L50/8OP+J5ZO6ndj/gR2FMyoviDKT0JTjWV7H0e4Ig/gD11O474BpRESoqv5LJ9rulak2nMPs3PL9GqPiZOJfa5ztBrFVkIA4z4Enopvd7CJcSnjHIShp9qeq1/z3GJEd9j/XuO4Uf8HD2P9Mjw4keQPEf3U00UG9erifU0S+tJHpUvn5LL9y/F+Uuvc/gRX4PNZ42hQ8z0Qh9fyy3Ep1AnYfqI8vJTDR3nL9XlXF58CPX180ccf/rvW4ifQlxUp3U5lxdPx/lLxx/i4jqNlx+P/3/W6+NR3+ea7jclzbeXvDbz8Qm9jvYQBhnxOXqI07ce/xLiU0Y5CcNPNT3G6SU/u8SIp/Px1tX8oueLamR48SNInqP7qWau/v35/G+8xD7XrXH0lKV8+1F9VLEG6DZJsl5RPITiIRQPoXgIxUMoHqL7OH76dD79Ova81nBGg/L39/dvn0t7+7oaEsVDKB5C8RCKh1A8hOIhuo/jc3H2x8fHTw162hMb+2BbvY6tdTdTHPEQiodQPITiIRQPoXgIxUN0H8fnSPPcc7H20po2W+ttlup20hqfTa9711YXofYhyO0Xdc5Ru/77tHHtCG4hPoTjFmU+6iRcXnzt+u+t6u8vLz6E+vXfW/TJ3kJ8CMeu/37EXH958WTkssZl4vi4nk0I8znwlp/z5LqTB9Py3aL4wMT5iv/F2XH+7cVTcf7txYfAxPmK/8XZcf7txVNx/vBx/OPx/3Uon89neL/fP7U0cU2b0vr52j7ZrVxqxE+nC9cWPhm6zb6Ey4ifi58d8Q0pXUO4Ny4hPpKO+N5PyPDiR+WS4tfSw70wfBwf8/Eh/DntbGFv/fvW/UYuOeJHQPEQiodQPITiIRQPoXiI4eP4WE+T1sm/Xq+f7+V6XUvXf7fP9URappeHH/FHQKSSFT/hrJNw+6mGWn/eER+Y9edvP+LnOOOZ7e3FUw/GLzPVxDqaGFun67XX1L9H9tbdmI+fwT7XxtjnCmKf68nY5wpinyuIfa4nY59rI6brxUzXaY+U9rdOyd0H7E0rXH7E19Dy3TL8iD+C2lTwnu0VP+Gsk3D7qaY2Tt+7vSM+1Ofj92x/+xE/xxkh6O3F2+e6k1hXM/dfSb68dL2Zpc97ze3DfHxnKB5C8RCKh1A8hOIhFA8xfByf5t9D+K++JjKtrzm6/n33626y10Egl1cZfsSX0ONSKrcQn9LLSbj8VEPVv+e4xYgn6t9zXH7Ez9HDmmWXF9+D5DkuNdVMK8VK+lwjrjvZEdbVNMa6mg6wruYkrKsBsa6mE6yrOQHranayVO8S8/Il69XU1L/7OVA7ILtFhh/xJRBxeo5biE/p5SRcfqqh4vQctxjxRJye4/Ijfo4eWjAvL74HyXMMP9XM1cOk3/v6+qqqf491Oen30q/3cvkR35K9iwSFoPgicuvd7FlKRfGFlC5CUXoSFJ8ht97N3jhf8QXkRvqe9WwUX8iW9W7Mxx9ATeSyxvBxfI74ma5p3B5v90trbkKwz/UyKB5C8RCKh1A8hOIhFA9x+Tg+7YOdyyqm+fbpz0LI59xL1sOZfV2rW8kqPuxujHU1HWBdzUlYVwNiXU0nWFdzAtbV7GS6ns00h167rmQO8/E7sM+1Mfa5doB9ridhnyuIfa6dYJ/rCdjn2pDpZ0OlfbCx5iaEP+vfS7DPFcAkWWPMx3eA+fiTMB8PYj6+E8zHn4D5+J2kcXlaGx+/N83Xp9uFEFbj/JJ1Ka2raUDNu0HxBeT6XPeg+EK2NJ+VoPgMuT7XvSi+gCNHekTxhTjVnIxx/E7S+fj5/G+cLdXFL22/VndTsv0UR/wKrUZ7CDcY8SW0yLfnUPyEs07C7aeaVvn2HI74wHxO1O1H/BwtR3rk9uLPkDzH5aea6VryS7n53H9TSk+Y+fgGmCRrjPl4EJNkJ2M+HsR8PIhTzcmYj68gXW8y5uTTepnSfdjnehL2uTbGPtcOsM/1JOxzBbHPtRPscz0B+1wh1j7nKYSydSXtcx0IxUMoHkLxEIqHUDyE4iEuH8ensXSaj4+fAzXte023K8E+18FQPITiIRQPoXgIxUMoHuLycXwap8famvS/M44/hyMeQvEQiodQPITiIRQPoXiIW8Tx03+ncXwu726fa4fYfNYY+1xBbD47GftcQexzBXGqORn7XCuZrlMT143fsr19roNg81lj7HPtAPtcT8I+VxD7XDvBPtcTsM91gTR+n379+fkZ/v3339Xt7XO9GIqHUDyE4iEUD6F4CMVDXD6Oz8XhrRcKsq6mMxQPoXgIxUMoHkLxEIqHuHwcn+Pj4+NnLfm0FzauZ1OL+fjOUDyE4iEUD6F4CMVDKB7i9nF8rJP//v7+bU3KUkry8Y/H42ed+rhvR3wFNQ9Rbj/iS6j9iKI5FL+Ro06CU02G2s+JWsIRX0Dt50TN4YjfgWsZnIB9rhC5+vcccUpK7xe+v78d8S2x+awx9rl2gH2uJ2GfK4h9rp1gn+sJ2Oe6kzgtfHx8hPf7/VstTczP57a3z3UgFA+heAjFQygeQvEQioe4fRw/XT31+Xz+xPI160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Gothic';-inkscape-font-specification:'Century Gothic, Normal';font-variant-ligatures:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-east-asian:normal;text-align:end;text-anchor:end;fill:#6e6e6e;fill-opacity:1;stroke-width:0.179567;stroke-dasharray:none" y="422.27014" x="-18.650524" id="tspan36742-1-7-72-1-51">This project, like most OpeningDesign's projects, is open source (Attribution-ShareAlike 4.0 International--CC BY-SA 4.0)--freely available to any party for future use, assuming the terms such as Attribution and ShareAlike are honored.</tspan></text><text id="text36744-8-6-7-7-1-5" y="11.952995" x="518.31342" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.52778px;line-height:125%;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic, 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" 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tcwuU5No7xSjG2eQveWOb7BUup5/R8BzsWM5ZEZSsHc9ZhRnpFlYuCVVWpR7wqg/toEMxQO1wkDcrxGMScQpGNOFcVWkGIpY/M/Q1QxU9LRbx+a/Ooo3GoLIYTI0woa0zY0yYCpVAdovQXoWsHwycIisI5BI0xBidhh+aoQlbosIVEQqKElIIHRr1ST66V3vuhu81LOL8o1ggOfZElKIjzKKPwThC9qniuRugMFAiE8xQuXJfWOsQGlcKLrFOu68IM686x0usQJwmxjUrXqR72zUBMigjee0RkbWECwHtw3mN0WFNbYxHxI4uOdU6t0hIdjDutNa4cV2EeK7wPsdvCOWJz8bS5aMx6j0Ow1g7jvkX5W4AizzEm7Av23pOmKVproijikUce4c4778TWapw6fQq0QRmFeMGosF/42oMHefvb/wtT41Mo8SEWKwJeoSTMkEIHQXbL857He/7g/+Pv/u6j/MCP/CgTU5t48MEHmd68jdb4OBiNMhbtPRfmFtmzZTL0zxWG43AtqoKwFEL/5rlHKYOxGiWLeAeiIhCFCNhIo8gRKdCqTuHDvlSlNIWUSqpUKlLeDwFcqUBXbUcFmNKivBwOfDG4KXjx5aImjBHnCxKr8OLQhOSmPEsxcRSUo5QmgJhhoZTPH4cixxcFXlmMsRROyF2BaIMSh9E9rLZoFSFYyAW8RWFDBSEFotaO2cEcNcaAyxksWgoEL57IKJQS8DlgQcXDzz927Dgf/JP3EbdmyHSMKCF2PUQLRgQlnh2bN/Pbv/kODu3fRz9LEdLy3AZPUU6h0Kc3XLuPP3nP73Hvg0d43dfewdyZY4xPb6U5uYm0n2LrMRI30Up48Mgs17xwd1nHq/ROCIjPsUaTpj2SpIZzOUqb4UwN8inGS05kQn6BDJccEuqnr8MDIgqUQXBYcSgvIdEnXA3i89AOA2HRdeXQ1VPN01IRr2cw0bxIGaQXvA4CUpdKuihvihAKtEXD2JUeWaV/8bAmwYvCFQ5MWKGl3o0YAh5buuUEh5ZQsUspFcJnSj3pNprSokKFlIbMO7wuFzFKoUVhRnNckHKlaNCiUBq0Xl1tX43Q0VrT7/ep1Wo476HcZ5g7j1Ya7zzamGHMcVAy73J4oN5s4cTRKzKMNeSuwIsQ25AlLEWO0aZU9uoiJZgJGBtTeLAm2CJeVhc/1rCmDaNuYWst/TxDR2WlKW3CqFIGrxSYEO+70sRR1mBEyJ0jL4Lg8DooE5QmimxpNYdiHI1GA+ccSimuv/56Hrr//qGdMEhU8QQxURDOv5QuIWUFLoWmIMRhRWm0gNFByeM9Rmm+7LYv49d//Tf4gR/6Mbbt2M3iwiIT05tIai1QGhPVOHPuPHu3TONdhjbxZa/vUogIzgsSJeRA4UAbRWFCJS8nnkgplHSpK9CqwBGjdRgzfedQ2pZxQoNWYc4rFIUrSEyCwqHx6yq/X4kiLAKMxauYAkNORKZAtJAqVVqpYJQQJy0yycELkbYYLlFO9PPCgESgY5woupngTYSJw5OKUg9GLLEyYVnhFVFkwsJKgMKHsn6jV1Rm2Q/GvoghKwQVx/jSQ9txQlMPxIotPe9hSbt39y5OPX6ktEPDT8QgxKAHrcb7gk5nGdCs6Drahvek/CdWQqQlyDTg+oMH+NM/eS+v+8ZvZXFxlu7KEu3pbcTW0s1BCseRI4dxz9+NxaFGDCZtLM5lRFGNwoGTCBGDKBMK2ljo5pBEEYgjGoZPGLZJDTOhy8VbqeoLgV4vpVZvhMtzEuRTnlGrxYjLsOjSUKoU8SUZeMgUCidC6hzLnR6dtD+0+Lzz1KOYVr1Bw1oMClsquTwXouSp1cTrJ6Z3HqUN2mh6uWOxu0K/KHB64CwVjPaMt1o0TCNYzqVyfsrsdQEpPCoyiAqCP5OC5X6HTq+POIh1cCkNThnHMbVajUgbalphnBtWa7oa8jynXq/T6/UQEXIMcRKhtKIQH2rMeo8rreT4KpzxrnQTFj5HCoVWGmMUuXdYpcPTYEprAFjr/SgvLi0KrDH0nGDV6mJElcJofRsGVnWv18MmMc4Hr0rqsqDwRZG5nMQmFCMlIS+JgtwVKG1Y7nVp1BtkPlhcooK1rFHggrXvyt+Da4miaCgcB+5erRTKFWQiGBvRd32aSYPCFygds5L1iGwteI9UcP8mAkbbMH90cFneesuLeOGtt9Lt9XCuQAofKnKZGC8en+XBg+HcqtFwOWTgQQ4JMR6FMzFOYDnzXFgWzi4LzoUVnvIOqzx7towzUdfEBhoSCpIoE6F1RC8vQINXMsyDDctaTc8LNb1qASvxVzVOc63QKqHA0BfoeeFCxzO/5OilghON8h5NgcEx2a6zecpSjzQWaPqgoOESpSGvAo+hUAavoO885zqe2ZUes0sp3kREUYJF0W4pNk8aJqwKqUzKESuHjUFk1T0OIcs+yzKiKGJxcRFVb4C1FCJkYccliYLcCXWToESIGYRVfKi2ZjRZmpEkdXJXgBlkVwRFFrKTLXGjTS8XMg3OrQZbZOjhUigv9DtLxHGT6w7u5mUvezkPPn6GIk/J8pTEORBDFEUU3Yxup0u9ZUvfVBizrlAY26SXewpxiFKIV3ityLxglMJooVN4mtYg4ojVoL2D+TywNAZ+U0PmoZ+lJHGNJbdqZCiEKI4oPCSmRo6QPHl76AviaaGIR7fxrKahD1y2mlxBt5Nyfm6Wk6dPkTqHTiJEacRojA7COU9TcB6L0G402bl5KxPjE8RWj4RZ1qYyrEainvgGjFq2RjRa/Go0SRkwhrPzXR479hjzS4uIgbhZw5UWqUfQ3kPhSWLL1Ng4+3bsQpQJ7qCRmNHagbW6Ar1c+4auGwHRmqxwnJk9z/FTJ+kUWel6NGht0RKNfC64d70ItSRhemyM/TObSJIIK+C8IzLmku0ZEMURvX4fbQ0/8RM/wakLC9x48y0844ZnBivPe5SA1bB/3z52bpp+Qj08uEfOC1/x0pdzywufz803P5/de/eiUMRRRJH2acYJz3v2szEmTGUZlHZE8Y13/F94EV7z2texfdcukloNRVBy2hhufuYhWvGqtTdQ6MYYvu5ffT279u3jxhc8n937DoTFQxzjvSfSimc/63paSf3yF1DeEKPhxKmTvPLVX83r3/hGbnnBrTTbrVD4QCmivGDr9AzXX3stWmuKoiCKY9I8J4kiityhIgMiKJ9TOI+1Fj0IfSjLueVl5ubmWVpaZmmli9cmhNFUUF1b2m0mxtts27wZimCZJ7WIO+64g/e9/wOhLKaCQoSQKeuIrCXNCmp2kOKz3vYc3UhSfg6FUzG5grMLBX/z8bs4cuwMua8TTe0tK3yVHgDJcP0Odet55qH9fOWzp6nXNFbB/Y+e4Ud//C1s3nWATTt20hpr4wSUF4reMjc+4yCvf9VN2EFYd3QsXmZyFBj6qkHXCYdPzHLvkRM8cvQ0YuqYuE6StOjnwfo0OIwq8GkvjLFajWuu2c9Lnr2Jsbqipinnw+h2RTV0sK42wQ1fFxQZcCEV/vHTj3DPfQ+REWHq4xDX8FjSNCeJE/K0TySO2PR5yQtv4LkHpiiUIyYjGSQjDa6rcMRxTOHgJS97OY1t13Hds1/I5NY96FqNTHISpWmqjG/7pq9iWzNiaCmKQhuFS1PiOMJlaZnnJDiisHAgLLKWU8/ddz/CuQvzHJ1dIc0LvBcirUgiw+bJBof27uLAnh1sn5gMnwO+7/u/n594yy+RJElZIx2kSLGxJapPcmGpx1R7LMSAJVjr2iqW+2GMvuC2V9Gc2sGB629k6+796CgO7ro8o6G7fMc3vpot7YEsUygJXsDR8alQFEXO8nKP/dc/l1e+5vVsOXQTzYlplIrQ3uN7K9xwzS7e8FXPR4sjeaIF9heRDVfEAmTl/wcrUsShtSEToZ87PvW5B+n0U+r1OkmjSVJqpbCSUkOXmI5qwb8inqXC8cDJk8QXzjLWanLt9q0htuczjA4PRPeK0tF15Y7wRihUgdFgxFGzMcYF124v03zmoQeZ63eIk5h4cpK8yHBahxiNVmivQglCE+Lasws9FuYfYmpqnL07d2B1EM7GqFAgJGQRELIgzTB7c/jEJyDt94nrNVbSlDhJyDTc+9ARzs+ep95oQlTHxnXQOgg0DNpbBBnWJgaPUQoRzZkLS8zNLTPearFt0xRT7TqFCFYKUILPMnTSYqQJIf84jjDaYJKYeqvN2NQm4tYEUouHT2TJuyu0280rehIVjgRPrixJrUGtPU3UmobaRBAeWpHFMcZ54jgCEbwqKAhhCI1h67bNpB5UvUHcmsAZFYplKMiKDG90iN8qHVYvwMB3blt14nabeGwa3ZjERDWcUkjRJ8+6tJImhgKRVZf4xW78EJut1WJmNm9Fxy181MS2Z/A+WOpaHF3nQ/zUO2ysyfGYKCTnRJEZPmgEo3A6nKfnHCfPzXLkxEl8GWM2NiaaaISSDoPYPnA6zzl7dpZHz1xgZmyMPTt3oIDtmzZz/XXXEI1PYSOLMeAlA+vI8oxMCXVbA1LwGpHSkteQ+wyrLR6DEYc2jpyEY8sFH/jw5zh5oUfUGCeavB6rdHBLRx4vaVDERkNjjI6K+MfTyxw5fJobb9zKDTfMEE23uOYFL6U5cRAaCWmtj8tjDJpookdWLqisCuI+xJ1HBqMK/81zh4kM3V4XVW/wkXvP8eGPfpz2ln2kEqOmD6JEUFLgUDhbWkgS5oFq1tBN6Irh7hMd7j52ih1TTW5/8TVsr0NLQXB3B3eX0xrBYkWhxJPnK6hII7pF38Mf/PndPHwupV5v4sYPUjjBJElIEPSOel1TmByVtCh8A+fhw586zZ13P8QbXvUctrTiMA58htHlgtMY0rI05aYdB8g3bSXafJBoci+qaSh8Bq6OdcvUlMHQAyKEKKTViUYlKoQz4lrwhJHSc0Ju4HPH+3z8nkdYXM5BR2g9RtGaRkvYJOVFSA2c8YbH7pvDPjDHvrGCF97ybLZtiqlP1ti1Zz+2MY4uw0tWdSmKMbpqC6e7hv1AJB68xmmHUjljSUQBzGybwTc2UZ85gJ08CBF4a0kLjVp+jEY9KbdauhBTV0F2hJhlqCinxJMYqNcSxrftYSnezPaxHcSTW8icRbQmnkhJTQjDNyQvtcHnF5J5KthwRRyiQbAaDQN0RI5wdm6Bf7jzM4xPb2F8YgbvHWm+mvAiQ9+YQmuD1oMkHhViZEaR5QVz88vcu9LlwN5djNdr5EWGtabMMPz8XBEDy7ibpUy2x1jMHPffdx89L4y1x8rErYIoSsI1qTL5ySqkCJLCl8LDGMv8whIrK12edeia4O5UgnMhBrqe9Q7YpF6jm+UkScLpC+f4+0/dw9j4FO2xSXLvESdI6fIU8XgvZdKSRw3iyZRredFBOWtYWF6m1+3Q2zzFzs0zpIVHK0+U1Liy7+BfIk8uQviFfF68x2pFXqTl9kjFucV57nv4CBcWVti8YxeZdxgTCoH0smw1ZiiDDFxFkkRI7lhc7vC5e+/nwP59NNotduzZS64iosjiyrwC7z1Wa4rCEbb3jkwOBYgn1gonOa7wYGIKLJ9+8BR/8MG/ZnzbQcZmZvAqpt/PMEZRoNClV0SLIIUD7dEaUBqftPirO+/myLkmL37xi2iObyJqNCiM4NxlOmc9Q0dSmbxnDT0PXRPxm//z/SyrMWa27GU5E+rtFt00w5bJPV4KIh0jrgjxZ5HyKUE21JvXHkfMXCflHb//IV75oudy6zO3IFmdWGUkVpdevDJyryBKGhQIDsXP/Pw7KOpbqG+7hhxIc0+t3iIvCsp6pCE/Q2ogZhg1KVQEySS/996P8vqveiE3bBkPSWsuxw69VKX/6DLTcXRjjpQWohqky6hBBFXAB/d5ToMVFL/3vz7M0fMpjeltqLhZJj8KRCHfZpCJ7AqPUxlxUkNrxXy+wnv+7G943k3P4TnPmGFq227E1iCq41RIZMWHKoVZnq+VIpcVKRfPnS9E+lz+M08PebbhihjA4hHC4968UnjR3PPAA3z2gYfYu/+iBhMJAAAgAElEQVQalE1I8wJrDSYyQwXinMMVxbCsn1IqPElEh5uufXDDGGNY7Bfc88AjHNyzi63TU/iypIAexCKusFtQyaoi9AriRo353gqdo0coIk1sY9K8COe1EVmWUhQ5zgVrUmGJTIy1tmyjIi8cHqFQwp2ffYBnHdjLZLuJsTGDjfyDk686vlbdhf00J04i7n7gAe659z52HzwExuIlLEy8hC1SznuyNMP1M1yakqYp5dMBqNXrRNYSxTFJUiNXBq0NeZ5y/NwFFpaWuP7gfkBKUbPxg/ZLAS3BqhatEG04euwEn7rns9TGp9i0fSepEzwaV4Ss9SSulx4OKUMOgjaKrJ+He6Y0GMNDRx5lZssmbNLEaBOqvYX09hCrtoY8z4E6o6MurAUcQo4SRS2qUwB/9JHP8fefvpeJ7fvxcZO0AE9GXI/p93oQ1cKi2ReIyzBK4bICQWF0xJxqYBvTnFjo8P4PfQrTmkCZBK0KlI3Is8v1UGC4z1dcUGwexBqOne/zy+/8PWZ2XYPEY6h4ksTCmXNzTI63wUsoDZr36afn8UWOFEW5eIkxNsHGDVSUUDhY8Zra9H7+9rOnOXpqnm94xSFE4tLKz8q4ddg5IRg0mm/81u+hMbmXzQf30nWCMRFxEtEvPV8UIVYrIujU4XWBmAJlLWjNhZWC9th+/uhDDxC94hlcu20c0T5kNTMI4w3uzhVHFIwurChQ5CgMIp5CDI+c7fI7f/h+VHMzUXsLYtp4icKiSQu5+HC9eJR4tBkkRAUvRM8rmpM7+Ojdhzm9LPhkDKUNXkUhdDTM6TD0+30usSH1S5anhSJWZZ3UcFM1f/+Pn+TIiZPs3H+QpX5GvR5S/oN7VYF40m6P5eVllpYW6fd65FkfL1Cr1ak1G7QbbVqT40TW4n3YDRCriMMnTuMEds5M4ZXHlKtCf0V3hB5aGqI0y70+SZKw1O+T1BKyfkakIrqdFTqLS/TSLr2VbqjNWm7xaTbGaLXbjI9PYOIYrYUoisnynNhaHjr6KM88dIh2FIr4a0LW5GpqkS8zA0OLoiTi8LETfOwTd3L9s59FJsHywHsiGyHkZJ0+KysrXJi7QGdxgc7cPL1+H+cd4oVGo057bIzJyUnGJ6dQrTFazQa1yLLS7bK8tECa9rnxmdcHt+Dnf3PXLGqfrG25MfxTCoxwLmUUWd5Hm4jjp87wv//yw+y77pnE9TYSJfRWOsP4m/cFab8LzpNmfbrdHlmeheIg2tCsNYiMod0Iltrc0jIZoH3YQGLiCFGUj1G0pUKHgfAe5lZIQXh4fEJewIc+/iAfv+co8fgOct1mYSVnbKpF1u2glSepafrdLv3+EtnKAkXao+h3EPFYY7FJA5dsJqoJE5M1+n1FZOshbu0lPIlenthlNRxPwcxDW8P9j53n53/zPcxccyOLLiFxCdlKhokiJtstfNon7y2yMn+O7tIinZVZ8n6KdwUKoVZv0GhO0J6YodFuI7VxjG7QyRTORTx8apnf+uM7+Z43Pp/CebRRrOa0h+TL133zN/PAY+eY2mIpmjuZaUzRbFkEj9UOl2dk3WXSlWVc2ifvdNC1mKjVImqFsFKt1mYxNySNLXz4E3ez42u/nFgsqBwlZS6NXN2c8mVgywwPLkKblcErw2Iv51d/5wM0JrfRc4Z2c5rca9I0pRHHiHiMLvBFRpZ1ocjJ8z5F4Sm8UG80yVD0c0+zNcWDj52i1RzDubAoDOVbPUaFXIwiz5GRlo+UWPiicLk+ero8D+ppoYjTtEuS1EgLz4NHjnLf4UfZfeAatI5ptRs0ak3m5+dp1BNWFhforCxz5swpzp4+w9FHD9PtdKjFNrh8jWbX7n202uMcOHCQ8YkJpjZtxpsYj0eU57FTZ0iShE3tJs4XmLC8fEK0EGJIKljtURRTFA5jI3LnsdrQXVzg2LHjHHv8UVYWl1leXiDP8nIfo6E5Ps6O3btotcbYd+AArbExtDEYa1GRpdfLOHLsONfv3xum9Mj+Zy3gJTyXdvDiuQvzvPf9f8Kzbr6ZvgsCxIsisWEv3srSEnPnznLyxEmOHH6YhQsX6HaWmJ9foN1ugVLEUczE5AQz0zNs3rqVnYeeSd7vMj0+Rp73OXfyNJ/42N9x9sxZbrv1BST1xvDpPlfDoFCGIkw2rT6/wX81WbGDNLfVveXB3TTMjhwtm1fuP9Y2Gtn2dOlzKB1CCaP7N58qgvUZDwsNrG6+K0skSHiU4ez8Au/90w+y++B1xI0WNknIsoxGLUGj6CwvoTUsLy6yMD/LmVMnWV5Zpt/rYpMEvDDRmqDZbLBnzz4mpqYoCke90SDr9lDGkBcFSitqtRreFfR6PQo/Rjx0EoUQkChwosnE8tCR03zgL/+e5q5nUJuYIRNDa3yMLOsTWYVVjoVzZ+ktLXLm5DHmz52i6C/TW1kmiRP6/R5btu+GiW1s27UD8WNMTm4t9397DIJ4PdyTD5ceC+IF0Qq8wqOZXe7wK+/6A6Z3H4LaNMprrE1CDrDPkaLH+ROP0pk7w9HD99FbWiTPllmcmyeJDFEUU2uM0ZqYQlTC5q3b2bT7WuKxSRqtSfDC4489ysPnH8NfeJQf/I5vIOTfrhY17RcpX337V/H3P/NLeHOWxrmT0Gxgt25jemqapYU5Zs+fYe70CbqLs8ydP0OrZul6h2212LxrDzsOPANRNZzW5CZitq+559ELPH//TLk4CZXrgzzSV5yPKmzkLMMcUhYB0eRimV3K+I+/8E5k67XY9iYaOiGTkNgokqOVBlKW584yf/4sea/DyuIFOp0uCkW/cDTak7Q3bWZqZjNKHBPTm+j3MryELYZWKZxXaGPwzuF88BsMfOV6UP1GZKiQB/MYZFh7QWmFL136QT6uCu+QOBt+VDn/SyN+bbGe4XeDF4/Sdo2BsxE8LRSxMTFg6aQd3vPe9/O8W2+j3hwbdtzCwixT4xPMzZ4n7XY5evhh7v7UnfR6XbJ+ivicXBxLK8ssLHXoLS3RaI0zd+4cBw9dS56ltGa2YIwhU+FhDoePnaD1jGuoa1MKv6u3e7SUN9ILRmv6WUZnaZm506d48N7PcOKxY2gF3ZUOSEGe5szOztGamGD+3GnGp2YQn7N12w42bd9GUquRFjnaRlxYWuLEuXPs3bq1jDINMkSDFsuy8HxapQ2/9hvvZM9112GjGvFYkzz3aK3odTu4LOX86VMcfeRBTjz+OFs3b+GOr38D3oVsy8XFRe68804+9rGPcezoo+zdu4elhQVOXZhl7549XGg0oci569OfZmlxgfF6g9tf+pUX7dm9Wv55WsIbR+GhHjf55d//TWa27WJiektIMhNAhafURNpg8czPznLy2DGOHzvKIw/dT2dpBaUVvTRlenqG8fY4tVqNc2dOsefAAbbu2sXEzBRGG5TWGBn4Wi5FmYWqHIXLcbaOx/ALv/q7JDN7sY12eNSiCkmG7XpMurRC4boUS+c4+9DdHDv6KMalWANRntFdyjhz5jzZ8nniqWk6F7axc/d1mEzRntoEMcG1rhRa9GACXBKjQXxGIZqOs7z93e9nydeYmthGHtUwqcMahctSjO8ye+ox5k88wKnD9/PcZx3iJbe+hq0z04h4Fhfm+OhHP86nP/1Zjj94F8QNTL5Cr7vE5KZtrNSbGK05/sA95AvnODleBLeuVyhtMaJACZFRfNu//ibmVnq89Rd/g9SB0p5xW3Bu4TRxpDnz0Kc4dvghmrHBZ4v0+/DA4cc4+IwbWanVyKd3UKuNY6zFA12J+dwjJ7ll/0wIM/jVOlmyLqP6UgwXv+WK2BjLcp5ioyb/9X+8m9S2mZ7ZBCYpv0/QZIw3YorePIuzZ+lcOMGZx49w4fQxestz+MJTiBDV23Sa4/Tmp1k5M8nOfdfieh2aEzNYEyOYy9dJ+ALlyb80nhaKuPChQN5vvet3OXDt9dTqrbJQg0Mrz2S7xdL8LFm3w6c/+Qlmxsf4sR/5QXbv2M6miSm8T9FKmJ9f5PipU/ynt7yVz911J3v2HqTI+0iesSOyjE9MoUxE5iDPck6enWX/tk04J9grbA30KGRQhk7ClimHQ3noza9w6tgRHnvkAV71sq/kBTc+j1ajTqQNSRKxsrzMuTNn+M3f+V0+8KcfZNPW7SzMnueG592IjhSbt20nSmqkmaNWq3P81GlmxsYYawySowDCs2a1EtI8557P3kOt0WDz1m1gI7LcE1lFkaYkkebo0eOcO/E4r37ly7n52c+hmSRkRYaxMWmWksQJb/jqV5MXBXfdczdvftObuPfuTzO2aQsrs+fpdXokUcSrXvFKXvPq29kyOUEvzSCOLttHFU8NClDG8P6PfATRMZu37SQDrApxSKM8kjsWVhboLi/xsb/+K7J+h0PXHuSb3/hjNOo1+t0eZ8/P8aEP/QUf/buPEScJ05u3sLiyRC9POWCvod0YC5njSq8p6zlsxyCxZxAY0RqP5Z2//0H6ZowdOw+gbKgWhxKMQGd+mfG64b7P3E+xdI5vvv3L+PLbfpTN01PkeUazlrDYSZlbnOdXfu0dvOd9v8vyqXHitCDt9Nl18HraMzMYW0dpw5UytpTLUUbIneWT9z3KR+8+wnNe9DJSr7EorBRIUZDonDOPH2bu1GG+7vaXcPtLfpipRlKGxUJiky8c3/DqV5E54cEjR/mhH/tJPn3PPzKzfRf9hS2kvT4a4Q2vvZ07vv417Nw0TWd5kXp7fKhPlCiMEkRSfuj//nYee/xx/uxDH+fU4XuJiyWUOHrLC3z1K1/Kt7z1hxlvtGjWDbPLi/z1xz7Jv/+pX2DrpmvQmSYqNGhPocFFDS4sdnBA4X3IfR4qsc+jGnb5kdwLmBp3HTnBJ+8/yjNv/spya5xDGdDikSKlyFZYuHCCw/feQz57nBtvOMTLv+XV7Nkxg9Gax06c4n//5d/wgQ/+OeePFmzZtZfu7Bl2X/ccNIra+Azahu151Wr88jwtFLExEcdPnebo8ZNMbt+DTeJQ/k8c2jvml5aIUDzy0IO89vav4ubnPBujBSMe8WlIulIwPtZmeupZ/NEf/D7v/J/v5pf/638D73CuQDebYftT3YQKLkZx4vQZNk22aV6FcllTial0pTjnKLKcxdlZxup1fuY//jRGBSVNkWOtwhcZrUaN1sF9/Myb/iP/+o5v4o5/82/JfcaRhx+i3mqQ1GtMTs8gmGDxoDg7N8tYYxeiQmKEQpEXGSayGK/5L//9v/EVL3sFSa2OU5AkCUXWJ7KaC2fOoHF893d8O5vGxkizLiI5RZGijcbaENPKipzIWm545iHe994/5td+/df4xbe/HZ/2+O7v+i5effurSeKYRpKQ5QX1JCSnXMoNNrqLZM3vgavhC3D7PNFH1r/3+X/9P6VUuHTrZBACLRVeKMi5WgL/I3/1tzzjOc/F1oMVWvhg3WmBwuV05+d44MEH+IY3voHnPTcstkRyDKHUq9aW17zqFczPL/Gff+5t/K/3vY9e2getaDTr1PZdA9pCFJcLX4bdosrkazV8Piw4r0kRPviXf8vOg7fhdYTVGowQaYPLM9q1mKMPfJZ9W6f5nh+9g/2TdcDhi5Qk0SjJmWhEjDW28ktv/im+/Y7b+bbv/mEefeAz7MZQb7VIGglxy6LEXPkRIeLJshwdJ/z3//E7bNp9DboxFqqqFSmNxNLprKDoQLbEm3/8u9i/dRqX9cCv4L1D6xiFYAzgUrQonrFvL3/5/t/nF3/lt/gPP/1TFJ0dfP/3fg/f8g1fx0S7gRaFcxntdoucVesUws6EosjpZn3e/taf5cjD38gjRx7j8NJpXvziW3nz236e7dPjKC8Y3weXMtGq84bbX8nxkz3+8e5jJLqJVaE4SoSQKUs3zVnJYCw2q3Ur1jHYijkoD1qKkzC+RiIxSkV4gTe/9ZfZvPsmdK0VMvDFI0rhigJbZJB1ePT+u/k3/+r1vObLn0srsiTK47Iuxmieed0BXvOKl/Om//fHeec738Fb3vYLHHruizh15EF00mRzVKMxXu4B9qvtWRUK6+dG2chBjfLRpyddccpePM8uXTp6NQXxCxRNTzkboojXuzcLbfjD972ffQcPsGXLFoxReF8QNphDoxHzyIMP8LpXv5J9u3YS6zJjUA18/hq8xeqwr1ej+M5v/VY2TUzw73/iJ6jXY86d2sbWLZtotJrYWKOx+DRjfrFDe8v0FdusVKi/6sqKVWnWJbGapfPn2D7T4NVf+RqGpTQFVFwL16p8WakItNXs3LGbP/7DP+Br3vgGTgHTU9Ps3rGPaCrCmhDbcLbBqQvL7NwRJk9DG7xLiaKQBX7s1Cm27dlHe9NWCqMxGop+l36RY7Wi11vma7/6qxmvh+fw1OKYAohqTcKTVTSCJ7KhfGO9FjJbf+DffR833fRcbrrxJmxkES8kUYIgWK2AUB1nUIxdyjgVStCY4Eak3IimBpMgZG0PJuDaEhGXGR+D7zChTrVXgNb4su3ahddCBWGPJQzkkTL+V2BQkKHUgiPxvUEB+CuPhyeuPjaogx0ymC8tNUVBriH2YEVhUDiETIS/+Ku/QiiYmhxDW0FHYctKkWZEcURnfhG3tMB33/HN7Ni2LSS+CAymtNYh7myUZmpiml/8ubfxoue/iP/0lp/lbOMxjjdbbJ7aysRMvSxmETKwTZndOnj+doiduVCL2Nb5wF98jEJi2jOTYC2eGG8hzVLGrKV3+jTXTjf4ge99PRFZqDGOQpuBsi//JszV6665kQ+870946atex+zJhxifGGNleobJxjimHqEzj1buEmUHwyhxxqJtwl0PH+fR4+e4ce/NKCzWGoScXu7wusnpI/fxM9//rWwfC1toJK4DglbrShoahglNIvAj/+7beOmLb2bHrh1MTU2F/mGwvoxKxadKeZSFPlMRKq7TisGK8OfveRcvedlLuO0lt/Fzb34LHZeHinPa4SQocasMXRFm9u+huZCjt7TJE8AXaA8mV0ReYTTkLmdQKDDkrkBUQKEgMxALJA5yA2mphM1QK7sy3m84efwMaZbQmtiC0hFkGmcdXgfjiLklOidP8qs/9YPs3TEVFDwSdqJEzWGylYgw3W7yH374h7jlBS/g67/l3zK9u0dtYpyxiQlsrUFSGwcJsVi3JiBry4TUUiUOwhASgyi8z/GSoaWG0vYqJrdh9QGJHpGQCR8SEcN7IqB1uBrvwPtBGakvxjMJro4n+4SvJ40AvW6Xu+66G2OiNfWDtdZ4Eebm5rj++kMc2LOnFBR+5POja5rV/6dpyhvf8LW87rWv5ezZs5w9fYaF+TnStD/cU6uMYmFhkdxd6bF5XDQAoiii3+2hFbz8y78ilIgbOW61BGOZRqQVS0srtJpNtm/bxrve9S6WlpY4c/oMp8+cYXFxcSi8ISQXnJ9bwmiF8wXaGLQyGG34nd/9XZIkwdooFAkp6xXH2uC7KS94zi1M1OthxPuQxWkxWBQmqEzsJX6DcOstLyQ2ERZDLSorUjEow3nxcFn/3N9L9aRc7PW8Op7oQ5d57/OJ9Qe+OFNvtYze5RX2+ktI0zTE77Tm7z76UWZmZvDe06g3hslucRyR9vp473jlK17Ojm3bcM7hh2M4jLdSRAZhqcAXjq/5mtfyXd/5nczPzfHwQw9x/sJ58jRFEQo0XNzAtfaCRfHXf/23jE9MhAIp4sE7lPPExkCREeuC7/jW1xNDKM4z0qZLWUDee7ZMTvDb7/4tjj58HxfOn2Z5/gJ52hupe3f5AaRUOOrDH/lbWq0WzUajLGNaKiAK6nqB17z8Fja1FUr1UbqDIg0/KgfSNT9K9VGqj1Z9oM8NzzjIlqlxJOuhKdBSYCQ8nUhLUS4yBxbc2oYqUaAsf/JnH+FNb34rvSLFuBwjPZTPy0WxISNituv5zH1H2LRzL1F9HFSC6FABOtZCkfZoW7DlQ0dWPVOy1sgcaYasHrJ6KwCjFH/+4Y8xPj5Js9UkjmJC6pNBOUHnKYsXTvN93/1Gts9MoKUYPqRq9evW3k/vC77ithfzm+/4Vc6fO8XchbMszJ6nSLuEp11dQc5elAugLvHaVXCJj1x2lqv172+MKt5wRawUHD95mjRNSZKYYVRqUMzce5I44lmHrifLU6zSOOdX/XoMh+EajDEsrSzzC2/7efrdLksLC3RXOqRZNtxzHEcxK73w2pVv92qyvRKPVgpf5Lzg5ueV2zEudqCNPsFIKcX4WIuFpUWiKObQoUPs2LEDCAuRLE1Hto2EAb6yvELIyBR8EaoJOe/51Kc+TRwnRFG0ps5y3cY0ooQ9O7bQ7aShoLqYYMVKqBwUqgFd/ke8wioLovGFX/e+Cru41slFLatW8NPCz/M0IOSmDBJUrqJTRELt3yzDACdOnCSKYprtNmmaobXCFTkayPp9/n/23jzesquq9/3OOVez125P31SfSqWSkBgMoEjjRwUUL2hohYtXHijXFkGRa7BBRVGuevU9vHKvggqC+gH0IZ8LKnKlERDpTB+SVCqVak/f7bO71c453x9z7X1OVapSoTN5n/fm53M44dRu5pprrjnG+I0xfr+DBw4yPT2NLnOolzL2IzUy4Ti7f+zHXgXWcRVvbGyQnrfvLnk1DOUA7rvvGFFUHfLouHyoMQTCouMtnvG0GxmrAvb89pRLDU8KCp1z47VH+PEf/RHi7Q3SfgedpmD0ZQ9iAfgIbr31VqamplAlDahbUosvC8Jii2c/5QiD3iZWJ25dGBIiauwFP+a8H4NUHnkBWjvTbs/78Ua84E6+54L7INz7RVBFG0ukBJEvHE2n8NAyIJEVbnlwmz95/8eJJg8S6xBNSG4VQgRgPYruJtON0J0MJfm+LbnLJfbyBmsHOQf3GPOhD32IIAyRyqU9sBZlBUpbVBHzjG9/AvvmawSewJjLNHS7BUdheM6zn8WB+RnSziZxdwudplg9FGP4/8fFxqNviBHcfvvt1Ot1Gs0mSsmRNNzwcNk7P0vF8wmUT1HmNcEZ4N1tA7uH53k06g3iNOG7vvO76Ha6JHHsJP+EcH20WLIspzsYXPaotKLc7KWOqRKCSiVkstXCl9Jp7+1+/S5RAnAHpQVazRZFkeMpj99885tZXVsjTVMGg8HOgSjc1Q3iAZm2SKEc5YnWxIMY3/dG6wQuqjDGkOUFc3v3ghSoaogRpR0WriVTC2csH+5HBD5aKYyU7vclXrdz/74xY8fZ/3/nwzs0wlLIR9YWISVKOlL8B8+epdvtUalUMdpVuArcnpNC4CnB46668rz2rEtG3cN9KCV5KYTx6p9+NZ1OhyRN0UaPjPmlrqT8JB48d45BP8b3fJRye1ApR/ivLPg25/qj0whtSjLFy2W+yrmZAqMLfvSVL2drdZFk0KHIY7C75nWJNbRYennG4uKi417O85HzWi4Ah6+4ghyoNqdIZYOYGjEVYiqk1EioXvBT2/VTJfMCMs9DViO6WpCK839GhnjUd23YYaAGTEHNB1+n6DxBZ5rcevSFz11LKX/xv+/m7z97D7o2SybrFCLE4vivhS7IBj1WT93L0590NbneCW1HGrx2Vx71YYbZiV3Y6g3odDsuxVMUKN8r6Ugk0mhk3uc7vu0AJs8IlH4E+lNOelHrDJ0n/OU738Ggs0Hc20YXMco+AtTxEYyvtO931wl8wf8//wWP9inzqBVr7VYxuf/YMaLIMQOFYei0fa3Tch3EfeanD2JtTlC2W2BBCOUgNUpvYggxDHMn5R8qYYXnPve53P57v4+1lqA81JCSOEupRRGdXhcxOXH5SQtTfrIly1Imm6URLjKk8tl94l6059ECwpbKS3DttdcSRRWyvFS8YZhbdId4kiR4Sowi7lwXpJnjla5UIjzPG32PEAKjoFuknFzbwhTpKB/s1qrkL7uUZ7vLYxYltucO8d0XIBBZzFWHDro5lRDg7jFEG4ZIgBnqAquSxenyi0xhNU5NUhFVq6PrHEoVIkoDw/A+f4Mfo12oxqXG0HHc7Rw5fWZXCT/8t4cqRY0+AKEUwliOH3+AqFqlyA1K+W6fG4fCJL0eM+NjTlaxdNwuNTfHXqUQjtEf3/PIC8u3POkJvPM97yZLU/I8x/M8dxhfdGKlObGC5aVlCu2knDzPH/GVG+3ycXvnpggUhMqg8wLph+fJ3A3nuvuzh5rdSnnMTk0wMzGONNqxXknhaFpHe/Gh99laS5qm9Hpd93yHrqbB9Y1qkBU6RY0v3Ncm63SJoohES7QQJW+yodgpDx9+6HnfIUtEYfh9F87CJn2ecsN+JirKSfNZg5SWkiUFZXMiaUCCFgFGhJzbGvDRLx3n3sU20dgsohqCcOmnulTkcYyyCXncY+X0cfaPBTzxyKwTA5EurLXuJiOEuTyCK0ZJMgDWNzaQnmsr8nxH6FKpVNja7jI1XiMgJPIlDSGxNi334cM9vY7PvdA5UghmpiapVyqYPEMKQWYKrCy15J3W6mUmXH5qubeH978oNKHc0fT2/YePJZVyvAvGGpRUeCU/+/CckyVd6IjD/1FC9B4VQyxEScKPg842NjdQnocuHEUkcseT9z2PMHCk59ZqZwzKxRoV9XDx0F4bjZCK+fl5Wo2mC2h3HZS+dEo2cRw/glm7gqOhR6mkJAyd6vFXKos2HApHv+kpNYIP3aYrW0J2GUJrHdF7UeQkZY5wJ5IpjbGn2Op0WNtyLUwSgTUGa53YIoCVD1/SVBjjHArLkAVzNCSQdzbYt2+emjdUc7GjQ8AVaJ2/ky3D/KOrJn0kQwBKKueUFcUuw35pCPbRHg+ZlxBgLLVqtazM3eH8vqje6a59GScD8qxw4uV2516gHf90q9n4qqAsKSXCWKamZwCHGslS1xlwfYQXfyfg2gMHg0GZGrZ4QmGFkxo1OmWsGZXdbQnKD8Goy2JuVrjXGFMwOd5ibm7WaU+HEUVmuFzhnBSSJE3odrtobbDGDMV0pzcAACAASURBVD1eAIzwOLs6YOHsMhVpsVKRWR+LxDc5koxcBQ9zANsSZt/lq17w6BSb53jckTnGqz7WunqQoebasHzZWElWwGZs+JuPfJzFnsWfPEBl8iCdfko9dAWUtiiwJsPPBsTbayyfOY5NurzmZ/5LqRdcAI68xMBXlEbdnSbudDukWUYQBmRFTt33GBQxKgiI+zHXXLEPX4AgdRB4KWD6sJ9vBUoGJFlMq17DL5XxhPSQXuBSDV/jcLZD7Ur7XG5Obv2r1SrKu5i5exSt767xGGhfsgwGMaoSkqapy//KXfC0lPhSohCOWcqWzFLl+j3cMiqpHNwiJWEQUPEDlJJ4SpGCY2kxhrQoLns7HKyzc1CZIseXw1zUEEb/ym+o7/kE4U6+13mA7vpcdLzL+AuJMRatC7Q2FEWB0XpkoGyukRICFZCnCdZYlFBYkyOswgpbZsYuPqwApIP1lHTSiecbbFetnFvNaOvs+ueLXn15KH6lRCDDuMP3PTeXMgq+ZET5KI/zGXtc/WWn1wXBKHp0/37pz7Ba43mea4szmqLQLoViXXQrAE8JWo36V3V0aGMIfMkgk+65KvecsWW700UnxSjP7ZjRPKyFLM+Q1mCEAuGji4xqFCExaKvL5/XyuS8jJFZKdJ4RBB5RJSKTCt8PMdIr1XQufYAP94lSjjM5z3NC41qRhHCiDloKVOiTFTm5cdGwC4INvoEUs1P4ZEGqXbO2AkToGLxwDrj05C6rJpBRkxxJYcCXwkXEwjGkYS2Z9tChzyduOcGHP/l5Zq74JoLpGoO0gDymqgzGgilibJ6R97foLJ1i4+wJxiLJ7/z6G9g3XsHqDKnE6PgbQdOPBJYeTnd4S4XAYEjS1BEdmcJJJ/o18jhhenIMrxQ1tNbDCHHZe2mFJM0LfL9CaqzbX4GPVR6FlbvZ87/6MQrCHtlZIISgN+gDEPiPXQ6ER619yZT8y1JIqrUqa+0ttNakaYLCH0FaRhtHnIFw/bmXkhq58DsY6Y24ytNqlfGJiVH0Kst2GHe4XT6ivfBbjXFwsTG6bHe4vPd+4edJoF6vU40ip5k7hBjLp8WaYRTpHrRc5yjPURL2B71RnntoBKS2FLHL+8Vxn36/52BDK7FGIYR5GAYlN7Q1BEFAvdGgVq2VyMUQCnPQn1cK1ytrHM1cCdftKqocDUeHactreYRrI1wiWimFUt4lH7iL7YSvC1BdfoD4Kp1li3POkiQhCALCMBhBm8N9f6mPdRqqBVlWkGY5ReHusTWumEtpiScVxl6mv/ainw154e7SxPg4tVqdMAxLVZ+HQSvKZmcpJXmRu+puXAtIWmgC5WOFIis0hry8VvmI1k6Xm0b5Pql2of/Y2KQTPvE8bP7wKMqw2jvLMvr9PoUuMNaUBYcORTMmJcsTjM5JMk0vcS1BkRng24KejLjUZC2gcfswqlap1ero3ZGdFZhCE0QCId0z6271zi7Uvs9vvuMf2IwNwd7rWdcRoQ4IlMHLu1RCn+VBwqC9xWB7le2lU2wvneRZT3k8N7/2J4g8AUXiZugPs7UPzzg2HOch7uwYZGPcnoqThFwXTpTDF2gLofSdo0WtfN8jMxOZBoRyUo3GUKlWqVUbRFHNoTt6VP7y1Q9ryfOC3LramYdUYp93ALhrNNqMUnn2IS9+bIxHDZreDee2xsZY3lhn0O+x1V5nft9+8kKjhQA/otvPqLV8R+tmhWthEjvrvRsyHn0HgkE8oBpVWFxcZGzPXqLWuCNGyDTSSDxAGYO0j6B/TBs8qyiswMqQSr1Ku59ipcKUOWL9kC77nU8d8ZyW5BymsHSTHtMTkxw8tJ9qLUAJl2M1xnm7RaEJlDN0Qkg8W0GohI3NTVY21uknPSbs9KgnTlQVWTFAWsPS2XO019bZaG8R5wVWOZHsUO6em3NSJApROhHVqsKrRFx19XVIT1CvjCHLylhpLXkvIRQ+irJyfRiRAJ52+rnCajwEshAoFL7yMH5IJ0lpVit4aNT5FAg7Z4q1KCHopzE2L2g2GniBh7AGg2s7MwKkKTdvaSwLdgzT5R+vkhKwpIp0H+GX7yzhYAOgHZQvDFGtymCjT1LkVD1FcSlGhWH0aCxJllGr1xGeIqgETovY8zBGEwhZFg6W6LOw5FqTJqkrSkxS0jim0BqEVzJYaZK8YHWrQ7MaYY0o89CmJGkZHksuWZMhyx7rooyaNJ4XsrqyQX1ygtm5WSrVyPV5O76FMvp+6EUJCzPT4yASknSbOE2JtEdV+hgT44cZ59Z7JBxEWo+qzs9zoFzn+U7JzDCK862gyHO8oMpGZ0AnzpkZm0SoACU9cmIcm4DhwvzysCzKC0P8yCeOtxn0tpicmwPhBCq0EJgiRFtYWVxm0Nlkc+UcMu9RD6BIB6Rec9cBImHo+Jd6pZ5K8KrTzOx7HGOHr8YErj9VESKKKkb4eNqQFRBKATbH5AVa1Smk4k2/+15SNcv0nll04JP7Amv6pIMeuihYW1vm3MoKtrvGmbu/wIGWxzvf8iauPnolSCdao/3yiq0sr60oN7+rqs6lwDOun9iGkHqgjOsnHu2IEUJhCD1JNogJPIk1lkIDfoQyKZ7YZuF0n8GRSfyghrE50qgRMmFHuUHnoA0ZvipKkWQpiiqDbkw9GmN8bAZZNk6K0nu82PN5OdssS1RMJ328SpVuamn4kqrA3WdH6wQUeCJFkTk0JRXkqSQKxqkFY4RhlbwA4ymscRSqo5ZR+7VD51/teAxA03D06FG+dOutrK+ucuDQFeR5jpAKbcBg6MYxM60m1rqqT+d17rCiXAwUNtaJIHTjAccfPMGevXuJ6i7CE3iYYoAKPJJBytz05GWhaaenKl0LEIJ4kOKHPoUxKOWiRjl8mC8aqgkKk0LJSyuVx8Zmm/n9BwiCCOEH5cuEq4g2Bl1CZI68XFNoQ+D7hH5Iv9uh3+uTJAlRVEPhMRj0CaOQ7ZU1pNGcPvEAi0uLrLfXyYW7CFVueTFkrjFlQURpxoSnecK3PpmNzTUmpqeRyqn7iJJsJPQDFMKxPJVFF7tzT+etF04gI8tzpFT0BgPkxBgSgcYwomy3u94vnANirWVicpJKpYIvvFKER+wwUV3kyf3a/NuL7YDyoBGSuN9FKkG706UyMXYZmM6CUvQGfVpj4zSbLUaE9MP1Z4fpyLBDAFKrVjl69Ch5mhL3eq5nWGsXfWYFUeDTGQwAx+4mpDukcl3gKW+YOcSinYM1cnIsSnqkaOI0Y3J2nlq9gZTSCS34HsOuQBj+tqMcNUIwNTVB4EO/v02RpSQDpwDlB6C1pdPPGBiIpHJWwBZoovNWeLcxloAUGQJLnGk2ex1qk3toTs7hhRF5XjwsKmEBJRTNeo3pyXEGnS2yuEcaDwi9JlZ5KGupKE2vu01LFSycupfN1bNsba6ALtx9UGqXU6nK88Qiy9av5mSD+UMV1tfWqE7NU5uqYwQoKzEFRIFHtRIgRSkukBcILyQrCj7w9//C/WfPcNUTriT3BDlgNQgjsbll0O2yubjAvZ//OIf3TPLWt/wq3/4t30RFWfrbbWqtFkKKMjPs6j7EBYpUzq1xfxjGiEaUDFvspENGa2lhamoKAWysrTNxoEul1nKcA8pDSI+VjQ6ZEKQGKkoCOdaG5TKd9+VY4faYyQaEQUBhwat41Cb30BibdqIKZocR+2vRUKlWa7SqVZZWU+Yb7syUpaPmtPQ8twpWuYWuVGgn24StMXJfYOROgeAOa9fwei7L4/YNG48JQ/y0pz6V3/6d3+bqq69mY32V5liLanMMa1xedGFxif3TU/jSVf5K4R5ngRkZFvdLjOBhC2TaIIOAja0OV37zE4jCqMwbOdlBiSDu92jVa5edo0U6VNy62+Z5Hr1Bj04/ZrZRxZhsp3p7V/5o9xDW4HkhRQlfffxTn2Jmbh/18QnwnOMBFk9YsiKjVYtGW8OUBr9Rq9HrddB5TqfdJokHBH6ILCMiieKZ3/kdVKzgZc9/PknSJytidDmp83O1clQ4JFBYKWiNtXjne/6CPXPzSOkea43FR5AXOcq4yFSKh56Ou7MGThWGslXM4glBr9slNwYl9Q5EVaIbux9OKxVxljC7Zy/VWgM/DMvlFNiHyRd+3ccQaxeQpgW1MKTd6TA3MYEkv+TbBKDx6A5ipmdmaTRboFR5KFqksOXpKM97VxiGaGO57pqrGcR9trc36bS3mMnnUZ7Cao3wA/r9PttxylTklJiCIChpUHdIEwTgl0L3w+8yCHyh+PRnP8/jrruBsbExVySpL4w2h8P1q4K7n4f3HQBrMFlCb2uVsfEZhJJoK7E2oNCW4yf6TF5VQ1vjUJML1mUn9Cm/r5ReFIHiAx/9EnuPPh7VmHSigsKQXoYEwhpNJBVzExM8uDIg6W6TJwlBbQwhfITJaUjN877/O5isQqBvQmcJgzxF46DKQPd28TYPK9sdVGERmMYE//NdH6BX1IlqdYx16Imxgtyk1ExMzVf4FmyRIjyfopC0ezF/+Ed/ylOf+wLSmiZXBVaEBLJCvL2On2Wsnz5Bsn6a9//BL3Pj468nt06hLNGWWmscUyRICUJ8HY5qsfN7fnra5bJtTq+9Rq01hQocpaYJmqQIzm1rrpxU+KZAyRyonJ+2gfMMs1KSOM4g8vnTv/kEY/uOEE3MY4SHpEB/zS1Mzmlst3vccfeXedKRb3PnsTUo4VA2N0cB1hXgZQK2NfiTTerTY6Mec2FtGSyYEcXsZRQ3v6HjMWGIZ6cmmRifYG1llcmpZaamZ6nU6s6L8l2hwIMLixzZvx+MISwhXufR7D6YXXGRRRHnGcKv8LkvfpGrrrmW1vi4q5orezExOXmaI03BWKv5yCY68gQN1miUVJw9t0D96JXUpO88sEt5ewI8FTBIYoJKgzMrq2QGpqYmwQ8BgRCuCEtTkPb7HJjZ59o3pNspSkrSPOPlL/tBPvSPH2XhzGlmpmaphBGB71OtVNBFTr+X0mxVqI7VEaJarpHzqc/vux72W0qGPdmnFpeZnZ1jdnbeURiaEj7F0Oluc+2evaDLalAhdiKoXZe62yAXxuB5rtpbGtjsbDHTrOJL35111oyMsfsgVxd67/3HueLwYZpjLbzQx2BL+Pzf51Gx7EQV1giCKMIUOZudHv00Yzy49DyscLHL4uIyV119NdVarSw4E5fMkwvhUge5tkShYn5+jq3NdVZXltmzfx/KUwSeh9FOYevU2TM0jxxBBYGTUCwZpnbPSpZdBkPI3QjBiTOrVKIWjeb4eaxsD78SO5/6xBtv4N/uOUNr6jBxbw1VmcKTdYSsYPH4/L8d4+i+JzAThY74ZvTuoZMgylSSY4axxqKCkH870ebYYpu5IzdgvApKCDxpyXfF0BddN2sxJucFz3kOP/+m/8b4zH46m2sE1SZerYlCstHdptvpcv1cg8j6DiIVEYXwMQICAnbY+spcQUnYYZCcSwxxbpjZvwcbhBTDNTUWaxKuObwXZUHqDKGc42m9gA98+O+YnNvHdpzQVBaExJcKWeTUpUXpTd5y8yu4ciZCZGtAQlr45L4i1hIroaI8dDEYSfV97WOn5uTJ3/oEji9skXW3SLvrjEURBo+UkMKr8/EvHGPm2ddS84b7wzoUR+xgG84gSwdXS4WqhNx5apsvn15l4sC12KCGMBYPwyOgBLnsGCQpYNjsJax0UvY3QzcnY0EU+Lu2qy4zTF+89S4OHb6WSn3M6QxYUe5NU97h4eX9+50vF45HpQR12Jo0/KlHVZ7+tKdw/3338uCDD7C+toJJUwSWivLxw4j1rTar7TZKOj/bCkdiYUcPjoP+LILcGvygwrGTD7K8vsHMnr1UggrSc3lJnRdkaUq/22ZivIU3KjayI37ghwypRsVUSrieTIQgzjQPnD5HPoSHpIKymMaWEbpFoLVlkBcElQbr3S6fu+VLHL76Gupj44iyGlpID99TJHGfIukzPzuDr1xO3FMeeZGCsbzsP76UIs3YXFphY32F7c0tGo266+ksNGcXztIZpGg7fGBs+cuAcdzH1rrCreF6FVaTGc299x9ncnrWraW1eL5PFIR0223S3oArDh7CVx6+UKN2pFFKVewY4WHefqi1K0tykMWlJeKswCDJyvxnYR20aZEUAkSp6jK37yBj4xMgvbL1wJSFfo5hrNxMl9plj7hS+8JHz9FCmhF0rEro3qAoLNx57D5SbdAWrFBY4XqkEU60w1hY297GCI/ZuX1UqzVcHZIY9TH2ej2SJBnVBQzrJsIwQANPfeqT6fc6bK0vs721SZEkDuo3FjxFtz/g7NIyBsiMRSq3jrbMlY2uXDrVsMwItnsDbr3rLvYdPEhUrbv7tqvv+6HrslM8KIRz55793c+ku7XK+rkTrC2chLwPwhVoCVUlsSEf+dTdpMBmqjFD6kg7wGQdoI81fSQZhpyEgLNbPf72Hz/J7KFrsEEdKysgPBjSxp53b8p7XiazlVSkacYzvuPpJJ0N2msLJJ11+u0NWtUa0o8IJw/yz1/6Mp0MslyDzaHo4ukOQdFh1GZkMrAaU2QgJRpFhuJtf/ohJmcPgHKkF2maI7VAFAlFvMq3PeEAgQDfc8+7Uj6ekNx29z0M0gzfiwipEuLh5YbQ5hCvcPNPfT9XzlgEK6AkaZKBr3hwI+ct/+M93HJskUL4WFkh08WowOpS/dRQokYXNdnn/02jeekPvIiN1XMsnjzGyqljkPbwlMBIhfEbrLRTPvrpe4lNQJwBogCZgUgwaRtEDMTl3wraiaabG/72o59m5sA1eNUJcvyyDU9/TTZuSFoURTX8qI4Imvz1hz9DChQyBBWCtli9CfRAZRRAZ5Bx7twGe+YO49sa1iistShhEUaT9jujegXxVbahfj3GY6IXxBjNza/7ObTOWVte4eQDJ1hdWcHkBRJ38BorOHNmgXNr6+RCYgjcBrWKQWHJUGQIMjwK4XHPyZOcOH2GfQcOkmHQZTP40JBKAadOPsB111yDJy4Pmeyw0jg1JIzLY1rlsb7V5fiZBfqFoUCSWkGhfHKhSK0gR2KUj+dHrHS6fP62O5jYsw8/qoC0WF2UuVZLOoipBD5SGOqB79pBjCbXxvV9KpidGCcwhqVzZzn9wEniQZ/FxUWyLMWvBAyShJML5+gXOQUe2rqWDYuHEQorPbRQ5Chia0H4JAY+8ZnPYpRHWK+jgsBVsg5idJLgCUs98PGkKA3C+ZGK3bVGw/92DpP7dwFYY+nGCafPLTIoNFKFZAiM8CmUX+Z4FLfdc4yxqWn27T/AIHeQlimLdaR01bvNRgNdVtl+I4Z7NEuiBCuxhaVAoIVCC49TC8to6ZNYyJEkVhBbgZY+CI87j93P/N79VGsNrPDKIi2D1hpb5FQqFWZn59zajHLHO9fy4he+kOWlc7Q3Njj5wP30Oz2KdJj+UFjP48zKEvefPYuQkhTXCpRZQWYthVVk2lIgKYRkbXvAv956F+MzM1QbNVQgEbLM1pZdDA8dJeJU3lNtM1540/ehyOluLNFbX2KwvYkqMpCa3KaYoMJCO+X9H7ubrFInJSQhIBc+IqiSGYFVEXH5t+ObKX/2wU8RTswTRLXSEdYYYygeiR8lBGFYYc/8DM9/3rPprJ9jY+kEaWeNzeUzSGtpJ5AFLd7zoS+ymnporw5+nZI1Bk2EIQLVxIiIwh+jb322jeRP/uafqIztQVVqCN9DSKj6IZ7ReEWXMN9gqlEtXZ8SJSpB0lOnTpFlGWk3RcSgclnyU6ccPbKvzOcailxj5Ti20uTOMwP+7K//icrUFfzvz93Fvat9YhniqdAJeXyVTHPDvmYrbPmMWp72lG9hdekMaXeDvL/FoLMKJsUXTtjB+lVOrvT4u8/eR0c0yPBJCUi1xYYRWW6wMiS1ARkeG9rnf77vY8j6BLISlbC1LklfuHxF1iMYsozAcxGS+2P83x+/m66FAR6papD7HpmUZHgYAR/++O3UWnOEfp1QhLvQH4svoF6rsGd62mWGL0v1+o0bjwlo2pOSqYkJvucZz+STn/kXTp86yfj4uKPRExJ8hQp8dKE5eWaRtY1NJscnGJ+YIPR9rO+T4iKDldUV1tbXGSQZc/v20+n2qYQVB70WlqIoSAc9zpx4gBuuu47xusvvCvnIvKFhbkRK6XKoQiH9kLWtDtudbVqtFjMz09QqoQN9hSDVhjTNOHVmga1ul9b0LKnWLoq0Bg9B6EniNCeqRtzxpX/lpc+/CYnBmgIhlGvdKguc/DDgz9/1Ll74kpeycPoUY1PTKN9jen4Oz5fgCbZ6Pe64/xgzExPMzcwQeZUSiN7pQyxwEOF9Zxd58ORJxienyXG9oYXReMLH9xRpv8eJL9/DS170IgIpd3ncO8ZDsAM+nrdeQjhptfIg8P0Km72E/v0PMDc3x9T4GJ5w6MFWp8f6VpuNdofp2XnavT5hVHWHxzAKEq7n1fM8R96gvv6GeHctykiiUHoO3RCGHMPC5iZbacq+vXsJwwqR59jSOr0+D5x4ECMkzdaEY8saOiXG4CmJQJFlCXNzMxSG8t6ef0pddegKrrvuWpaXF6k1WixOLyCVotFsIoRrBfPDGovr26xsbHNo/36ajTq1wMl6FIBRPiurGyyvbtAd5LRmZsiNYZD0EVKWeX5xUbYoGB7eO4uhhCDJU37iR3+Yt7/j/WyuLNA4M4XvVYmmfYwMiPOCWtDg9HrMO977Ra6+YprHHb2C/RMuzy9Vha0BrHdzvnT7fTywuEFz4iBGC/KswPfLqg/pEBJj2KkDucjQhhHy8/qf/Wk+8n3PY3vtDEIFVOt1lOfhBU2E8ujJOn/8vz7LDUf28u1PPMRkJcBiSUpPY+igp8AXvrzOv9xyL9YbR4VNhKcREoQ2JP0eQRaztXY/N7/2JecfolaSW40nPYS16Dwh6fUweQGhxUhBai33nlvnjnMp1+yrU/XrPLANX7zrNHefWCKYuIIMQ6UxxQf/6XZu+p4ncc2URGgIPR9zEaTg8sOe99taQ6NS4cdf9Uo+/A8fY3tjieWlM+yNGoQND8+rolUIcoK7znQ4uXwrVx2c5OorDzA7XqMqgQCWBrDRybnt7uPcfWaZ+tgeLAqbGVyToysjM6UM4tcyZOlIaCtI8cmB46sxf/LBW3j6t1zPlftDfJoMNKy3NZ/90p0stQuC8RkKKRHKtZhKi2MjQ5P2e8zNNDHW7SP1KEHTjwlDnCR9lBfwW2/+TZ71H57DwpmzKM/1JiIk47OTFJnAFxI/COnHmu3BCiysYkopRCkleZ6DEChPIoOQ/iAeUWbKEi7O04SN9Q10nvLNj388BTmekJffI7tOZ1dr4/pBB4ljnsFocm1J2x0W1zcdc5fvl7RsBUZbhKrgVWv00hQ/DBFGl2IMBbYwZHnG8rkl5ufmmBofR+CkIJVwhTZWFyjPp72xwZWHr+CG667n1rvvQVYqRI06VsH41CS1Wg0/8MkRLGxssbi+QS2qMlZrUvEDCmvJCkOcpayub+BVKtQnZ9lOYvyKozusBCE61+SDmHMnTnDVFVcyPzkxKrhxRQ969Hjr0RKdr1c8LEZ1vbCGuNAoPLI4pfPgKR6UjiVHKYk1hjQtqDdbxHFCtdEgyfKSrtCUkLpmfX2To3N7ENLlGL+C9u1HNJw2xk7RE5TpFASFsRhdIJRPux+zevc9tFpjZFmKHiIu0qMSNTDGkmmD8Hwn61lGM2masry0BAjyoiAIFENRx+HQGH79V3+Fl/3QK7AohHS99XuuOEjDqyMCn0ILVFBBSrj3+IMoAaFSrppdWGKdoPyKy4R5Hr0kRfkS6Sm0TiiMQqBAul5tc1HO6R0jmBcFnqd4xctfxp+/831sLi0TVFuosMJcNULWm2jpkYoAITxq1Tm+8MAWtxy/k4rUhJ6gyAq08tlOCoKoRTB7Ne1+B2VyfE9RZAOE8JzqkLz88eT4fRTaFNxwzTX85x/+T/zJu/8aFdQ4cd9dHDlqqU5MYoIGPT9A1uf5wpkBXzj+OfZP1rnq0B6kdDnDIk1YXt5kcaNDt/AJxw6x1c9poJA2wVrXo+wL2F5dYr4R0fAzFK4PedjW4wnnCB04sJ/PfP52pva22dzeZCz0UNWIwgb4zXn+6u9u5dDkLINelyQUpEahK9Mu3WENMrMoNcbfffJuxr9zLwdm5siynDBQF2mVvNgQu26fhd2EREYjlOVnXvNT/Pl7/hIRhOhaEz+qMiM8qq2ANIVCeoTRLNvW8Jl7unzunjupKUMgS44Dr8LmIMOvtvBnrqaT9FE2J1AKkw5AKIz0EdLHfB0eVGlBI8lwQZAxFqPhg5/4IoGwoKr4UZV2L0YFIX5jBm2NY2VUBonb68Ia8jRlY22F8fGIQttSWvL/Q4b4wgrNaiVCCNju9fnjt/0BN73whRQmpVGPyLM+V6TXMrt3H8r3UZ5PoSwOtHXxnZSCwhSj4hOB82zzPCXwAlKTst3ewlceK0tL3Hnrl3j9a19NMwwxeYLwFRLXyjD8n2FJg5ECISXKd2X9w4LKXqfH9OQU8cYGK6ur1KoR9UbV3fzQHZoa6yq//ZLjunDQUqgCV8AQBhRJSl4YdJ4yWF3m5D13cfPrXkeepniBhxKeayvAVRNbY2lNTmGt5Z1/9na+4zufyfLJ4xzzLNubV3LN9dcT7tkDQUglikC5zdrPNUm7gy0MVjlNTmMtfrUKOENTjaqgBMLk5IOEpN/lzIMnSDrb/NAPvBBtNJ5QJWtfWdBinfYtWDxjUSLE90IMgtBzmz6OY8IgIE0K0kFMELpWqCBw5CDu+wUykEShawMLw4Ci0FR8j1zngCuCSbp98pUV5p/edDAv4JVdybZEqsOgjig0UVDB8xVGCsJqRBzHSFUWKOEgROcouOhLuSvCF4pAVvGCCsLzEUqhCo3JMkyeUWQ57cyJb8xMzZIWOdILEEoilSOpKYoM//2pvAAAIABJREFU6SvXQiIsVnpkeY7ONO2tASovqLglxBYaSmk7F4E7Z+bwlUd40YtewF/81ftBCfxqiFVw+OhVyKKgWq26faYNrckJdKHLNA4gJQGVshRP4PmOWSuNB6RpTL/fo1FtUGs20ULgeRWsUCiTU685HWs7Kl5xp3mgAnKdM98Y4+1v/W2e95JXYhQEocQPJEFjionZg0gRQlAhLixBtYYwIRpDIsFIi5WCesWnQNJuD5gca7K1fBotcscxjaI2Non0QnRZLIh1e9Q9nhcelgLHyJ3x5l/+ZT72sU+zdu4knV6CtJYj195ANCZRvmPX8ioR0g9Y7qdsfHkZi+snV9JJEoraHJ6RJNoQVUMGg5RGJSLubRDolHxrlfbSXfyfv/hGQpUj0CUk7ZCNwjpVpBuvv4p//vjHWD17L9WJabxQMFk9SIGiED7NmQN0jCEYn0TYBK9UW7IalBQI6whIrDD80Z9/gFe+7MUcmJvAt84h9ZRHXGgQBVJGzsBIjfQb5LFE2BxUWhpg/zzQZagTtW+syVt/6028/D+/mmuDCc5mippXp7u5zcT8QTy/RkaGUiHV5hjYAiMsGW6vaWupTjQxRrC5NaBVj8h6Azq9TZS0BH4NL2q5CnbZdG2aRQ8hfEfTWaIQ0gpESQKzk+aS4IUI38eqCngh6SBDmpyqEvTb64AhTgPqrT0Iz8MUOYmBoF4tNczLeg8E0hryoIEwBhtv0ls7SUvGzNY9vEJT5G7dHw1b/JiIiIcQZxj4XH/ttfzN+97L9zz3PzA+Pka3t02hLVmSMzUzzcT4JEY44yhKSM+U3My7afqk9PCUz6A3YNDvkcYxiyvL3H7bLbz2J36UfTOzjgjc87HGEam7WUhcL2HJ/ao1mckB614n3IaZmppkY32NdrvN2uoy55KEmdlp5ubmaTQaCM8b8UNrV7mFFaY0X9L1BQ9SjDUMBgO2Nta49ZP/xOt/9nUESpYdg955xUiOppLRA2WM4YMf+Gue9d3fzelj95Fbp4CS9PocPnIlmbX4gZM5M8ZSCINVwhkGcP1/o3YXx0ATd2MCT7G9tsbW+irLp0/y0z/5k0RhgLD6guIoMaoyEAh86VifhsIYDlp3WrUmK8iTjK2NLba2NggqFebm5gmjyIkiKAXazcEvC+MsFpvnhL6i1+uSFwUPHLuf77z+cVR9j6GogrXn09HniS4fcOmiaQGm0Ejc64WWjnkEC0NjXA6jM4w2Jd+340CmZDDzPUm/3Wd5aYk46TM1NU2e5UxNz7oKf+Xek+vC9UmbssoUTdwb4Ps+250OJ0+c5FU/cBOBFIBXinucnxpJiwzf87n5v9zMv916GydOnsY7FqB1QZYmHD5yFcZqokoVay2ZcCo6FlnmtTW+cqCuLQoKk5P2B3Q72ywsLpClKfv2zOMHIWEtQFiBLkyJLmi0zvCkq+YfDikUvhRkScJ3Pe3beMPrX827/vpDLD54L5iC+UNXMwgqVMdABU7Iwdp4p2bAur5npyGc4llBVRYMNpcRWZ8TJ48RBIpqc4KwUiNU4cMfG+XUZOkMCld9xsf+7kPc+LRnIvIB99z5bwih2HPoMNFESjQ5RZHmKBk4nm3hkxkDYgeTkNY9n540WJ3jVRQm7mO6HdbXTnPm2G38wX99I6EcGpAhReZOV0JeaH7qR17Or77xV2hOTrN44m6iUKGEz8SeQ6S5xsoCTUFSaFDCyYma3Lk+ucboAZ6NWV89R/vUIkIqpFJYMjBOPEGJYYrBQ1mNIMcUGiV9Ak+gSmfV7uqTBlDSnS29fo+XvfiF3HHHPbz3w59GGcuxOwoOHr2eQTUgEtNIP0BJiyk/a8jO51IuBlEKf7RCH5kOSNtrxNurbHe2aE3MMTWniMIqcaHQOkfJFFW2jtmyCtv1OLv026i7V4LWBdZorDKgNcJCqMDGm8TrZ0mzlEpjgkIbamNTGJ2iPB+jHaGHkAo54u03DPoDsqTLdJATt1d49Y++mGB4LUIybNf79x6PCUMsEGR5QhhU6acDvun6b+LT//wpnvt9N3Ho8BUMkpy11TUOXnEl83vmqdWahNUKge8qoZWnQLpS+kJrhLGkuk/Sj0mzlH6ny+bSEnfffSdvfOMvcHj/ftd6YE3pjg0jPDcbcFCqBLAWnWX0treJAncweZ6is6XxlGJtZYWF02dY31hj8VyNA4euYHZujka9RRCFBH4FykrEkYKM1eRJRprGbLfbdLfb3H7bLbz6R17Jvn378JUiSzO8wNHQnNezt2sEQcD0zAyf+MQneN5NN/HA8eNooNfpsr21ycT0DM1Wi2azhecHSKWQnjdSsLJYMu2KKfLMsQHlWczplSUWTp9me3ODX3rDzeybmSbLEzw57Dve5RzgcsDDKCWJY3rbbXrtFlrnrsq3rOYWxvLg8ftZXVvGCyqsr66y/8BBolqVVnMM6bsIOi8L4bAaYWBzZQtjDHfdeTv1KOLJT34yaZIQhmGZX71wP2mMtsSDPttbW0hfjaLlJElwrETnb31bvkAqic4LutttOpsNVNk6JYVEpxmDXo/Fs2dZXV/mPgRHj17Nxto6rfFxGo0mynexmfUUFpeW0HlOnqZsrixxz91386QnPpGZyTHiOCaKoouKhkReSD/uofyQd//pu3jFq36EhcUVlBHEvT5bm5vM7J1janqWWq1KVHG98MMWL2EtaZ5SpDlJGtPrdijyjDtuv51KGLC9tQW6wAsiGsYg5IA0S9HKkEzWkGON8+7zaI3KfWes5edf/1q6acG7/+p9LKDpdLpMbW0ys+cQjYkZKlFjdE+HldlSuMxzoTU6zxBJj831JZYWTnDN0Sv59Gf+lSOP+2bysVmi+thD5nCxYcSOCpdUglDCrf/6zzz1Gd+LHWhWTnyZrfVF9l11LcHmONXmBI16k9DzKYRCyxBRRmYCi0k1VrtUQpFlFEmfrbVFks4mg/Yqb/v9X+fQbLNsXypAnb8HywYtCmN597vewct/5NUcMIqzSjKb5rQ315ic20clrOBJga8EWisEGqFjjC4o0gH5YJNBZ5WFU/fzu7/4Og7tnULqolTiko7/S5UyjFlM0m8TRREYTZpqpA+J7qCsRZTiE6M5CkiSlHq9TpIk/Nff+lWWtt/AJz71GbQdUOiM5sYK03sOUBubolZvIlTkCD8EZeBjSn5vS5YlmCRhsL3B6rkHmRivsXL2OLbIqVZrCKDAR0hLoXqksWsbssPikgtWD6OxeQrpgGKwDX6OMZBnGYGy2MEm3Y0zrK2tk1nJnkNX0+tM0Gg08cMIPAeHW4mz9iYHXWDSAXbQ5d4z9/Lk6w5zaN+sY7yTFj/0z1MF/PccjwlDrI0m8EPSPCUMQ+JBxtHDR/iXT32aH/vJn+DcyVOsLi6zvrrC3NwepmamqbfGaTWbhJUIzy8NFpY8z9F5QZKm9Ltdzp45S2erzXyjxR/9/n+j3qwRDxJq1QrgoY3zg4eFK6NhXPSaJjFry8uceuA4nc2tklhDEXg+tSjiRTd9H294wy9w4sT9hKHP+uoy+/cdZGJqilqzRaNexw8DPM8jx2ALjck1vU6bzlabTnuLpcUFfunmmzlyaL/bsEVBEASjqVxogIcjTd16TUxM8A8f+Qg/+bqf5ZY77mB+zzzrS0tMz80xMTnJ1PQM9Uaz5BVWIy3jYbVsluf0ez3iQczW2hJnT5/mhm+6jl/6ud+gHkUUeULgKVccJcxDJjRURsqyjLi/zfLCAnmaUKnXKHSBRJAMYl78gudz+oFjfOoTH8UPKyzUmyydO8PU7DxTU1PUajWqtSoFzkPOk5QiTdja3GRjdYWoUuG1P/taBv0BtVqVwWBAtVp9SDtHnqe0t7ucPX2Sbtwb8TtrrV371hNuhMrO6x1jl/uMLM1ot9dZPnuGuN/BC4NRLhpt+MGXvJhbP/dZ7rnrdnwvYG1xkf0H3f2enJoiiqpUoxq5dNSBeTwgGfRpb65x9uQJHn/9dbz4e58JONk5YKREtnsURUEtqpPlObUw5P1/+Vf86pt+nb//yD/SbbdZXVpg5sAe5mbmmZiYotVq4fvhSDLSWEtRZCT9Af1+n/W1VZYWzvL0p387T3vKt/IzP/NzhOWBE9VaCKlc5bROmG5WuGJ+7iE2cHebk5QStOYtv/RzXH3kAK99/S+SJX3i/ha9zRXGpmaot8YJ6xOEYTi6RocyOB7upD+ArdMsL57hB150E9/1XU/jb9/7l1x11TUIWyCFkyr8iqBCramEHsoIbvmXj/FTr/k5PvqxTzI+t4972itM7jlE1Byn1ZqgWqsS+BG2MoYUrlhLSUuRxZgsI0tjkkGf/tpZVhbOcM3Rw7z193+ZiVYNCkPgSUfCcwFUnueZM5SF5jnP/h7e9Maf5w/f9naypMegu8X0/iMknXVarUl8X1KNag7OtmDynDzv091YhqLDxuJJ3vKmX+baw3MuhUHujKrcaZVLs4y0u8HGwoOkvU1E1KSXWULP0i22KYqnIzlf8KAoCiqVyuj3IEl459t+m//+jrfzO7/3hyT9Np2tFXqbqzQmpmmNTRI2pgnDAM/zoWwf1Tonz3P6/S7J6jnWl07zvc9+Ji9/2fN5zvNegidyfE/Qb27QSQxR6LFtusz5B5E83u2JoWRkea89QKcxab7J5tIZ0kEfFVYwxtCoV7n7wWO89Tdv5vd++25ue+A2ZFCl215mcm4f9fFZ6s0xwsh1fjgJWEORxRRJTDJYZ23xFDdedxU/+X88H08YAiFI84TQd/UWj8Z4TBhiKRWFzgl8pyVar1YpjGZ+ZoZ//NsP8o73vJu3/vc/5FyesrK4wPjkFLVqlUqtTr3eIKwEGKud5J9xqkT9bpeNjQ3GW2P80EtfynOe9UwwUGSGWlQpWxFN2cLhKl6dJqXzZpV0MEp7c53VxUWyPCcMI4x1+QalFOOtFi95wU287f/6Pf7oj/8H73vf+2hvrLO9vkEQVRhrjRHV6wR+SBBFJHmKNQVZnJIOemysrvP0p3wbv/G2txH4ruVht+TfhSfQhedRpVLBWovWmrGxMd77rj/nvR/8AH/8R3/Ml++6g5mVZSqVKnN79xD4IVEUIZQgCAOUVCRp4qLhPGdra4s8zaj58JrXvIanPvHJGDTCanzfwxbFDuOQ83pGYg8AcRKT5znL5xZI4oSoXkN5Hkma0mjUWTx7jh98wffx6le9gsMH9vLrb/4N1hYXWV1ZZHxsgtbEONWoTmOsSWY0lcAj6Q/Y3tygvb7Jdz/zGfzEj/04ngC/VkVrTbVaHen+7h5a55w++yBa5ATViKG2dZHn5EnKK174/JGy1wgLKQuE1zc30Fow6N9KEDk0ozCGShDQ63T56Ve9grf85q/xZ+98J29/x9vZWltla2OVRrNFq9UijGo0m02EF1IUmjyL6Wxt0l5f4Ydf+XJe8v3PI9MJvgxGRskpB9nzrsNTCqMLAt93Ag/W8rtv/g2+91nfza/82q+xeOYUq5urLIyfptloMTMzA3YolOE7FMLkxEnCuTNnmZ2d5nWveQ03XnstX7z9Njqbq9x3n+Hcwlm8Ujc4yzKqlZAr9szwhOtvKG/zzpyGDs2wp9OXkBUJ/+kHXsCTbryR1//CL3HbnfeQdNdorzWp1sbxokmqNRcRKeWg1SLP6fV6dNqbXDEGv/WGn+GpT76R/4e9N4+X9CzrvL/XvTxPVZ2lu9PpbIQsxiyQsCQEGNABFyLKjCiijIoguH5QZ+Yd9ZVx+fi+H2d05nUcZ0bHEUcGR1AENOiIERVFCCEQQlaSkITOvneS7vRZqup57u39436qTp3TnQ5ZOud0+v5C5fQ5p07Vc56q8/zu67qv63fddt8ewmip8ypXxCjTiVuH6jCc1u13Ya2IIG3DoO7xv3/3v/GJT/4jP////Ap33HEPw/2PYAfbWNyeixp11aOVAVoperUltmO0BJrhKqEd88ieBzluDn7l3T/DRa/9uvw26eYNN80qVVV12Za181RZg4juhilEfvZdP8auxXl+/b/+Nvfdej379jzAwjG76M8tYrRlYds2olhC2xL8mPFwidV9D3Lhi8/md977W2zrV3mwjAYjlhBblGhU0oy9J8bAYw/fixvtp7Y1VH2WxrmGYFE1xKYlht4645bJDOpJW92gZ4k0/OQPv53XvOpV/Muf/jl23/Flhkt7qe6fZ8fO4wl6jsFgQFXnkYgh5iE0e/fuZWV5iWNVw7//5Xfz2le8lL3DhvG++3nIDVnauxdTL+CiRklg57zl5HnPpEVwehERIQRP1Ibx6jJBO+665Tp0PYc1BiER4pjV/XtZsIHf/Y/v5n0fPJ3/+J9+g/2P3Mdje+5msOMEFhZ2YHsD6sEcWhuib0jBsX/vXlYevZ0ffefbedc734pKuWEyxEBtK0L0GLU5E5okPdn5dIeF3Pgy2eHdOJAthIDSiov//M/5y0v+imuuvj6/KXWFNiY35eh8sdVKUWnD+RdcwHe/6bt49ctfQes9vYlF3OTvpXuKiZSEzmElF8sIbetB4LyXvgRb18xvW1z7IYCYOPXUU/ngB97PcDhmcdDjrvvv5aMf/Sh//KEP4ZrA2LdUtqbu1bTOoytDv9+nZy3f/A3fyPf/i7dwysknkULEO0evt+bLm49t/ceNi7WNL13o3L4a7/jUpz/Nhz78Eb504400TUuIUPUqqjqP2Usp0R/08d6xY/sOLnjZBbz6la/m2193EU1oiTHQtz0Sodtz7J5kw3lsXJvT0wLvfve7ueyyz6JNhbJ5BOWkor1ZHfL+P/hDzj7rDGK30PmDD7yfD3/oT3nw4T2kCLauCD6ga4u1FqsUr3rFK/iRd76Ts772jNznl1Ln7X1wRIS3v+OHuO7GG6j6fRa2LRBDpD8YEEPeq/3TD36AXTuPnU74aruZx6IV3/7Gb+ehh/ZQmQpdG5IIgcR4NKJvKy79x08DUCnF3v37eM/v/z6XXPJx9i8vE0Jibn4e7zw+CXODAYNexetffxFv+/7v5eTjjmccR1TS7f/PvKIHWEx2C8JuNw7v84JoOBoz6Pf48MV/yl98/K+4+pprsKZiNMppxrruMxqOuj5rz0tedB5ve9vbeNXLX85wPGKuV3PjTTfxzne8naQs1lYoa0gpt8WFtuGnfuJdvOW7v6dr85CZQ1r/fsuO4TFbZBqLT4p//NSlfPAjH+GTn/404yYhZh7vPf1BPxfudj3gp552Km9/6/fy1je8hta1iDbsvvMeXv9d38urL3oLJ5/zcuziiTTeYyuNjqucdVzNv3jtOfTp+u7FTn23pn28rK9jmLRmKVXziU9fxoc/+jE+87kvsG95Gecdtu4TdR9SxLctc/0emsDi3IBXvuLlfM+bv4Nv/boLcbHNxi5iSMlDmswcZvo+mmxvZUeAtfMWXEtlK+6+/wF+73+9nz/7i4/x2MqYkAxVVefOANHMzQ+oKuFlL30RP/XjP8SrXnou0TkUHmX6XY2J7/ZpBR+hdYk3vfl7ueP+hzAarNGIrvB6gPeB7bVw8ft/j1NPft6Br9+619Yj4vAxEZLC6B6f+PRlvPd9f8gVV17F2AXEzKMn7XgpUtdZxM95wdn84Nt+gB/4ttfmtsyU2L+8xNd/w2tQugeqB6pi39KQY3ZuJzQrvPHbXsev/7v/l1wDnff3U4qE6Ii64ju/+/u44ebdmKrfPWfeelwePoZOgas+/1kWBjV9W7F/OOb33vte/uhDf8qj+0asjBvqwTwx5eyfNZpBz/DGN3wbP/aOt/C1z38ebXRYSczWZuW1eNdJ8CyzJYQ4TTtQp6VW674vRJzP3r7aVLSu5aabb+X2227LlmfdHvvi4gLnveBczjj51DXr+5B72cyGPmERmfnDyUIsgE4gKe975kKf9YVAGxmOVhn0B4zHQ2xVdeMV4a677ubW3bezd+/ebKgfAnVdc+GFF3LqCSdmh552RK+qcro0xa44huk7I83cJmdl9lgOfOlydNi2DdbmtMywabjzzrv4yu7dLC0vUfer7OSkFDt3HMMLXvgCTtp1AglYHa3S79W5BQdF2zadj/HkCWUtDbfuGBOjpsEYQ71BJNPMMfvgoctCpJT30Hq25r49e7j66qtZGQ1zOte1nHbaabz0xS9h22DA2Df0jCUE3w1dP3QiZ6Ooze4I+7jmOyVKpufXdRF/dYh+chcDVilcyAU1IuBCoGf77L7zDr50w42sDlchCtYYXnDOObzw3BdiBMauBZ1buCpTdQNC1o5z4zFP/N2mAzEEhqNRTiOuDrGVoa56LDUrXHPttdy++w76g7m88NGKE3edwItefB6LgzkaN+6MQPJ+fd72OPTKf2U8Yq7uHVqIRXDtGG0sIcXulvfaB6bmM1dcwb33PUTTjDHG0DQtp556Cuec80Kev2t7duv2HmPyBKk7HtjDN/+zt/Dqb/kennfOK6kXT2AUHLVVjyvE+f01Wa50fyvTKQf5KtC2Q5CamHLxjjWKL992J7fsvpXH9j2GUjZ7AqTEzh2LnH3WWZx5yvMYhYRRQtMsMdcb5Lps1+bUbHeNkkTeXJ555Sav3/QrwedCUm2ISWOV4qbb7uS6G77McLjaGdPAOWefxbnnncv2nmG1bZkzBpUSEhLRmm5HKE/SGrUNRhlIimoyMGbmKMLMxwqIvkF0xSzr33ORpllBaYvWFhcC2tTZuS1EPn/557jvvge77axcvHjK85/P+Recz7HzAxwQG4coMFYh05EuBycAPrVoye2L0t3bhQZRNfYQRj0toIkE3+S+X6VoQ6Rve9x6+51ce/0N7F/JvfIxJs570Xlc+JIXdhnPyGi4Qj25zolhfbpFH/K4DxdbTojzKVgvxO14larXo2lG1HUf3xUrpM4actyOsT2L6X4uhC6NGiNWW0ajEbpfzwjZ5IVfex7fyXIWYnDNCNvPqd/GNdhqrYIzJzQTvnVUVU3wOUWTYqT1jspWOaoXCDF7JGtReOc6k32PNYYYHeMmz6xVIrntY8KkjH96jtZaDqbnbeNL55u8+qerAFSCUia3s5D/2GMM0xRzTLntYjLNpWmbXIwlYJVBqVxwpGb2hGXDPyKJtm2xVZ0XE9385CSTvkrBR4dJeZ609y3GVqysrjA/t4ALfmqMIuR9IjXZv+76/7QWVlfzpB+tdSfEh/hjESGkROzeWSK5IlWTawEm6ey8LZXvo2StHS4Fz2T2+6RT2odApTWq6xlH8u84Gg7pD+aJKVuUkvIeoSWiq5rJYlDpbIM5EX6NrC1wOFCIw8ylXMgXv0lBUs4K5F7SkLrCnZCw2uZiRdE5YtGKcZtF0CiVHdxEchGczlHwxOBFSDBJp3aVoxsXJQdkYELAmEmGJS9sQnAEIpXt4XyDScxsAcj6VLxSjF22l9RGs/ueB3n9G7+PV130Fk4+5xVU205i7MfUVh5XiGX6LuwGNDCTvMlnH4ke5z39ao7V4QhTVRgt2SY3OarJXKDuNfDOo42idS1aWZIR2iZX41baMKmMFjohnnkhc63/7IW961DoFl5N0+QtuG5ur4/dedT5/e6Sw5oag2E8HNHT3eLeTpYb+TeMyROdp7YWSYpWqc6XroWkaKMl6W7qUTvE2uqAvux177kEIUS0yRXjLnq0srjgQSJamTzLq3PU00ZoxqvUVQ1KiDHQNNmKF0UOMno9RHL/B0kxcUxTRhO7yD4LdhbtyUCUNkW0WBrnqY1GT17ZBE6ZLnPpUUI2NxFYXR0xPz9PCg6lDYhm1AaMVlit8jAOyXMIRFfdtUWm7nLSZaCeTT/7WbbEHnFmQyQy8zdf9eZwbkRla0gppzFIkPIUoLleP+9nkrrZvflPUGtDTIGqmjVMV9P/zkZr04sc+Yu2rmmbFqUVddVff0AJ2qah1+vjXRaW4Fu00dRVzXg8pq5zKtRqQ0JwTZstKhOoToyVVtiqwmi7dtndoK2zx/lEbw/ReS+Xbi+O7s2dPYNVtyeUxTVEl8UnBLQ2tK6lX/UIXZvD5I9UbawUmzlNkAu0elV2EdOSjTdE1tqPcrInP7euDVoZUkrM9efwPl90Zv29Y2e+kmK+KDgXEK3o9fr59exayDYyEVcRoelSgU3rGXuH0bmAqTYWKxC798d0InKIiM6jJsfeMVf3keSnPemBRN/kCDJ4ly8uSuPalkF/kD+X3HihRBOVym1xrkWMQet8oZcUEcn95U/4Ws6caOkuVVoZfGg63/EcmWnRuYdeNDEEKm3ypdrnVjCjdHany710+UKTVJdandkjF8GHFqMrvM+DOg44pg2e1FmEu4Vm53DWNIFBf0DrGnrWAilPjZL82prOo11QBNdSV/1cQR3zRTx2G/ZCRJJHp4hE6UZfblgYzJwrmf57/d9JNixJVCbPyp0b5O2fFAOJiBYN3eKREEAJxlqCazEyWdprks1eB7nffMbLe1rLEafPPhXn1H1PBEQTg2PQG+CcQ+v8mlZKEUVQkntyrVSdcAcqW+WOkLT2DKBQBExKqMqQorDSBEzfsDQW2iYQRREkcexCvq4ptZb9mX0tN7zh0N1wh6b19Ho1IUVqa/ChxSrJ50fIi6AQqXu5Qjtfk6GuerlNMjjmBgu5orx7v0iKuc9eKXxoCSHk/fXpoiYHBiKa6DxJPH2bW6zyHHcBNStYgmvb/Fp5x/z8fP4rMRa8BwWVimhticGhtM1ncGKKj2ZqaNfNh3z25XeNLRERFwpPh0lbmFKK4XCI7ff5/JVfZGk4QlX9vGUgioW5eb72jOczsHmBZiSPLJ/+sbOWgdgSJuxHAykbjSStuPXuB/iWN34vr77oOznlnJfRWzyONuTFVUXLmSf0efNrz2BAQAg4bF6gbPbvcNjJ0VqcBhGRMNqPqnustJrYq3jvn1zOIysNTirUoEZwnHHiIv/8lWex3QR6JtckTN7nBx97WdgsyvWmcMQTY1xrq9GK33rP73L5VV/4wBR/AAAgAElEQVRkbvsOBtu2g6mxgzn2r65yw8272T9cRYueFq1t7lr4aGctG5KAIEIQlauIxRLFdBGeYmMR5+YNrdsMIhOX94QgVS+7VVnLz/7Sb3DT7tuQasD8sSeg6x2o3g7ufXjI+y7+ex5xivaZmGdcOGwUIS4c8Uwa8IfDIbfccitXXnMdx530fB4bjvFK45Sw3LakXoXTirvuvR8fw1F0Ed/CyNqokLXiRI1HEcV0opxFOEyjuLU92qOGtJaKj+Taj4Dhs1+8gZtvv4eFHcej6wXGXhjFiv3jipFsY2yO5a8u+wrhqDpZRx5FiAtHPKEbVjAYDPjQhz+MrWse3rcPbSqcj3nwgjY4H2laz0MPPUTrW5gpCitsBrM9AeQCxa6IDoEoASTbR07sYbu7HfXElOd7/9tf/GX2La2yNFxhtRmRkkakxgVFEyrobefB/S2PLvty3rYwRYgLRzzTKuiUuP6661hdXWV1eT+P7d8LRI7ZsWM6DWtuLg+5GI9H2S2rXJ02lwQia70BRoGRiFUBSyK5EbXy9FREgsvFOulAd7ejibxOyVXEd9y+m7YdsbT0KPgREhtqE9k5P8eO+T7NcJW9ex/BuXat9ZCDtT4WNpOycVA44rE2e8QqpTjn7LO58qYbuW3QZ9euE3Ctp9cbcMwxxzBaXeLBfY/x0D27eflLz+1aoSb2poVnn67dSKQrRYq44RLNyqMsP3IfzXhM2zQ4qxlUiqEeoDmTtUj6KHrdhHUZAZGIkciLzj6D+1dWePier1AbWNy5wvziCYgyLLcrLNSBfXvvoV8990vajmSKEBeOeGJna+q9513vehcffN3rsLbmsk9+gtPPPIdjdx7HA3fdidHCQw/ez0LPsGNhBzEGgvP06ieY8lM4fIjkqUyAkkDbLLPvoftonaDrecbNCKM1VkcGZ52C8OruB9VRJsVq2vQmJFLwiIH/8v/9Gq983RtBOdp2mV3H7mVxx8MEH1icM+y+6ybOfcFpHDdfr3McK2wtihAXjnhEsseyMYZTTz2Vn/vpf8Ov/+ff5IzRObTDMbd1zkPj8ZDFuXn+62/+BsPRKoTEtrm5bKvZ9c0ePRf2rUGuhM77vwoYL+3j4ftuZ8+ePaD6RN9grCWFhufPxXWtSkfPa5V7yidmPRCzz3uMvOzFL+SH3vrdfPSv/xoJLSuPPMrC/J0opRkuP8rOxYp/86O/RPBx2utd2HqUPuLCEc8Bb2ERPnP5Z/m1//Af+OKVV6K15rjjjudHf+xHeccPvoOFzvd47e7lArUZJLJjmdaa1dGQpmn4wAc+QH8wwOjs2KWRztAhccopz+eiiy5a93ofra+d927que594BOfuYxf+dVf5covXElsW8457zze9RM/wTve9laUsfQVeZLVDEfruduKFCEuHPEcYL2YEj4GQoyMhkNCCMzNzWUrUaWzf+/M/csFafPwnS2stXY6gSr7GefXSLqJT5Osx6EGFxxNpJStZauqom1bTF3T+jxDeTx2JGDbwoBR4+jXlhQjZsO5OlrP3VakCHHhiGfjW7hxLdbkC7sP3bxppdA6z9zVar0hfbkgbR6td1NrUkGYHZagVbbtnFS8Z2tIve71Olpfu7ZtsdZOvbuHzTh73KeEUkLshqdUVZ0LvdKBRYlH67nbipT2pcJzjonBh9IqDzwwZr39Q1l6bhlEBCWq80OX6dhMpRQxRdq2RWuNczlqLmQmIgx5IdqvDSk0aBVJoSWFJs8YDmOMJEjhCR6xsJmUiLhQKBSOeDyHXmEqDhisU9gylKrpQqFQOOJ54nleha1LEeLCc48nyvGUa9LWobxWzwjpCQalHmXO3EccRYgLhULhiEcddE0z+VpJSm9tyh5xoVAoFAqbSKmaLhQKhUJhEylCXCgUCoXCJlKEuFAoFAqFTaQIcaFQKBQKm0gR4kKhUCgUNpEixIVCoVAobCJFiAuFQqFQ2ESKEBcKhUKhsIkUIS4UCoVCYRMpQlwoFAqFwiZShLhQKBQKhU2kCHGhUCgUCptIEeJCoVAoFDaRIsSFQqFQKGwiRYgLhUKhUNhEihAXCoVCobCJFCEuFAqFQmETKUJcKBQKhcImUoS4UCgUCoVNpAhxoVAoFAqbSBHiQqFQKBQ2kSLEhUKhUChsIkWIC4VCoVDYRIoQFwqFQqGwiRQhLhQKhUJhEylCXCgUCoXCJlKEuFAoFAqFTaQIcaFQKBQKm0gR4kKhUCgUNpEixIVCoVAobCJFiAuFQqFQ2ESKEBcKT4n0uF9JB3w/Hfx24EM8w8w+38G/yyHvUSgUng3MZh9AoXBkEgBIKGK3np0ImgCaiEzvmyAdRO7SZB0sIIo08xOxewbh8ZGZx5s+Upr9Xpi5twKRdZ/PflfW3eKGRy0UCocTSSmVxXCh8CRJU7Ga/RpMpHMiqpPPEnEqnAJImv156URSTe8hKYBsfI61P9WUhCAaOJgIZ+JUd9ckNnFwcf9qv1YoFJ55SkRcKDwt1iLfNZlLRAwTKcsSrLrvZKyEmc8mEfVsJBohzcas6xHp7tP9V8GacqYcqYepAG9cHkyeZcNigPxzhULh2aVExIXCU2Aimmtp3I37sbr7OBFjZj4qNH5mj1YQVCfp03h2Xer5wOcHj0I6cZ38lJpR49QlnyffV9PPZo9TZj5OFgRq3XcKhcLhpUTEhcJTIG0szYoxR6kpEUko8aQQEWMgJhJCEj1VtwYLrMmiSxBDovEO7z2tj1m009pzTdbMgoAkKi0YYzDGoJTCaoWV/JgRoUYRUyAGn6NfpUhElAikSPCgjSWJkCLoydph8pttWKOLHH5pfibigid7nE/2OZ+N81A4uihCXCg8adI0Es7Ro5CUxYVAQlDKkEgoA22MiNIkoAmJ4bhh3LTsHyYeeXQ/jzz6CKvDET4EXIi0zuGdoxWDV6bT+ZzyzgKQQASVPMqN0VpjrcWIotfr0at6zM/PM+jVnLxrnm2Lfebqin6vRkv+g4+dtAcjoPKjZ9mXbv96khIvaepC4dmgpKYLhSdNhORzJIkioHEJ2gDa5KT0OMG+lZb9SyPue/Bh9ux5mLFPrI7GDMdjrO5DEmzVw1gDShOTEGMkxkjSiqjVWqFzgpjWonCVQCcQpVBKUEnwzhO8hxQRgbYdQvRURrN9cZHKwIm7dvG8k45nxzbL9jmTo+cAtc7PoYmoFPNCQ9b2uaFExE/18QuFJ6IIcaHwVTObjnadCBsiwoqD1jfs2Tfkxi/v5t79DcNRQxJBmxrTG+BjwgXwPmAiECLKGpTSObJWk71ZTYgjYnKIyMxNAYmUEikpRKq1nd4EMQa0UojkneKRT1hrSN6RQotRQmhHSIzUtWFRDzn1eSdy2qnP44Rj51isDQrQMeSqbpWj/e4ZukXB4RWh2cvRVhC8g10et8JxFZ5bFCEuHH3M9PDksqW0ruQKJCecEyiB4FuURIQcbSbTY5UKFxJLI8+tt+/luptuIWhLwhCSoOz6x0sikGaiy5nDmS3PWveZxMcv10qPnzbO9dSKSJy2NCUSRiblXwlJiZgEDUhyEBr6Gs4/72zOPO0YBrVlQIsRB0DrIqK7yB2FoNcd7eR56c7b5HlRhxKtBMmDGEJ3zkkOfKBVNf/3L/17vnTrrVR1n/78PIvbdjCY20ZvYZH5hUV6/Tl0VSMolFLEGEHIe+Brz3DIiDchiBgEj5CIYhk3jgrP2Sct8l3feGHXA75GEeLCM03ZIy4cnUx6bgVIESUz8W4IKFGIUviYQFd4yRXPj62OqKJw2TV3cOc99zJ2HlEVUddEZYhZ2rqK5Zno7mCGHusP5cBYMx0q/jywj3n28YSImo0uWd+8lGQi1oIS0CIEo/n8dbfw2StHHLN9Gy8+52Sef9JOtg36KAsxtOgYqZRC0eJDFmeZVFlPzukhFgkHIOvPigAYhUJQVU0Qg0fhkqLFUGmLV5ZWKkQsVtWIaESE1B3ARqE8lHBGIS9IkoUUicoQqoqYWqK2OOjK6gqFw0cR4sLRh8SZq39uE5IESC5iEpVIqWU09KjBIm2C/ePEzXfu44qrr0e0wSqN0TVS1wxHDcbmymNZ6wI6IlApq31EMWxatLKoQcWyV3z8iq8At7BrxwLnv+BrOeuUHcxroWlHqOTo1b1J2RcyE+1PS8EF1tq4ngSdcKaUEMnFb0oZRAStNFpZtNZobVCSHcNmxfbJCHFegCmE2Im5IiWfo+uUHj8jUSg8gxQhLhx9JDhoRJly1bBPiaB6pL7i5nse4fqv3MNdD+yjmj+GkVoANHMWRs4RQgBTISoXViUCEkGegv482yjiWopeFE0Aay2VrXApMVZQVRWPjAL/cMUNXPrZIWecfByvvOBcjtu2yDgmauXzz6/rPZ487lNbkaQQiJLF1piJ6CqMrogpEVMkxkSMWSgnqWgROWga+lCp6YPlFaZ78kpKL3XhWaEIceE5z8YLcWwbdJ1bg0JIKJ2LnlxMaCWMBb5w+16+eNXV+CAo00f3FwghMagsQRSOCLbGmDXP54lTlaRD7O0+izzRXqYikSSLZURR9eZI5Opv0Mz3e51hiEapBaKpufuxwK0f+xw7d27nled+DS84eQGthOAjlVVdM5cQQkDr9OR7kSVXggugte7urwg+5UVPEkgqC2X3v42P/2T2cCcFaJLTAiRJXSQ+PZyyJ1w47BQhLhx16LoiBo9oQxTN0CWMFcZRuOaar3D9XXvY4y296lh0BU3rqFAoPJI8gsKJXZ/OTmtWk2nGfnJro2b+FbsirMlecsRGj4gDhCAWTM0IhSzO8cBq4P986mqu264499xzOPP044gJUkz0tEJrCCk+9Sx9AmMMle2hrc1paKWn+8G5WO0I2gMoFA5BEeLCUUdKERQMfQSjaREuv+ZObvzK3cSkWUVh6zl8cIQYqauKFD0xgZIIElHTgqS4roL5SJpbtG5bt+shnv16kjB16YKAiAUSTTtGicIu7GBP0/DAFV/m+lvu4oxTj+eCc0+hAWLjGNT1ARXHXxVdBFpXFVVVo7RFadvtF3ftWXLoIRaFwpFEEeLCUUeIAZRGtOGaG3bzhRt24/WAUahokqJf9+jFhqQNgUjTtJjKZIEQDSlhUgtpMi0px8IRlUVsK+SlnwTS7ZmrBEicDn1ySk/dvYSId0OsFhasJsWWJlUsMUAbzf37x+y97ivcftttfNPXXcjJOxdog6OnvvpLjEAW7k6Iq6pmMOiDWNAGaytEDEoJoLv7FRkuHPkUIS4cYczM2U3dxTjNRneJJjqs0igiIQRSiBhbkyRbTTrd4/rb93H19TexNGxJeo4oFdSGCk3EZRer0KKUUCvVWUB2OtFNU0LWx72Tex0J0XBmfQQcpGs9khxrJkkQFSIBSVDbmpQ83sc8pkIilY4oFNr2CEHz8Ljlo5+6ll27dvCG15yXLTUjGCIpthjT2XaKIqQ8pMJLNgxN5BrrFCJRQz2/SL24DRcSIgplLWJ01/er0ClXxE2qq6Hs5xaOTIoQF45Asi8yG6LP/M+AVZo2tNRaY7QCXdEEIanEI/vHfPKK23lg7wpRDLruEVIkqTxIIRs7kA04ZlDrotzE48mtOsKi4Y1M09JI97uE6TnOhVd66k+dd2nd2s9qi0ehe31237fEe//sc7zqrBM5/0WnoUSRou6GY4BzAWPstPl49r8TUTZ1RdWfQ4VIkiz2yliUNl2KuvtxWS/GhcKRRhHiwhGGENEoVC4qkrUxf9JFyq1v6BtLiJE2KYJA0MIV197OdTfdipMBplogSaJ1DnROKR+BWeUth1IK17ZUlcVYw+U3fIUv33EPr3jx2bzg9OMIPmJVQlsheIfRoCVkAw8CknJPcgRsf465uTlcTMTYWYUai7UVSuuSlS48ZyhCXDiiyJOC9AEpYJmZB2yNJqZIQBO04YFHl/nEZ67i0RVH1AOM6RMk4b1HlAKtKBL89Mke2AljDCklRi4SzCL7PHzs0i9yy+3H8y3/9GUsGnAhopUGPCoFkqhu6lNAJDeC2bpPf7CAjYmQQESjlMFWFtGSo3cpelw48ilCXDgiSXQzfrv/5t3C3PUqGDyCUvDZa3Zz5Ze+TKgWSL1F2pijLRMDSmviVM1lrXd0i2jykx2AsBnzgzc+n4jgnMvezyHSqppEor/teO7Zu8IHPvq3fPPXX8iZJ+/MFpvBI1oIwWNUXkiJZNNMYyy2HqAjxBRBFKI0ojVKZUtLtQm/Z6HwTFOEuHBEMXFumthQ0Enx0DsqU5OS0IbIahu55BOf5f69S9iFY0hSE1R2aMpSHAldLnqjO6NsgRz1RlE9kmazqG6KlDYGg0FItClgdZ82CX932Rd55NyzueC80+hLRfCJSitiGE8HPilAaYMxlhBV9uqW7rEnLUzqwHC47BUXjkSKEBeOOEwK2WCpczpuQkDrHsOQsFq4Y88yH/+HL0DdR+Z34ZQlZKuNzlM4Euiu4eWafdgQEpa2MwgRHJaoQdmaz117C/c+vI/XXHAOx2/vMwyReWVAuekiSGmFsT1UFGLqXm0lnQBP6gPKC1g48jlyOi0KBWDSviTJ5+IeIkopvCSUVlx+1S1c/DdX4M0C49hjnCyBKl+0U0Inz8TK/3HnIW3R4HOyB/t4t62GEKhig0kuF2EpRYtlNWj0wk4e2Dvk4o9/ki/d+RBJK4KYqTmKkCdCKaURpVFKo7TOEbFMHa0pYxkKzwVKRFzYokyG+a1nzU+ps5ZEo6Ri5BOXfPJKbr/nQaqFExi5gOlpgg+YzqEiD/3LrlhR1mKpdTHVIUcPrhEf707T8YpxnaCvj9wmPUIz6+AZI43pQ01+JM3M1V03M3CDz/KGT9Y9nnSPl2aqjVPoWn8md1IzDySsdfc+NSRJ1waVBxT7GNECShlcDKSkSdU2Pv6paxi98qVccOYJzJk+PjqSgIkteYDEZMyhTCdHJ4Bu33jdc5a0dOEIpAhxYQvioWtP2igFeTpSwCBIskQMj620fOxT17BnGAmDE4hGUen8OH0z0+sqApgcbT3NQGrjjx9YKJWyaMQsnqrTBzXZ5Y51/m1i/g2VpGy9mVI3fk+IkovR8v9TJ5jdx5RyinaG0Mm9iCDdTMbJUANE5+9Lmn59shWeH08Rha7YTRDRaDxT85Snco5ESLI2zdfMLqsEkrWMU4Wem+Pz19zNvr0jvvHVpyOqog1Q6zzNKio182My+XFAF+EtPCcoQlzYgqxdeDWz6cc8OxhlcEFQuuL2+/fzN//4eZYaqBd2oEN8SvbGT5YnvPwn1UW8qTO+UFlgU+dAIZEUJ0LriaGbf5s8KaYuUhViiqQUSTFtEOUDf8lscrE2fUgxGeeXBSuKRrRC0IgSFHmEoYghSUBjiNJFlZKeTjD81ZGyY6gWgxLYfcfdLC8/wEWv+ydYoxi2BpIr+/iF5zxFiAtbjrXZtrm6WWZEJwk0LqDtHFfcfC9/+6mr6C3uwi7UhOSxEkDMpu8dSuyWEN2xC4qUEqoTVJd83tuNeQh99A4IxBBJMQsvpPy9mMU4pvVCvDEaPECIJVcYa61ISqNk0vqjQAyVhG6cYHYWU51rpyRNFAF56tHwV3eSoA0NMSWUMphqwL7lEX/0p3/Ld77p25B6G0nGh/cYCoUtQBHiwpZi4iSd+4IniemJqAopCcrOccWNd/C3l12HzO1imGoGpia0joFVeCIih7cOcaOV5cYAdTL8QZGDSx88EteEtQ0jUoIQHYSI9w5SIgRHCgFS9ncOIcyI8UxhlnRCO8OsCIsIUSu0MohWKDGI0WjRiMmirO1kolHICwedo/CJVVlSsnEb+pklJSotSBR8ADC0DkT1uPiSz9OrdhCzW/VhPIhCYfMpQlzYckxKsXIkPKl+MoxcxFjD52+6nX+47Ep2HH8m+4YB2x8QokMbQ4gOUfK04uGJ2E2ETUSI8YnFYBL9ppRQKpEiRB9zdO5jTjOHSAiRlBwherz3BNdC9IQQCL7Nzx8CKYX8tRBylAxZkGN+TK31AccgSNfHqxDTeTJ3lcfGWrSxiDJorYmNwnZibIxFaYdSBmU0SkznZiXrBH6jycjT3aOVbt9bMEQdSXoOwRGTYaVpQUtpUSo85ylCXNj6iLA88th+xWXX3sbfX/UlFnaezP6lJRa3HUPjGyBfzp0ymKcrDht+/mD7sRvdt9KkyKq7hRSJIU9/IgScc0Qf8D4QnEdoid7Rti3BNQTnCdETfCAGR0yemCIxdkLc9dHORsVKHRj1T2b2KjSCyqJr8ghHYy3G9tBadwKs0ZVBK43RFcoatM73N6ZCrO1S213Vcjp4Svwpn2dApwDJkovz8rZEENVVksUiwYWjgiLEhS3KJAIV2qCxfcVnrr2NT1z6eerjvoahjxyzfRvDlcfo1X0CgleaIBqduqKup8HBIsBZDuZ8ldIk9RyIvsGHQGhcF+nm6Nc1Lc45xI2JzuGdwwWHhElEnFPTQTwxhuljzvYKT/edDyKIEyHOldOTiNggIjRKY+wYJZKFuKpylKw1tu6hxhYxiqqqMdYhvkK0wZh825j6ftqkbgsir2GIonNbmEB+/QO69AkXjgKKEBe2KAqIuXBLKy6/9lb+8XPXUm3fRUBjtWU0bjBGZ6ctlT2mETXpx3kazy3dEIK8Y32wKDB1Tb6qi9pa53IqOUZSCrTtCBca3LjBe493DdF72nFD27bEcYtM0tHBEUMgBk90Lgu5SkRJB+4NMyOC8RCV00qhg1rbH1a5ccpbA2iMMQSjqasKpQ1VVaGrHsZURO+oKouEHkpborWkaLHGgsp7yeqZioqTIqX8Ws80OOebzH6tUHjuUoS4sOnMRpepG76QEEKyJAVX3ng7l159M2H+eEI1z7zO1dRJaYKYXOELaAI6Pv1K38hEHMhFX5KyeQTk/lwUUalcTCWe6B2BSAxtTjV7R2w8rWsIfoxvxgQ3JrhVfDMmuhYfIIQ03RP2bUuKEbp2JWJO0aaN0TDklG2MeeyjrO2hKq0ghK43OPuO6aBQyoFKaBQpZLGOXhF0j9U2p6lDW2PrBqcN0dXEuodqh9S2h7Y11D28sRjTA2vxkjCdMbSSyVSsROpcRHKhV0KlQxTNieCpOsEdd68hlMtS4WijvOMLW4w8SWllPKbu9bn7wcf41OVX4ehha4M1KlcUPwOFQo/HxpkPKnWJ7hhyC1FnqhGTx7uWGBzBt/i2oWnHONcSmoamaXHNCNcMSd4RXINrR7kSOkGY7CGn7IRNSqQYSCnmKDkxjWSne7SdMIt0gw+6JHyeejRbUJajydCdJ43CiVvbQ1YK0YGkFMkbgmlom1xZ3YyqLj1d0dZ96rpH5RzKVmjrMVWNMgbRFi2aZPQ0nSzdEA2VIB3myvVC4blCEeLCpnKgT3KuKK57Pe7dN+R3PvBR5naeSK+/iNaW0DZIpZ/ZvcoDj2r9HrPEHGnmfqPsmJVy769vRnjf4tqGth3RjEe0zRjnGppmjGtb3HiUfy44gmvzSD8EHwMp5L1Q4qQwKUDKPb2KNYOPbOxBnh6lck9y/hiJMXdNry/eWvsNUkr4rkc5L2DyRyUtIhC1RpsKpTQoRdAVzhq07VHVLa43xrZjjO1jew4bHJWtEFsRlMYki9IakFzl3HmWbGzxKhQKB6cIcWHTWSfE4okERiHxP97/YfrHn4JLNSpqjCTmK81wctfD1uS6djyKiKTcOiQpECUhMeHaIc41jEcjvGtw7ZhmPGI4WsE3Da0b4Z3De0do2hzt+pjbkmIElR8vhTgdXBF8S9M0tOMhwXu0gDEGa+102IFrI6PRiHHTYuoaayuqqsr3ET21wSQpJlYiueK6i6BFiCoPwAiuQQmokFPgSikSiqhbVLBo53Lava0xVYOpGyrfUoc5Ul0TYw9rKyBisCQlWAwRNRXjQqHwxBQhLmwqkxSzUiqnacWC1PzxR/4P0czRREs9mEcr0CkXNylrD28tbcq2kyKS92zJohliJLgW17YQI240xLdjmtGQthnRNCPa8YjgW5b3PwopEX3eQx6tDrHaYLWGmGhiSzsaopTitNNO4bTTTufE43Zx8sknc9KJJ7Bj+zb6PUuvV6OUJsSE1tkys2kcTdPS+MC+vft46KGHuPe+e3nooYe45ZZbuP+++xmPxxyz61hSUqyurtDvz+Fi9rA2VU0zbtg+XxOcAxTBNwQxXc+0QYWAVBEXPCnkQjQfHKRACp4UBqTgCVVNVfdIRCpbE0JAK0VIEYUlde5ck9d5K06JKhQ2myLEhU1l0g/rvc9iLIq/vuyL3HLXQ8wfdzqNTKwuNVFU9mg+zMckk8lMqduPTaFrPRrjvacdj0luzGi4yng0YjxewfuWthnTNmOS9yjforXGhZa+NSSJjJYfRVUV559/PudfeAEXvuylPO/EE+jPzVGpSZ04OYWsBNUdR6KbHTEpGGNtz1hOPxmlXowLCa2EGBPLy0vcdffdXHHl1Xzx6qu44cabWNq3hx3H7EKMxvmGxble3qsWhQJ8AK0jMen8+6ZEGo9QovAup96VqfBtS6/fRcq+xfgeITpi6JFiQmtLMgIoks0mJtNjPYz7+oXCkYykskQtbCKTC3TbtlRVxQ233cMf/NVnmN9+DD4p6vkdRAQlqptgFJ+x1plDHlfoqpV9IOHxbZc2bkY0wxG4McPhKuPRkNF4lehanGtwbUOKntSOkehZ3v8YLzjnTL7pG17Ly192Pmed8TVYJYx9xBiVu3Qm3tFEtMoe1Vl4ZbqfPPmVE3nhooEQ/bpjjimRYkIErKnyHrRAGyI33/wVrrz2Oi655G954KE9aFtR9+a6SFuDaHyI3ejFPL6wJqIkF4xpW4EymKpH1etT1T1sr4fp9en1+9T9eXr1AFP1qKs+Slt0ZUkSt7QA54lTufecGPDK0LpAj5ZzTpzjO/7pS7BP/DCFwtOiRMSFTSSLRkp5yuxjS8v8wQf+hHTcC/BRU6PBOQwAACAASURBVNUV0TUYm9uYcluRTKyQDwMTtcvezqFLy8YQaceTPeAh49UV4miV0WhI61qa4Qokj/ctoW1p2zHbehXf9E0X8eY3fTunn3xcV8OcHbVSilhliD4gE6tKRde+1A17cIEk0lVG5y9PeoSJIXdYS1qz30ygBVLnsx19g1aKmBI9rTj3nLM594Xn8iM/8P3cdNsdfPgjH+XSz10FCKHbH87WoJL3lwVi9BADpM5WQ0I+thTwrkW1Dca1BO8JPhJ8pA4RksKYLHLayrTnerIFUSgU1lOEuPCs4qFLNAc0DSlFXLI4W/O7H/gLzLGno+oBuqoRrTG2YjIIUYh5guDTlOEouc92+igxP7qkriFWEqQAMadf3XiEd2Pa0TJhOMSNR+zfv4+2HRGDx4+HhPEK0Y150bkv5Lu+8zv41te8Orc4xUgKCa2BpJmMeNRKoTdoksyIlKmqx/8FZLJkyMmsddo28++U1uZY1RMLK4RzzzidX/35nyECf/7Xf8Of//lfcusdd6JtD1EaFxIuRrS16Mp0j+VzW5XL5yZGh4oNGkeKgZACIUVcN6ij7iXEKggWaw0p5QVH9C6Lfj7xebuhUDjKKUJceFbJu4e5GjkriiGJ5dLPX8+Xb7uHk049a9rnemBH7zNEUtOHlslBxQSR7O+cHCF4nHP4JkfCzXCZ8eoq49Eqo+EK7XiF2hr27V+iUonzXnQeP/njP8yZp51M8NknmkSXUu6aa6dn4FBn58nwFBYknTgnwMXAt3zTN/DmN3wrl197PR/44If5wpVXUQ8GVMaglOCcw1Y1IMQQ8nCNmIgx4X3Ii42Q8DHhApgQ6cXcOpWUoGMgpQqFytXnE59shLi2oigUjmqKEBeeVXSCRE7JIpqA4a4HH+Xiv/w4J55yFj5qamOmgwYOF+uGNnSFUClFovf4lKuF26alGY5ouih4NBrRjFZoR6uY2NKurvCSF34tv/zz72bnQi9bSDqH1dloY6uLjBHQlWbsWy58yYv4Jy99MTftvpPf/p3/wdXXXs/Cjh2EVBNjYjga0+/3ESBIjvRVTAgNISZMFFwSjO/2tElIAt2by1G51sBalB+Kh3ShMKUIceFZxmebSCV4FMtt4I//7GMsHHsiLhpMr4+aDK8/zExmBWeDjtzfG2KLD5GmaRgNh4xXVmiGS/jxkNHKftrRCsPlZU573jH8yA/9JK+68CWsrAzz7xQ9KnmMst2+6FZW4oRW4EOgZww+ehKGU553PO/5L7/O3196Gb/9nv/FAw/vZWFhG73aIiTCmtsnMQYkBnRMhJjnSIcwafsKEDw2BlQKuc+ZiDGGmHJFeC5Q28rnqFB4dihCXDisbCzKFyC0jiYmQj3gk5dfzSPLLfXiDqr+AnVvgJ6ptA2pKySavV4/zWBKJq00k5agmB2sQnCEtsEFz8rSEpI8y0v7oB3x6AP3MN+vePDeu/jpf/0TvOmfv56+NcTo2THfy/vXGkQZmA6J2FyROXRGIYulUSrPNlYAnvl+RSLwutd8HRe95uv5+V/7Tf7u7z7BYHGRpaVVeoM52tZRVTWEgFGa4H1274oBGyJKFFoiRgQxFV5rtAJJlhgjWncirC0p+a/iWAuF5zalUqLw7OJDbkeqBjw2bPizj/0dyQ5Qts6zcFkzfngmZ9+uIykkqlygHCIp+m5MYUvTjhkuLxPbEW60Qru8H5taRst7Ofn4HVz6iUv4nje+gXlr0ICZLjTSATOKtzpJIG04v3nnNgIeT+JXfuGn+ZP3v49tvZpKAtsX58BnY48QPSl0Yx9jAO/w41XceAU3XGa0skSzukQzXKEZ5Z5r5xzOOUKYbAesH+1YKByNFCEuPLvoCqUMAcX/fN+HmDvmOGxvAWP7eaShXt/icjiEOEfC2apyMj84BI9rW5pmFTdaIrkhe+67i7lKuO/O3fzCz/wr/vuv/ztoVhnoREgOks972XSD+0SmtyOBSLa0XH9boxmtYoFTTtzFxR95P+98+1vZu+cBTjjuGJJrmKurzus6Tsc4puAIzYi220sfriwxHC7RjEbZe9u1RB9IXevVweYsFwpHGyU1XXhWiSGgbMX1N+zmltvvYucpZ2KqPtYaKq0wOveyxomL1GGwRUykXKA1FWFHO25oxsNs0jFcZWnvw+xcnGd1/z7+8H2/x8nHLqKB7QPDeLSC6S+Qe2rj1B1s9iiPhL3PtFa7Dkwq2dW0VWyuMhAbJEYshrd/33fz6q/7en7hl3+ZutI041H2ms6jqEiSCN7hhdyLLSCxszAVA9rk5qakc9pa1LSPHEp6unD0UiLiwjNLN9N98k9E8NEhEmjdKkEbWoE/vvivOPakUxBTk4zJI/OSIoSElwRKOlOJLMgq5Zv+KjQ5ytoNugt9zKljSWCUR9EQiTQxsjzyNC7Sjj1+2DJ+bB+y8ign7Rjw4d//zyz2DAYHjEE5er2cQtcotBiMsqj82fR2JKARDDL9OHv8ggVlQQxVVSMpMags55x2En/0nt/m7JOORfsxo7YFbRiFxMOPrRCwRB+hbfEry8TxCLe6kn25x6u04xHej4neASGbmsSUXcQihCSEpKe3lNai5hIxF56rFCEuHFZiimhtcMFTVzVJJS6+5LM0AUxVU/d7GGMQpUlKw2GMiibp6JRyJOuiz97RrqFphqwu7ye1DeOlR3nTt38bv/KLP83IBXbMD9Y/0NbvTPqqkJnbwZikq9ccxxKVVsz3a37rN/8Tb3j9RXg3RknCO8fOHTu7c5sIXabANUOadshotMpotEozGtGORrRt9uXOByL5mZRCpcklqXP5KhSOAkpquvDMI5MP2as4RkAsTfCsusSll32W3vw2ROVpP9YYjNEoRXfxfWYjn9xO0wlwTCSBJgiubRiPhohvGD72CFVqeXTfA/z4D/8AF33Dq3A+0Leaph3TqzrH4YlQHIUaISKMx2PquibGyL/92X/FzhNP4H++93+zuLgTH8Yo0UQEF3P2QWhRjUHUENE5ytUmzy8OKqeoUwKsQSVIktPjFBkuHEUUIS48s3SDGdY+zcLauki/rvnoxZcwbFt2VjXaVihj0UrlvtJu7/ZwXYFTSpASDo0PHuc8YbzK6mMPM7CBvffdy7/8sR/kFRe8kEogKHB+TL+q168NJs5cRxkhBHq9Hm3bYozBe88PvfUtzPdr/tt/fw+6mkPVfRIGl720UMHjfIO0GkaGGPPCS2tNpTVOCckkjEpEBUpplGS/6ngUnuPC0UkR4sIzSiTmPt1OuXyIKFMhBpY9fOZzVzLYfhza9rCmxtoaNdkhEYGuh/jpMLuXOBmWMJlaFINHGcXKcIQNDW64REXDnTffyC/+3P/FK15yXp4jnFqMUhhlSDGglAH0YV0obDU2vg5aa0LI5hwASsBHx5u/45+xffsCP/Wvf5bjTzqdIIaFbTt5dN9eFucM0SkaxkQ0SoR2ZKlMRapqgnUYoyEltMQcB0chScxJcTmKTnjhqKXsEReeYRJIpJusS4qR1keUVvzBH/0Z0VQkkytolTFosWvzfw8TIYQ8ezdGvPesLq1gU2A8XOL/Z+/Ng2RLrjLP33H3eyMiM99S71VJpa20r4gW+wg1DQIhBAhGLGrUEvsio2mmYdrEYkYP0wh6kNESwzLGgFnDME3PDEsjmhmJAQSSRoD2Uklol0pLbSqp9rdkRtx73f2c+cNvRGa+qlK9qsy35fOfWVhmRWXs8e53j/s539cQ+dxNn+QVP/kv+fJnfQE5LxCJpavXQOyMCL8L79NxwVh2hy9RTXgHzhLP+5qv5n9+zatI/SZXHDnMnXfeQdOUSEejzGpb7kndgrjoiN2c2C8Yuo44DKQ4kHIGzZhpcSqrVC4TakVcOXeY0bQBDE73yrvf+34mh6/EtRNc0xJci3cBGOP9KPu3+61zzjl0nBnOqnjLbJ4+wSzALZ+9iR//0R/kOV/xxXTdaTama4AiGlitRy+DG1Zcpkp8BjJmJ6fcM2k83/T1z+Puu+7h9//znzAJjuDALKNazs1UHEk8aVgQF4GhaRDx+FAsTcM43iQiiCv7+vWtrlwOVCGunCNKRaM5IX7K617/V+Qs4AOhafGhwY97hcu2HKMELyD7O/5jq0YtJafE6ZMnacQ4ccfneOELns9zn/2lmEXWpzMyEWdhTEtaqsA497QS42WG1OWNGiRRppNZyVXOxj//9hfxmVtv5y3vuJbNrY5QtJps4JJDTIjSMLiGzi8Q35S4xdAQQkKAJjhE/LjFUJW4cvCpR5PKvrJszloVk9IgwBv//h0060eRZoZv1nBhgnmPiWFeyVIMIPZjfMlMEARnAbGAkwYQuqEni9IPW2yevJ2nPekaXvytX4uY0ayq3lBOBEpWI9vTOzuf1+UpDkv/7+XFieDNYQg5K8F5Ds1m/NxP/QSPPnaYjUZJ6lDzZDWyQDRlyAN97OmHBXnYQuMcUo/mVOwySwwHuRp8VC4TqhBXziHCkJS3Xvdh5l1CpmuEZg3nWnAenKDOUKx0TAPsR1C8QbGrEDBBk5JjpnWB+eYmk5CZBOX7X/btWEo0knCmOBMED7jdQ7arAAc/XqpAADiEgMOZ4F052THN6DDwmv/p37F19x207ZQhJpwPmCkpDaQ8MKSOLvbEbovcd8S4IKcBVDEcyRhXRuohqnLwqd/yyjnBRDAcbdvwh3/0J6wd2iDnTDuZ4IMf84bL3+63rInbDhQwzcVuMQ/kuCDHBafv/Cyv+PEf5FArzIIrkX0A43OuPHRKMlPL8ePH+d3f+13SMGd9NsU0E7sBMyOnRIyRfugYhoGuX9D3PTH2xBxJaUA0lz1iatNW5eBTjzqVc0BxZFIJ3HDrndx4y62sbRxiOp3iRAjj3vC56pUuCUKsXJ7mW5uIRoJGhs27+ZGXvZhrjh/Ga8Tioha4+4SZMZ1O6fseM+PpT30yL3zhN5LSAmelg365A6A5YznS9z19tyD2PSlF8hCxHEuaU+2crlwmVCGu7CtmRpkiDqgIr/1/Xs/64aMkhaZpCSFsj8CMe42rn/uE6DLKrzyftvHMT50gzU/yzCdew5d/4ZMQ7Qmksvqpefu2+/YsLj9EhGEYmEwmq8/4Z370h3j48aNMW4dY6doqSU2RmAZSGojDwNCXEaasqfiLa16dTFUqB50qxJV9RWRMTxIhAte+7/1IM0OcZzqdlVEVcTjntpemdzQA7QemhphhlJzcUydO4Cyxdc9tfNsLvpaGjBcQ5xAJ4EqDVmnxqtaKD4YzG7iaptlOU8JIlvnF/+HnuPNzt2NDLO+xGSlHco5YjKQ8kGJfcoqHSIqxzH3nWMMeKpcFVYgr+07KigLvef9HWQxKM53hmglqpZu6iHBpgDoX0XderOwRq2E5Mpk0OE285Dv/Wx5z5ca4J+ww8Zg4bEdakmPbFayyV5Sc5jzl8Y/jpf/8xeWzzgZW3Nc0DwyxI3ZDySpeLBhiR0oRTQOmueYVVy4LqhBX9h3nSrLtX7/hb8dqM+CDp21bmrZZCfG5mk5Z3q9mJWdl6BZ4U77kmU8EHUA8WQKZ7YvuyOEV8ue9/8rZIShrTeDkqbv52Z/8UY4fuaIsT5tgNrqdjZVvTpGYIjkmNOV7iW+tjCsHmSrElX2l7+fEGDl1uufNb3kr00OH8JOGbGNHsgg4WVXEZ7If2qwimDmcCmTF544f+oF/UQaTzCFj3bucT5Lxkbebx+ri9L5gjpgTxw8fps+ZH/uxH0BzX4xbcCRVcs6kmNAYSUMkDgMx9uSU0ZQQqyJcOfhUIa7siZ2h7WZGE4TWeW69+XaOHr2KpAbB4dsAYYqEKTghm6LjiJEAzrYve30OSQJD8pA9U0184ZOv4tHHBM1zRAKCEGB1KdOqS7es5TWVh8K99oz9tGRSE/mmr/8qHnvNMVLaIjSeRV9GlGz0AE8xkeOAxYTlVJrosiK2/HwKWnIhyLLfgZmVyoWhCnFlXxERfAj80X/5Y0Q8ITR4X+aGdwYGnIu94SXDMDCbNJhFNk/dxTd8/fOKZ5ZvSKmOxJxvnDi8L266P/PTr2A6aVgsykiTqIEmcirzwykOxJSKMKfSQV2r4cpBpwpxZV/JCtHg/R/8MIojhLCaG/bO4Zzcq2rab9owIcWO1J/imU9/AocmIKYIQra6/3v+KP6ghqGayZp45lOezBMf/zjWpxO8d+X6nMkplY7pnEhpwFIu88a2Lcbn8uStUrmQVCGu7CvmPQhMZ+v40GKuzA07D87tPpieqwNrSokc55A3+brnfjl9F2mkwTB8c04esnI/LHvQvfM0ruwL/9APfi/d/BQau/GPFMuJrJHYD+TYk/JATENJlqhUDjhViCv7ipMJf/k3b8GFCbPZGt55RBwijsYHgneI266E92PZced9mRmpj8Rui0c/4ijH1uDwpBnTlBw4xkiByvnDjW7ihhPhS7/wC7jiyBG8jP9HFczQFEs3dUrkGHFqxBjr8nTlwFOFuLKvDKb80Z/8KeICzWRSrCx9MfCw0XryXOPF03jjq7/qS3EUly0xQcwBeTtgonJOKU7RO/oCULwIQ0z84Pe9FIs9YlrmhdES+JAymhNprJBVdXWpVA4qVYgr+4xw+5134ZuWPiXcaGnpxti880HjAtNJ4Jorj6A6Ryyv2muLAWc9qF8IBMiamDaBb/mmF4AqIjuyonPebtJKpYN6KcJ1hKlykKlCXNkDtrqYGIjhRdg4coR2bUaKGSelW7pYG+642b4/D2AcQcqx46lPekKZErYMomw/ONXE8jxx5qS4mYxzwhEx+OZvfH5xW4Ndy9OaFdVUDD80IzqK8PgRLkfc6qdYOShUIa48OHZUlkYm0ZOkmDTM45zXvekdnO6MU1tb+HbcC9YGJKAOTErD1nKp8cE2bJlAxo1LnuPXVx1YAPPEBDN3kud/xZMZ+oGJXx/1OYEYwmycIq6cDzyCwyMERAJr0zUm3tFifOcLv5G755v0oiDCsOhwZpAiOQ0YGSgnUl7G0yct/mfOHKLunCV4VSrnkyrElT3hpDTiRIu0zYQ3v/ktTKZTRIS2aUrAg5Qxln1ZmS7H4Z3PAJOx4DXwphxam+KBtrnvFum6wHkhKB9azhnvPDklnvkFz+DK48dYm87o+6GMM43L1Krjz/z5lqbv252tUrnUqEJceYiMS4oYmkDEgXluuukmvPeY2Tg/7HDe49wy7nBvj1qWm8vvO3d6RRRHxlniSY99FImd1bbsvv3enkJlDyxF1XtPVuP5X/dc5qdPMJs2xWtaM1kVy0rWvKtZq+4RVw4qVYgreyJlI+WMZqGPJeh9Pp8znU4xGCtiKSNM+5Rr5HZIsI6mEZjiLSN54Nlf9nQsGaKJmCJVfi8eRISUUgkGyYmvec5XoikShw4fHNkSWRU1w7I7Q4CrEFcOJlWIKw+OM/Qs+MC0XaPxLWJCzsra2hoxxpJNu/PgKfslh0ppECsiHGOkDYE8LJh5Y01gGoTGF2evMx+1SvKFw3tPCKGsmDQNT33i42md4Bz0/aLs43sh5YzltMtDfNuJbTumo1I5CFQhruwJNRApIQkf/finEHG7Dpoi5Ssmsn343CtirGprE0Gco+sWTCeBRz3iOAAe3VV/L39zdXTpokHMOLY25VnPfDqaE85L2SO2jCi7XLWKGF+451qpnEuqEFf2hBNHypms8L73/iNQlh+d27Ev68blY9mvknjs2DLBGMVeE+TEYx95FQ7DkZExbs92dFjXGeKLCzP4wmd+ASkODHGMSDRQU8aJpu1GrarElQNKFeLKHnAIHlUjxswHPvChVSVsBjtDHVa/7/lYunupG8py+HQ6wzTxhMdfXdKG7/Ogrfe+j8oFxWF85Zd/BbFboKbEXQYeu7ul7+2IVj/HysGgCnHlQWAYcXSncggO057QgJ947tlagASKQJe9PFk5ajlMi9Xl8vLQQh+kLEejOMtgioQJvTlm04aNZvwbPJhHzK2e63YKcd1bvFDsPDkrJ2vGlcePsXV6k1kzI1C+F4ZiDKhGVNNYEftxXny5wlJMNCuVS50qxJWzZumjtfoPGDOGjZiUrfmiHBbNje5VY9DCuIy8X6iUx3QYIpAzmGXaVnCrpzY+buWiRQSyZq48dozHPOYx9P0wjqcJy4a8slnMtviu2PVtrFQuaaoQV/ZEcdgqxv0xpnP+eHrG6rYAZomcI1cc3ShWiZVLArPS+TxpPI981KNQq7PClcuTKsSVPSFj8HvSzGIxP6+PbZTOWyeGM+Phx49BTjttpSsXMaVloHxYj7j6EeOoWaVy+VGFuLInzKx4Caty8uTJHWNLUpatzdBxDGU5A7pzNvTBVkDLEaidMQ9iRho6Hn7lVbTBlebsHc+jcvGx/GxyLisYj3/C44kxgsjqO3HmZ1gTmCoHlSrElT1hVhan+5hXQQ7LUZN7HzT3a1+v7D0Xf2lDXOm+bRuPJ+/D/VfOF8sq+Kqrrirz5zv+332dSNUTq8pBpApxZU84cTiEzc3Nlcf0vSve5e/7Mwpqq96vsS3LDO+F2aSlNPnUfeJLBTPFgIdddRXDMOyqgnePvlURrhxcqhBX9oSN5hqbm5vj/PBy5nP8/ysB3t9lxV0NWyIEHNO2fp0vNczKadP6xvp9RmPudGirQlw5qNQjV+VBsGMcacc1AKdPb2LmEDNUB0DBMrqc9SXjZXtp+qHu4co40eJ3KLGaQuvHCZe6h3jpYKucYUdJZFp6nzlf8ouxsYFLFCSPP5crHlWYKweDKsSVB8kZXxkp12XNrA6MZnhbNnIxulwVpyTGPeW9VDfLKMTlpLJiiPmyZL3DzrJy8TO27+G9pwnNaPQC+IB5N56s+R232LHtYPWzrhwM6re4ske2q9ydS882Brxv2xSew2dgtrKxrk21lx6r7Orgi+ua9yv3Nb/j97oyXTmoVCGu7InVXrBuR9UBJU92x/7wsmFr/5HttCfAaqPWpcWOvgJVLeLrdluhLu1Ql0lelcpBo36zK3tjdEdaHkS3DfutuFytDrI7uqj3uXlLpDx+rYgvPbZnzMv3aOcM+m4RruVw5eBShbiyZwxbzYNuL0mP5pc703OWFTK7l7D3+ujOOXLO1Xn4EsRMERlP4ADnZNey9H2NM1UqB40qxJU9IQKKcujwoZXX9FKMcy4mH8vLuTHqLwfnnDNJqfuIlxiOMiPcdT3eOUQc3gdCCPdK6aquWpWDShXiyh4RsmYOHzpMSmnXsvROMT6nDVtW9hdTZoxfrFwqiBNUM/PFnNA0OCeEEMbfXa2GK5cFVYgrZ81y1KRQqltBMIXZbIq4jFkuIRBSBDhbIlkaHZRsO+buDFF+MLWyI8N4b1kME0cWI0UdG3pq5XSpkC2TzDh1coH3LUhAvOCd4KRBXBg/090RiIZhkqkuapWDQBXiyoOiiPForkAG83g3YX3acnh9ipmitlySzqS8rJIVs4yYIVq8Lt14cDW2bSvzWRQ+YoYjo2KYCAnBuQlbm3OEsKsZrC5nXswYRqT1DTfdcjttu4H4FjyId1gIhNCA84gP4AQTxs/dys8L/RIqlX2gCnFlT5gpzgniHE3TLK9EclmatqSQxyXq8bqdubN7WXJ0Ow7D4oU77jlxxrWVi59yOvaZW24F8TRNSxMmSGgIvqnL0pXLgirElT2hqpiCE186p8cqVM3QlNGcyTmT0/hTdTVzvDe2D85mIOK548670ZXfVuXiRzBXPqvP3XYnTTMhNBN8O6EJE3xYLk1XMa4cbKoQV/ZEMeM3vN+uiJ2B6HbTli0dtpa/L524HmLtauJGwTUEw6HghJNbPYllMlPlUkDEs5XgzrvuoplMCE2Ld6F4TVcRrlwmVCGu7A2BISZEPOvr69i4/Jw1YyljZqSUIBfpxGyVpLN7vvjs93R1DJ4oe8WKd4KacGpzXlp3qhJftOz6rDEwz6nTpzm1ucVkMiOEUhF73yBSRpiWtwPO6MKvmxCVg0EV4sreMAjeIwKPf/zjy3VaGrJUlRwTGtP2HnEu1fFDRQWWS89SurJQM3KGQWGhVYcvHQRFuP32u8AcWQXftjS+LEsXMfa1Kq4ceKoQV/aMc46s8IxnPGO1JK1alqVTTKSUyCmhKe3fHrHomHhYnLXCpEFxfPrmO2qz1iWEiOf9H/gw64eP0LZTJu20LFH7FvHbph6VykGmfsMrD5GSIuu8wwkEgcc99tGrrFijZBFnTeViyyXFvG0IbeVu5Ix7/Xy4UXwxV0aeDEwV7wPJhI9/+uaVEAs2ptvunCyuc6cXB2Vy3CF89BOf4MjRozSzaTHy8AGcQxyYu/9quNbIlYNCuNBPoHKpsfvcLaeEczD1jn/ylMeBJdQiZMEoQe5ZIyn1JIs0GlGNoK5UPCqosZopBhhL3c/zDBQTIRMQYOLB0oCGKXelNTIQMIib0DTAhDw+gl8JcT0HPT/omBE9IlJOjiyDCXfMBz596620h64gzASZeqRpwQsmERcm2zcFvPf3fohK5RKnHo0qe2Ln/t1sOmU6neC9RzUzDAMpZXKKpDQuUeeM6rYH9X5YMiytNL0P3HnX3ZzswEQoJVVdqL6w3PsQk1JCFdSEWz57OydPbxJCy5HDR/G+WWUQ133hyuVCFeLKnlgeMFWVEBrECUPX04SAaSKmnhgjKQ7kOJBTIu1j5+vyYB1CIKVE0zR8+PobSAC+wfJoHEJdyrwQ7Px0BcU0gfPgi2PWP7z9Wo5fdTVHjh4nxUzTtIQQVmJcqVwO1G96Zc9sB7tnHvOIR4IUm0szQ1NCc0JzMffQcZZ4v4TYrDRrLUU45czHb7iVAcEkkFVZ7gtXIT6/GNs78su9epHiwpaBeYaPfuyT+GaKSqCdruN8wPsG5+quWeXyoQpxZV8QKak53/4dL6INDbPJFMt5e8QoJVIaiMPAEOMYi8hqnnhnys6DnSsWkSLCKdGEhtNdpsuQcITJbJUoUeZWoUryIZ3deAAAIABJREFU+aO89YaN+8KCkNXoM9xw82e48+RpZhtHMDztdEY7ma2+B65+TpXLhCrElX3lq5/z3zD0C2JcEPsezZGcIjEWEY4pruwul3vFO/eJ91whA1vReNt1n8BEsJzZHY5YD+7nk6WHmliRZFVDnAMHf/uWt3Ps2MNoJ+tMZus07RqIQ8SPB6Z6eKpcHtRvemVfaRrHxsYGMSZU07gUXZalLSVSjEWMcyaPLlzAjup3781VOUy5/oZbSMYYvGgP2IldOTec+a67senZCbznHz9IM1snNC2haRHncVIyicEXq9Tz/YQrlQtAFeLKvqImrM8moMpsNi3d0mOzVhybtTRnUopoHnOKlwYfBrYPtlg+BLLCXSc6MnXc5cIzHmbMirMa8Ia3XEtoJkyma7hQPKYlOHBSoiypqdKVy4cqxJV9ZeLgu//Fixn6LVJKY+CDQYrk2EG/Bf0mPnZ4zThNlEkjRxotD3fuDT+UEZYcI4Qpb3vPx8B7TAJipWEoCWNgROV8IMvFiNGIRVzZJnjj299Fe+UjsOkGMp1hoSnfAxJGwkRRV8W4cnlQhbiyr6jBC57/9Rw/dgXD0AFl2TmrYimXfeKhJw5ducQBy6nccGza2huC9w34CbfeeSefvScTx0YttUyR4bzn11k5S0rSB0tJPXF6zodvuJWtRSJM1lbL0t77HWYdVX4rlxdViCv7ihNoG8/NN95I48sSo6qiKROH0rSVhoGUM3kca8o5Y6rb9pV7JJmREeZJ+PAnP02WEtdoaqBDrYfPM4aCCCYNRw4f5nX/75s4dOQYTZiN4Q51ZrhyeVO//ZV9JeYeA57//Odx4sQJxAzLuTRu5Ujqe4ZlNTz0pJiwnFAtdph+H1QyC2wNkenhI3zw+hs5tYBIsUfcj/uvnB2C4ollrlwcSTwfuuE27tkcmK4dwbsJbdusDDyqfWXlcqUKcWVP7Jz/FREmviGnxMte8lJmk2a8XtGcwBRDSxWcEqblknMGTYjpfbbJPrg9Y8MJiHdsdpnsprztPR+nB4yASAB9cHPKlbPnzBlwMSOpMYwu329+23VEaWlnG2VkqWlXzmzFpnTb3rJaXFYuF6oQV/aVIQ5MQuCaxz0aEYq5vxqaE7HvV3vEfdfR9/1YFfcrL2qNcc/PITjFOyA0JN/ywes/ydagnOoimqX4UFfOC91iQXAtWY3rPnoLn/zM55gePkw2YzJr2LkVUYW3crlShbiyr0yaFoBp2/KMpz99dM0qcXdmSk7F4GMYyl5xjGW/2HIsPdP7cDAOogRRnAPzLX7tKK//62uZTBvw7b6MSFUeGAFms3XmXWTIwp//9RuZHT5Gu3aIZtKQdNhV/VYhrlyuVCGu7Ctd15HigIjj5S9/OTnGYuaBolaWqIe+I/bzUhHHUiFvJzPtPS/YWUSWXtcGCc+td9zJh66/jUytvM4b5gBH0zS86e/eRUyCayYohm8bfHC77E0rlcuVKsSVfWU6bWgbRxo6nvz4a5g2jmkIeOdWS9SMgpyGntR3WCpiTU4Eb6CZ4AQYgyGcYOLJ4shnUc0q66hMQEIxiPCO9Suu5M3vvo570mh5acXdCxHmSYlARjEGsHSu36YDQQl1MBQjQUm8EiGbImJ0w4Je4bP3nOS6D36YQ8euYrp2mMn0EEE9U9rVyrSZ7ctJWKVyKVKFuLKvLHf8ghOuODTjec99LqqRflFmivuuR1MkxUSKA0Pf0XcdcViUQIihR22sjLXcmxvvVGzMGX7AASRh+dUWg2zGkDOEKW9+x0cZAKR06Xb9QBvcGJOoGEJduX7wOAw3xjt4KcLaTic47/iz178BN9mAMMGkRfAIrh58KpWR+m+hsq8IglrJKVaFH/j+7+H0yRO0k4aYIuIgpUjsF3Tdgr7r6YcFw7hfnGNCU8JyHrtuz7j/s2hydmS8JZxlhIwXY0hKMzvMp26+jY/ccAdZPDEbs9bhc0ewfhRij1ZbzLPGdsZpmJaLCDFGFM9/fdO7ONEZk0PHyNIg3q+WoZVaAVcqUIW4ss8UgyxjEhow5VFXHubpT30qjlLlLvOIsyo5DgxDx7Do6LsFw9AzDH3xo1YdE3sKjrP/soplxBRvikNxzuFDw1afkMkh3vjO93PziUhSyGlAJIFFBENx1KiBs2f5CYltx1r2fY9vp9z02dv54Kdvozl0FV32iJ+AuPF2xUmtUqlUIa7sM4bDuYBZphFlyJkXfes3srV5itA4hthjqmjsxxCITE4DQ1+WrDUrORaPagAvbtuvGOCs9hGXQqorgcAFMp5BGuY64c3v+CApOMQ1qyVwy0WGh6gPOhP5cuDM98TuwwVtSBmZzLhrs+MP/uR1WHu4zA2vHaaZTIrXtC9z3uYF57e7pqu7VuVypX7zK/uK4MCKsb8TmHrhO775G7jy+FEW8y3aEErlqQaa0DTQDwOxL/nFqetJsWQWay7mHzIK5dkmGZo4EL+aFxYbJcMHDMfk0BV86rN38Hfvvp7oG7LMMBpwDtPEtKn/LM4GsbI3vDzZMXEM5onAn//NW2mOPYLQzAhhCgJSduABwcTK51SpVKoQV84Nxeu/mP3Ph4Fv+IbnjU1QBqZgSk6ZYeiJfUff9XTdgq6fk1IehTiX6LyxccvMzuoLmyUQZeder+F27EduzuccOvYwPnTDrbzpPTfQ+cCCBqQFi+VSOUu239eMII3jtX9zLZ85lbDplYQm4H0JNhQyjhK8oSLjNkClUqn/Eir7yuqwPAY45L5j2ja87GUvYzqbrPYGl+YecRjo+4E4lO7pruvo+o44lOzinMYO6gexPJzHhqtScblSidmycjN8CGzNe5Jf432fuIXrPnEHSRxbw0BwNqYz1X3iB8bGeMlS3Srwhre8h5tuuxs5dBW3nepwqnhVAplmrJ5FbOxOd7VDvVKhCnFln3FCsbZ0DsThmhbNiaPTluc9+8tonKASSMmKyA49knp06LFhTu7KJcYFKQ2kHIsPsYDiUPFFlM/oqDYpFxXwtt01Xa73IIKX0rxlmmkmLQmHNlP+9m3/yPWfOUnTTjAmmCqic2Ss3HoRBijhiZYumzljpbzmsrBRlpXL9Fj5kMtScyKa0Jnw9g99mus/d5rk1klRufLYFeMSNORxR9mElXiXPfwL+QorlYuDKsSVfWW751hAAuIavGvQvuenfvxH8WbMFz0bGxulizonNPboMCd2c3K3IPabpH5Ojh0xdqSxklUMcQ7Jdq+0RNtx8SQ8eTzYsxIOEDxK40vXrnhHlsDakeO8/g1/z/W3nmRhDpMGXMY0MuSMo4iSjeKBXR55xuU1L9/qPF6jmGWyGmpG1Ex2nnd8+Gbect0nWdiUMFln5j0+9ZgT1IHKMgW6fDucGb42wVUqQBXiynnATGknE9p2wou+5VtYm7WcOHF3mS2OAzlnYoz0fcei3yqBEIst+sWCNAxYGkg5YVaWqI29dTPLGSq+1fUcfdgjee1f/C0fu/kuBhdQm2G+YeJBh46WjCdjUly+Li+WIpxBI5AQySTnyX6Nv7vuo7z9ug/g2ymuaUrV68G5uu5cqZwNVYgr55ScM8455vM5psrLX/59WFxwaGONvu8R71CMrJkUS/d0v1jQLeYM3YIUF/Tdgjz0aBowjeMe8x7E2GxsGiqLq81kjdtPLjj08MfyV39/Hdd+/LNsEVjk4v40bQxnQ/GvpuTqXi4oGRPFRFEyOBDxmMCA8IZ3fYzrPnojOcxQ15a939XnUiveSuVsqEJcOad471FVptMpTdviMb7npS+mn59C84DznmxKTLHEIfYdsd+iX2wx9HOGMURC04ClCHl349ZDEuJxmdpZ8YVKOROmMzYHiM0h/uF9n+DtH7kRvNCrjB1o5XFKJ/blUumVfeGyIO/IOJSGAc9WNP6/d3+Ij9x0J73M8JPDdDGN762ittwVrlQqD0QV4so55cx0ndYJ3/fSl3D86GFSigwplX1IMyCjeRjTmTr6xZx+vknsiiBriqBp132KyL2MJh4IYXnbIsTee7wPSGiRyRo5zLj2g5/i9X//IQZxbCWH0qLiiXG4V0V+UAw/znxNamU7QM1QBJMpd3cDC4XX/vXf8dEbbyfKBNduoDhma+ujYYcrF8euz6kmLFUq900V4sp5ZbE4TZDIv/7XP0ZOCXGjAEiZF45xIPUdQzenm2+yWMzpF3NSPyf2HWlYkEerzKWgPlhsx20ExZmO+8Zj1SueHGbccNsJ/vc/fwunJLBJoMPTBI+/TLqmG/E4PJohqmMATveO3/6//oJ70oyFTjFbrhDIajxsiVbDjkrlrKj/UirnlbXZGrGf85yv/Aq+6IufRUwRXQqgJTQncorkOKyq4m6+yWK+KElNw0CKkZQzWfNDqkZHB2qA8bcy7rQKLaCIce8Cm8z4vde+mfd85DOICaYRd7nM3IxjS01oSSpc+/5P80evezPMHsadnSfKZJVa5caLjBeVYqNSqVQemPovpXJe6buOEBoahFf8m5/A+g4/zpOqGikrMSViHIgxkoaO+XyLbrFFXMyLFeaYX6ya75Vh+2Dq451GHyUkIq/mjId+ICZI0qB+g7e99yP82RvfxcJathKYLKdsdTQA0e1i0M64rK4833x+X+5yEqOri6xei40z2Y6BwB1bib940zt5+/s+QpI1BvVMJoeJycptbJm8BG4Z/mDn9tBSW8EqBwn/C7/wC79woZ9E5eBy5h5hCC3RBM3KI684zMQL177znfimxfyEeRdpJhTDCClVsvOeIA7vHG1o6Y0SFgA4H0pgAIITuU+DiDOXr7c9j9meMV7NGoMToQ2BxruSs+s9YbrBHZuJd19/G/ckxxMffohMIogiliEbpoaaxznGIAldhiiDLEMSxnlo5Dy0fO0+G9AzVg9Eit83eQCL9PMtwmSC4UkizIG3vPfT/M3b38+pPMGmxxA/wztHY8okCDgrgUoi41nQ6DM+5hPvFR1NWux+LmeTTv35KM5e5XPGDBVHViOQufJQy9Mee3UNxaycc8KFfgKVy4uSVewJTuiGxPd890v5yze+mTtPbLHVFTtMciJZQiSiBiILsNEqRBxu3fDeFeF1A+Yc4hucOzcNQWZG3/dMp1NUlU9+4hb+8MYb+bqvfjYPv8IRHJh2+KB46YkpEcIMzJW8XtnO7T1fVdyy03nXdcsTjfFJDP2C4B3eN6gq7cY6m8lwAT56wx38w7v/kcE8YbpOr0ZMPd635cayrKTPPbXFq3LQETsoLZ+VS4KYMiF4hjjQNi1R4aZbb+V7f+DlTA8f43N33MGxY8dKBe0bvA807ZTpZMZkbYP1jQ3c+lHWNw4xm60xmUxwocV5j2/HPcszK+B9EGdVJeeM9x4xh4uCpS2efM3D+NJnPYFHHW0QIjnPaXwAJrCjlvKcWZWfW0oP+u7HkR0Vslh5XwzHkBXxjgjceEfPdR+6nk/ddAuT2WG8DwyqZOfBLRuzFERxJsg5NovWB7j7Ype5t/s3PN4UNJNcYIiZKQNPe8Q6L/pnz6LZw/1XKmdDrYgr55UQPNmMtmlIacD7hkc/4uH8yA//IL/zu7/P1VddScplEdeNTpYp9vTO4XqhbxweR+NKoxWmzNZcCXjICfy5+0qHEMg5k1TJNHg/4ROfvZNP3XIjj736Cr7uq76Eo5MjRJQGBVKx/LSSubtrY1PcOVVjwQjs7mI2lv7c5bpESzTAO266o+Ot176f2+45TXRTYnME71uSQRxrayegO4wvVQR/jk/jXS0TKpcBVYgr5x03mj40IVAag4SXfOe38w9//w988qZbiOrY2DjMXXffzbFjx4g542JP9IJsGY1CGxyNF9QLiznM1iA7IfiGlBIhhFUj15mB8w+lQl7eRwgBJxAl4wySeRo7xM139fyX17+DI7MJX/El/4QnXd2STOmGno3JBCxjWbEYcZOGlADxpcIeZ6H3ytLFTMZABiTCmP+rajjXFAkWx1bfESYtH7vpTt734eu5455NbHoIZkcRCTTLDCqDgBv3upfJSbDTVXy/ua/Z7DNnxs+8vlK5lKlCXDnvuDOaiESLqP3yL/08L/meH6ZtDtN1HY+4+mpuuvlmrrjiCpKA9GCaUQXvytiMiOCSIt7Tjp26iuCcWxl/7PvzN8XLADhUHJGGwZScHcQJf/pXb+OaR7QcXp/y3H/6JXQU2QqhIeMQNcT51XPcr+cZQtgWKRFMy1aA+QZ1LSkbrfeczvDO6z7Op2+9hz4qGmakdgOVYloiY9LS9hyw4CwjVk6atiMmS4f1ucQtxX4cpWI8uVq+X1WDKweBukdcOa+U+mw5NmOY5rFDuqHPxns/8DF+5t+9iuA9W4s5a2trKHncMy4VZNNMmE5nTNYPsbZxFD9dY23jKM10jXYyRXygaRpEZFVx7mSvoleMKzKKJ0vA8JiWUZ40dFyxsc7WYoFpYq31HJ55Hv3wozz1CdfwyKNlHzuY4dldxe4nIkJnBiJ0wG0ne977wY9x5+mBk1sLhmS04nBhQp+Mydo6KaUdY1yZ6BqUgLeEt7zMTSITitWnZBz7b26ys+oV27YxLVq8beQiy/dtD29d3SOuXAzUirhygZCScSuOnDNGwjvPF33h0/nWF34z//ef/1fWplMWiy0mbUsW8KYkzYhCZ5BzOYg2GZCGKWPS03QN8x7nz5xlvf8jtp3VXy1xuFyqQnEOEyG7Is5+Jty9OEmXDzFtDtEPHXM1bv3orbz/4zcTJHP1w47xzMc8jEc/7ErW12c043axndVj3z863n4xZLbmPR/+zGf51I23cnLeM0+CNess1GPuECk4hEgaIq6Z0PUDwbtdBifJmrE7uvR8y6raPh+dzOURVDNOl+Ks41J0SXZy42RYrSQqlzpViCvnlVVWMTvmdnc0WDkH//L7X8Snrn8f7/3ARxjU0bQzWh/Iw4D3oBrLsmloSIsFZKMZc2/FOQZTnCVc05YlWhzOBcR86SaWjDm93yq0NFjd/2swgRxKVe/HRqZm+bqsoW0b1jDMOlZBTbMNFIgYN58wbrjrdnK+heCFw7MJRzdmXLHR8rBjGxw5tM5s0hJCqeiDL88zK5iWpCpVIyVj0ffcdXKTE5s9d9yzxekuMe86upgJzuH8FPEzQijL4IecYGPXs5jQThqWScvLnOUspdIXbFUJ513NZWll/LFXdhqyLOMlzYSsZe7aaWTICVUliGAGbdsAHlMF8avRsCV1z7hyqVGFuHIBWR4wdxzQLbM+mfDqV/17vunbXowlR8qxLOEiBB9IsR+r0R41R1ID78seohluMi0NYQateJwEsh8NPyhhD6ulzz0dtG3Xq9h9td5n1bgUjWSKbyY4L2z2kUXX8dnbBj708YhoQikNYj4EgvdF47U876wZTQYJcB4Tj0mDNBOiCUZLcIL4ZQKS7EisGp+B3dezWiL38dt9v/b9RDSVhCdVNGdSSph2WEpgRhaHcw7nBC8lrKNSOQhUIa5cVAiwtXmSyfoh/vT//AO+67t/GHUOccVB6/TWnKYJuJQwemI22lEUTIvshDxmFmuxXQzttEz0NiWx3kx3R/TJ+XC52o0PAacZzeCdJ2cDNwEpxiQmLQNuTHpi3IMeu7c9eC/4pvw/EYf4APjxPksoRgijici+nHScI0RWaVaqpSublEjDQIoDOc7HBCjBO4d35ZDVNMXjJZivHVuVS54qxJWLCjFjY32dru84fuQw/8uv/Qr/5mf/RxZxQHxgsr5GHvpiJ6mKpoTNO3LKpDw2G6WI5NJ8gxqtKT60BFUkeHDFErNUhoZz5/9A7sa8Xs1KjErMmeADIRTnqpjGfVGWOlMqQbFSMYpB45siYDljfYeMr8M5Rxj3UpeF8LnqIN8rzrQIbS4JWDlGUkwM3RiFOWyWJWiKA9hkOsN7T3YZkYCFi+81VSoPlirElQvOLoEQB6rFThLlaU9+Aj/z3/8rfuFVr2GIniFtcmT9EOKElBJNI2QVJBrBO/r5JhNKp7CY4V0Rrsm0CJFzDU4Czi/3I3cYXpwxn3oucRjmylKr4mhw6OoxhYm7v1iD7Zau7MqergsUhyuzYnIiaew29qvXcqFEeNXxfB/zv1D241UNL8owRHJKDN2c1HfExYI0LEDK38h0jTh4nPO4EHDLuWI1vPcHJhe6cvlRhbhykeFAQumoxmiAr/lnz+EV83/Fq3/9t2g8iJOV93POGdFMVk9EIUfMBMsRsmJm+GlP1kyTE23b4popjdoOk4hRrJZP4TxrlqMslTuTlRiXMSLl/hwkl9aPS9tKExvjG23VTYxdfHuoy9lpKOIcU4m0JEfi0KNDR7/You/mLLYWZO0pr7IYiDjXjHvlY5d4LYgrB4AqxJWLDrPi5FSCizIWI9/8Dc9DLfOrv/FbxDjQti05l4pQKEYfOVH2G/Mm5ETOWuw0c9ljzFY6cX3p6SKEsKqklku3MjZ0nevaymR7tGqZgQyyI6bBUHf/oQoC+FXU4I6cI9uOYrgYM05tx37wcmshx54UI/1iTh7m9PM53WKL+XwTLBfzk9AQ2pacI6qKKWXfeEy2qlQuZaoQVy4qynjR6KgkxSRj1k7YHHpe8PVfx9a84/f/jz9jGAZCaHDjgVjNIA5YTiQplXBSQxG6YWCSIpMUiSkyaTM2AdoGQoMLoZhDuGK/eT4P60sNkbHLWkYVzU7IErj/7mTBa5Fak2X4gqwMKmQclrrYpmyLAGdSKlnSaehKxnQ/0M1PM3RbDIsFsZszLOao6BjoMaNp0+r22w13F9frq1QeClWIKxcVAviVYYQAATNYb6cYxvd/54tYn0z5D6/5NWTtEKf6xNr6OrPJGlubJzlyeANVSDpAgtgZIU3IKClHppZAIEnC2QRhitGUBCfXICZ4EUhjrM/oi12WiBUboxb186QOCWcfVrDMwzVccexaOTous5VXa9C7H8PAZEftK9sO0EYaW9HOrUiVhCe3bfQBJZuZZY3uMPPlqVlxRzNN5NSjWRm6BT4ncrco4rtYcPKee4iLBUO3yWza0i96mrZBpMHGbQiREgTlx1lwcfvj1V2pXCiqEFcuOu4902rjnjGYGN/2zS/g8KF1/u0rX0XbrqOqDKlnY+MQpze3aH0DvjRpZTNSiigZ04RTpR8iYTZjMpnSpEQ7neLHPdkSc9jgVcCNcuY8pgmcK/u493qO+8PO5ep7vQ+fV2d2L2HLA99gXxj9tsaKfEw/Hn/f+dSyZtQSopmUIzH2pBTpuwVpsWAx3yL2Pd1ii27zNLmfs7E+4fixo9z4mVuBZvVebM9A2/bPmlhcucS5GLeRKpX7RQwaMb72nz6bV7/ql7Bhi+NHD7O1tYX5Igo2JgXlnMmxZxgGhq5na2uLza1TbG6eZn7qJPOt0wyLTbqtLYbFnKFfEPu+zLCmVMaCzBAVTD2oYCbIA4XkXiYIVva3V8K7/btYBk0g5WceeuLQ0S/mdItNus3TzE+f4vTmJltbW8znp+m2TnF46pl44zde/SquPn4ExpnoWvFWDjK1Iq5cUogIOUeCczzny7+Y//Qff4uf+Kl/y9GNdYb5guIiVUwbLY+BBDnTm+GTx7IiQ0+Ma+Q0kGKkmXQ0/Yx2OqNpWrSZ0PgpPjQEA/GGw6E67sV6qzm5Z+BQZGnKYZmsWqwqUyTFgb5fjO93T+w6+n7OfDGnHzKxn6PdJnmxyaGHX8lv/epvcmijYZhvFq/pKsKVA04V4spFz+4ZWMO7siDZiPCUJz6O/+13fp2ffMXP8bm77iFnxa+t03UdoZkg3khZMesxa8s4U/aIadmvzJkcIzkNZeRpNis90yqlc0qUIIGspct6OVqly8rvjPmZ+3OxuhjNNB6InWNGS3bOJJf9/HE+WMvqgZfx/dZMHBIpJYY4YGkgdQuGvmPz1AlyjAx9x4mTJ9A04NKCL37mU3nNK3+OxLjlbXHlRV1zhysHmSrElUsMQaV8bd3YAHT18Sv4k//8H/nvfvKneed178WtzZg0DTHHEm4/NvNYjmRNoA437hmXMadRiFMip4HYDzTtgjZN8L6haSc4N8Es431p2GLMQi7ZFdvNQhdqFvmhcOZy75lCt3Pmd/n3Oy/lNmA5ryrhPiVSHFBV4tBjqnT9nNxHUl9Gk3To6eebxKFn2DqBt8T3vuzFfO9LvgMAT+l2rzsAlcuFKsSVS46M4MZWIWeZhowp/Oavvoo//4u/4ld/87e56qqHMwyJPiYEP+4ZLyu8cVwoDWjOuDiQJgMxDjTdhGba0c6m5DzFNy05z/DNQGsz1DJOPOZKMtIySzjnfMlVbQ8kxGey84Sj3F5BjZwTmkr1mlNkGAZyHBiGgZh6hsWC1HcMizlxPi/2nimS+wWt9bz6l1/Jl33B09jaOsHG+jqKI4kvuceXzttZqTxkqhBXLjlKAJ+Ms8ZATviJp+8WfNeLXsg1j30KP//KV2IG3jtUDRNw4koJp5GcFEOKODeJkDIxJppmwMUOP3hm/TqTyYxh0uP9lKbtmbRTxAeca/De04TRLrOoO+LKOM39W3FcOiwNU3bZVAKmipphOZNzGv2hB1RzEeJuwTAM9MNAGub0fYcNkaHfQoYBjQNbJ0/xjKc/lV/6xd/g8DQgRPIwh/UJQkNJQS5uWuXBL8hbUKmcF6oQVy452vGnSJma9e0MU2VtbQPD+LJnPYU/+k+/w8+/8hd56zuuZf3wUXyYEDG6fmBjrcFrObKrZryVxCKnCU09FhtsmNBFQ3slNpFmkkhTJQ3KZNIAC0LTQNviQwBzuOAQ8ThrdoTYLxOfrCQXr5Z0DWRHN/CZe8pW8o5X/706kYClKuUzqsVyX6OHs5UTkPtHsPGfv0iZe5aVQUjGWXGuknFMSC3jRdCs5JyKCKeIpoGcEmmshDX2dH3P0JcVhvnpkzgRTtxzB7PGkRab5G7Oj/zI9/EdL3ohU19OqVSNI0evYmyzwwHeRqcxy5jkXSM9UH8gAAAgAElEQVRMYg63U6grlUuYKsSVS47dM3e+OCyNM7gCBJfZmE34jVf/Cn/wh3/Mq3/tN7nmCU9iaxFxfsyVGEVLDHJKpWq2jKWE9xlLVkw9WiOGSE6GH5TY9uQ4wXvQ1EKOuNDig8eph9BiAbJqyUR2HnGGuFDEbdXoZGBunJI2xqTk7ZcliTNFxsx2V4ZnatBqrhaUjJPmXrff+RgqrhTyY9SimhZHLjOyZfJ4MmGaMc2oKXEYVlnBmhOae2KMxKF0RseYyrjY0KEpMywW5Niz3gZO3HUbV16xwS//yq/w1Cc9YdxeyDjcuH3gMEmj7/ZSbMfPXLc/++Ii5sb3rwpx5dKnCnHl4JEzs9bTDT0/9D0v5fnPfz6v+OmfJQ0DaEYssF0sCmqlIoxJyQ58NnxK+DiQ0wAuEPsFoZ3imoa+ndBMWpqmYdK2uNAizuObhiY0OB8ITRhD7D3iPOJ0NAjxmIO8NNESGSv7M601PbtV997V7ZnX7N7zdaNntuz8g923sVz+Rg2jVMFmpeO5/CxL0KqJlIvw5jg2tKVIHgZiLnPasevoug7NJcYwph5NGZciwWVuu/UWXvLi7+BHfuBlrE0avGXMcnUyqFSoQlw5gAgZcmLaBPq44OHHj/LHf/B7vPZ1f8lv/a+/jalDpCnzxqONpY2BEJqtuHDJQM4RlwbEeVJo8f0CCZ62nTK0LaFp6JsJIbS00yLS2pSl6jgIXhpcKA1dLgREQslClgDIGMs47ltLcalaYmK7Kl7h3o1g96oFdwixo1S47Libkuu7XUMq49J4TsWbe/ypY7CCjqKcciYPffGGjgMpDaRhIMa+RBfGniH2xL4vy8ipxBmSI1vzk6xNJ/zOr/8HnvG0p9B4hyPhrDR5iauHoEql/iuoXPKcOWcszrPcX50029Xvd33rN/HsL/siXvObv8Nb3/Eu1jYOEYdcMoq9xyhL1s4SzhtYHsXC41LEmh6XGoY0ILHFNw2pmeJDIMUFPrTkti1JQSHgfcA3Ae8afNvgcJhIydP17f/f3ptHSZae9ZnPt9wbEZlZS3dXb9UtoVYjdUsttURLNEILi7rn2ICEMJJYZO2ysfEMtkfLiNUeWzD2YcaDt2GOzZzhgMEGPDbHHGBgjsGDMDOgRgMGQUstJHWr99orM2O591ve+eO7NzIyK6uqW3RVVGa9j04oIyJjrYyO332334sx5bIxBuvcPELu3gVitt6b0NWVF7A7u5xlx8zvotWkSJeClvn7xCQkCzmVmeoY2tIFnVtSypAyIUZSaoltIMa2RLxtoA2lBiw5MptNaWdTrGRiM8V7RzMZk2PL27/1m/iuD7y/rLQ0gredB3WO1FVNIncHGef/24oIxpZ9y8hWOX1r6YOmp5W9jQqxss/olx2YhWuk84p2HL3xRv7JP/h7/Kff/ST/7J//LzzxxNOYGnxdEUICMThvyVbmOx+yFMEiCjZFYmgwscaHAVK1GOcJM4/zNW1dFUeuToSrqi6X2wqsw9sa6yxiWjAOawzG2uJxbRaMK6xBTFcDNTukprvgziNAvdj2Jht96TjnsrGo7PMVRMo2o5TKTHXOGUnF5CTHlpRSsftMgRRiEd5UfsbQElKgaRq8Lbaj08k6qW1oY8tdL7mTj/53H+S2W25iFhoGviLnRJ+LtqY0rm0/iDr3/czNQ4zp2ri2305EZVjZ+6gQK/uQ7V/u5bu8fJE7a5lMp3zda17F17zmf+fn/u0v8m9+4d+xMZ6wMlwlltHY0qhkuy1KBhAhxDiPSm1KZNsSXKkFG1fhvcP5QWncshZfVVT1EO89xjmcrfB1iZaxFWItztqulrx1MqaIMLZrQFsQo23v8pw54NJFLn1knON8969If1CxtQs4xjh3F5MUSTkV05PQjyW1hBDJMRFjU5qzciKHUJq1JBNjSxJhUFkGznDjrTfxV9//Ht7wmnvZnM1o45RRVRFji3ddSl76v0cxRlGUqx0VYmXfIbj5WsB+QxDGlNlXMrUXJE6xrubbv/UtvOPtf4mf+Kmf55d+5f9ktr6BuJrsK0zndNn7SveCDpBjRGzC5kQyBmsjKVicT1hvscbgnKf1TZkzNrakrCuPd0WEjSuRcH/qa8bWWnLX3r0owtYuRPm7RILSjRr1UbDtOp1L1Jux1swj4JwzbUqQUnc5lveUyoakHBOSM7ENXYo+kUKLQcgplt+lhLGGyXiD6289ylvf8jbe/uZvYH1jg5QTB4cDmtyQJVH7mpACzvXDZxYx0nloKcrVjQqxsu8QszUKZKD4TzuP636fjKXyNSFFalfMI77rPd/OO7/z7fzsz/4bfuEX/wObs5aq7uq4QMxF3Jz3mCw4yWXcRsqokjElRW1Tiw2WylQE47CuwdrO9MN1dWPryBaw24XY2tJB7ZwD58roU7dv125z7TJdGnt7y3HOqYuGS5SZ+3R05/2ccuevHVO5be5+xkjOsXhop1S6o1MiCeW+KRNDg+RQ9gxLsa+0ZI7edD3v/O738033v4EoJfG8Wg/x1hWnsqoChBATlR8g/R9F6Lq6z0O3/1lRrgZUiJV9h90xE+PdjhSvGyAC3pbOaXIqLlm55a+/7y/zzu94G7/8f/1H/tXP/mse+eLjrB2+lnowImJpmoAFDqwOSSEymU1ZW12lTREjJbI02YJErHXkaLHOYW2FWENyVRFcPMbasuvYWnIXEfeRb7YlNW26GjJsjR71teSd9I1N0olcyLmIsSRsLmNIIhmJRYSRACl1NfAEcUusS8RsaFKGFBhVnhAbmtkEbw0vveNFvO2b38wbv+Y11FVZpmFCwFQVdV0WY3hfzQ+I+uboRS/uMj/tODe2V5SrCxVi5aqnF7W67rYzWcPb3vJNvOkbv4EHfv//48d/4n/j6adPYASuO3CAEBOhnQCOg4fWGG+OMa5aiPRA8riIqnGYbEn0otrNF5sBht6rmnlqei7EmHlHtaFYZ9Kfn487wdY0sek2FXVCLCCUFLLkjMm5pJUlQ86IZGK2ZLrGrRyRGLvnK/VjxLBWVUQRQjPGSeLer7qX97zrHdx9xwvJAt5A27bUdV0ieUVRnjUqxIqygIhQOYsHHJnX3vtqXvfVr2Z9POUX//1/4Cd/6qepV1YYTyYcvuYaJuNNhsMhs7Ysl5BswZY2ZzFC7mwsRWLpgs5le5OVOJ8NXjz1zVrO+Hk0KQv/vzjitOOVl07k7j1kAUsEKfVgpHRQW0n9FBANdfH06gw9SvOXlBWRIgw9HHvyEZ536628/73v5/77vpaVytHGxCxEHCXi7hvCrFV3DkX5UlAhVq56rLWEEObblIpwpuKNHCNWLAeGAz7wru/gve/8Do6fOcOP/fg/57d/53epqxHNdBNvByXV2nVYI731pkNMcdIS6Tu4BTGz+fObzszDGIPrhDgbV9xG5l7UbBPsLZes7aNa8zWFGfCupKJTKtFwjqV3vLtLXlxnKAnrLCm2GGNZGw35S2/6i7zpG/8iNx65hjZkKlcODTwZ6x0pyjxNbm35t9KoWFGePSrEylXHbvXV0lRUcM6AJBDwrtQyawtIwhm44ZpD/MCHP8zwB4Z88fEn+Omf+Tk++ft/wLHjJ7CuBuvIGbyvgEhMgjEOX1U4VxFjwFZlOqn4R0snYMXVqkS0dh7hng/n3LbdwDFGoBxYGOs4szFjbTTEWk+KLbMmMvQeEWibCW0z4cg1h2nbgDUQmsg7vuPbeNtb38p1h0aQi+czSahdJ7oiXc1dsN5taxjzXr9OFOVLQf/LUZRz2GklubAFScCYzIHBkBAD1x8+yN/76AeZJSGEyO898Al+7uf+D44dO83GxpQkQuUtxhqcA+OEaw4d5uzGSbKUHcY5Z0II88jSOVfmpi6y+q+P4hf3BPcRac6ZAytDYmjwgyGrKytIjLTNFOcchw4dZM2vcWBtjQ998G/z8pfewWwW8N7jXdl6ZOwOdy7dRagolwQVYkXZBdnReb1oL2ko9eOUE9esrpCJDExmNLTc94av5L43vIYkljZl/uxzX+Df/7tf5NEnnuTUqVOsb2xw9tQZIpZZE6jrsjwiS+qNr7uRqWJxeSF8XZUZ4FTE0vqKECMxhLLBaLpBTIEqDlm5/nquuekw99xzD/e98et5yYtvw5uSKpeYMTlxYFiVzuqUMUawzm+33Nzx/NrrrCjPDSrEytLYLb66Er7ciwhuCXGJCi3b5lold2M6GSMZbwwpR5y1CIkmNqxUQ152x23c9f0fLgv/YiSmxNMnjvOHn/o8n//cwzzyyCOcPHGSzfEmbdsyHo/ZnIyRfva465Re7JIuPVXd2kaEwWDAcDhkdXXEgQNHuPmmm7n+umu59+V3cNddL+Xg2mp5rRjqbpQrSYbudWcr2H5uV1KZtzZlSYR03dvlJRiQrQMEozbPivKcoEKsPCvOEc+FHbhG2LKhugDpAr8rCwGX233bxaULV/QNSHb7jbqfpXdKylalbnxpxZcZZbu1+6iYdDjHgaO38MKbbob7X4dzjhACOZeO5RgTbdsyiYlsHW1omYzHxJgAwTnP2toqg6pi4MsKQ+89dVUTYstoZQVvHSknaut2rEZk3vzluhderC9d1/JlsG6w499hl3+c3c4rivIlo0KsPCt2s1WcZ21N3uUW56JDLqWWmzp7yVIXLt3Qg4FhZWXEAdPbc54/c5BT6VLuDxqqXM1v7XcTYUVRrkhUiJVnSb9Bp59r3Wl6fHFbwgtL9dURZuWct4369IsY+vEkhyEj3XVlW1GW3HVSlw1KtSv/+fZ+0t65eTYhpoi3OkqkKHsBFWLlWSAUoc2lsWi+1ajHdJaF/W37lYS7Pcb5uDqEGNg2egQLKxCBnFqss1gj3b+kYCl14bKdCbLYeRrdOY9Inq8L9M5vzSArinJFo0KsXJA+SoOShrb9ZnZTTCsSueswLmvtYkhYY7DObtkxdsx3xxo334trTKkJ97tyYzujruptLlM7U6y7zQEvm2f7ms632rCnRMuZrV3E0p1fvN+O+3YNZvP69hX476QoyrmoECsXxNpOJPsl7rYTUem7actHKFK2/bRZSCnShkDbBnLK3eJ7i7OGyjvqylNVFVWXmo0iJGsxGAajrS1JInIVuzXt2iq14/eKouwHVIiVC7LTQzjlSEJIGabNjKdPnSaExHjaMG1bciwRscHMRRyYZ6lzDlhyMY6oKrxzrKyucOS6a1ldXSEAtkvZWmvx3l+VTUelUev8bW2dU+aFUa1WlD2BCrGygx3exd3PJEJoWs6MN3n62HGmTcO0DWTrEeMxxoNxWO8QgZjTXJTnyVJjcK7CGEMUIbal3rw+Ps0TT53Ae8+o9tx67SGuv+EIA2vnC+0v9jr3GwZDusD7K8UARVH2AyrEVxFdmxWwkPiURa+IVOwcjSWEVMyQnefMuOHEydM89fTTRCzGWYypMfUAZ/pHW3hcgco6YLeUsmenhCxmntssfPrEaR586hjXH76GG49cxzWrQ4beITmCMWQyBlNW+nVOVGWEavve4b3ORRPy++NtKspVjwrxVYTZceqvFASyYIyQsin+yFXN8dPrPH7sBGfOrpPFUg+GpVkL5luKznmOZ5RFPr+CZCkpWecHnDq7zqmTJzl8YIVbbrqRaw4coPKOJKn0Xmdh4HypWc/FWFEUZW+hQnwV0XskL5JS6hbPWzCe7GA8bfjMn36G8aTF1wNcPcJay2TWMBoNtlbn7dLRfHEuMr5kwOSyyMA4i3UV69PA2T97mLUDK9x8ww0cufYADod1Qll3X/q2xTzTAwFFUZQrBxXiq4pEEcGFVHI3IpRyomkDDz95ike++EVWVg8Qu0pkipm6rlhZO0iOzVx8553UzyFWDM7XpBTIgBhLxmFrz+nJjFOf/wI3nznILUePsjYcEaAzv6DM2RrN2CqKsrdQIb7aECEjGGNJWRBbUsEnzpziU3/yGdzoMMMDhxEMflBjrcW6kjLOIc5T08B8hV9/vvy03dNs3W7eOT1/CVvp7f4x+rlhMKQUy2XTfTydEBBwNdYJJ85scOrMZ3jerc/j6A3XkXKJiG2XZj9nS9A+qRkrirI/USG+ihCRuelDkzLO1bQ584WHv8Cjjz6OrYYYW2FNJ7eLrk/nSSfvFLl+5njRNSqltO33PYtjUXMhNuWZjCki3Tl+4BcX0A88MbR88dHH2Nzc4IXPfx4j7wgp4XftsFYURblyUSG+ijDGMcsBMFhXs9G0PPjQQzz51HGuvf56QrsgkqbEllsCXJY7yI4ibF8nnguvFMFPKc39k1NK899nSdvu25/K4gPXCW9/2Rdv5SzbbtsGwRiPq2tOnj7Lxpl17rz9hVxzaK3bO6GFYkVR9g4qxFcRGQPWY7AcO3WaP37wQaYhc+i6G2iC4HyFxWDNVjOWlS71DGDknNnWPtrtRTeHSM6ZGCMxbp3vb5NyWec3f/wuPe2cwzlXLlfFyKMST2UroCw9MKa4b0nlSaEFyQzrEWG6yZ88+CB33flirjl4SGvEiqLsKVSI9xGLcaChCF5pqHLklMk4nLOsj2f81m/9DkduuoGVlbIswFe2eETvSEHnTtVEyoiT8xVZyuiQ5EjtamJskSzktsUYQ2gbYoyEEIgxkVIR5T5K7ulT070IV1VFXdcQBaoKvGDqYquJd/Pb2hTx3mEFQhZMPcI5xx//2Rd54W23cet1q6TYUvmKEAPe+21BsjFXo2WmoihXKirE+5iUE9Yaco4YU+Gs4fTmjF/91V/jhptuJEWh9qVByjzDODLETkiliGoTp4QQSDEwm81AEs1sRtM0NE0zF+D+J7Bt/KmPir33eF9RD2qMtQyHQ6rBsHhNV3Vp6LIeoaTNyZ1BSc7UdU0bAsZXPPT5L+DyzRy9/gjTtmFUV92c8WKdW32pFEW5clAh3qcIYK1DgJgzlTMcP7XOb/zfH+eGm26kjYm1g6uIscVBy5RGqQv6F/dbDSWRRZAYiCkR2iK60+mUFBomkwmzToxDCOSci1jvEOI+Ld3Xh6uqoqoqbOVYGa0yGrWktIr3LWk4oq5LF7ew5X8tIoQQ5mlt7x2PfPFRDMKN119P6qwwbbcl6nxNZ4qiKMtChXgfMXeq7NQ0iRT/Z+c4eWaD3/6d38EPajbGE649coQmRIbDYRFjY0AsF94VDJITOSdSW0S2mc1o24ZmOmZzc0xoGqbT8baIeLFeXDq3i+AXD2mDsQbvXKkLDwd452hGU6ajVYbTKYPhiJUQCMMRw5Rw3W2999scvpqmKaIu8MjjT+DrUWngAjJ2QYw1GlYU5cpBhXifISIImWzKqFIbAgbH7z3wSZ4+cZobn3cLo9EIMYbhcAjWlUBXdt/0s2jakXORsRjaToSnzGYzZpNNptMpk80NptMp0+mUti23adu2dEt3zVx993Sflga2RcVuOqEe1LTtjBgiTdOwstJ27wu8NSRfzQV4MTLuNzXZasSsmfHIE09Q1V/G6miA7/f4qggrinKFoUK8nzgnrWwYVAM+/v8+wIOf/Ry3v+hFZGPBuLJmz/ZNS/aC8rQopKTShNU2MybTKe10zGRzzHi8webmJm3Tp6TbeTq63L8fX8rzxUn9ZiZrDWIdkhMpGlKOxBiKl3SX2qYTbmcN1iec3b7gYfGAIWShWlllPGn44hNP8tLbX8AsBEZVRZaIM+dfL6goinK5USHedwi9ImcRPvfIw3zigQd43vO/nEnbsnrwALbyZeWRMYj0W5jOb9TczwWnlJAYiwhPJkw21plMxmyur7O5ucF0OibFEsX288PzdHTHYte0zCNtgzFpa1Y4QOs9KSWaZkYb2vLcWUAEPxxtG3vqBXgeHduKkADnOHVmnS889gS333qUNkUGznbz0RoZK4pyZaBCvO/YEr1Z0/BLv/TLXHvdTczawHWHr8PVFdZ3xhm9GEl//lwh7qPhvvM5zooIb2xssHH2DNPJmI31dSaTTdqmgZwJMUJv8rHD3tIspKZ7564s2w07xIDJRcSrqiLGTOwNQiQxDBFnbbHf7DquYSE6tpYYEwNfYYHHH3uCI9cc5uBoqCKsKMoVhwrxfsJAzpQuaAy//Ku/DsZivWP1wApg8Nbhuoalsjt4K4JGTJc13hIqa908qo0xMJmMmc2mJRLe3GS8ucHmxlnatiWnSGhmtE1L2zTElBjUNRiYTqZUdYU1jnowoKqKUUeMEWstKSVGoxEhRoxzXXCeEQkIDmMbrJ3inEPEMKwrameofZl/9m6rZmwlY50pUbR1mHrI5x9+hFfe9RLaMGNQDbZF6epFrSjKMlEh3kfEFME6UhYee/wJHvz0Zzhy/Q34ylNVjsGgwmNxUqLR3sZyC4HssMYgpkSz2eS5OcdsNqOZTTl79gyhndG2M86un8aIcPLkCVZXVnjJi17MC257PnfeeScHDx5kOBxgjGVzc5OUEl94+Iv88R//CQ899BBnz55FRDh8+DAiwsbGBgcOHKBNCWstOSVyFoyJWNvibMO08ngLYVgRPMSqxjmDZIdxXYqaVKLq3jDEVmyOx5w4eZqbrzvcPaaKr6IoVwYqxPsI6xzTtmWlHvArv/orVPUAVw/wvpr7Nl9UgEzxkxYpaWDJmRRjN6I0JcTIZLzJbDphPC7p6Offeiv/7d/8Hl54++2suCJ+ISWylJR2H/0aY7jrpS/jW970TTQx89BnP8vv/e4n+M3/9JuEtuXwoUOMJxN8XXcxeakJxxC6w4VJMdmywngwwDqHr0fgDdZWOLaWRRjZSrRnA9bXfP6RR7j+2sM4FWFFUa4gVIj3EYKhqio++/AjPPiZh7j9y19MXdW4qsI6h+lqqv2iht0fY6u7OecEkkkxEJuGdjZjvHEGQ+L0qRO89KUv5QPvfS8jZ1ifTKicJaaIc57KOTKWyvnOFaskw8UaQi6NVXe95A5e9pI7eN/73sVP/uRP8du//dtIznOhzCJgckm3R0MwDa13TB1UVYVzjnq4gvUO72qwFucqTFcJ7mnbwMqwpp3MePzpYzzvpht0L4SiKFcMOsexjzCAM5Z/9bP/muuuO9JFjDW+qjDeFzFemN/dTYzFSDmRyQghBmLXKR3bGWdOn0JS4kN/+2/xX3/gfXgHmWKVaRGc86ScCCliMF391uH6aDznYuSFkHIuDmDAB973Hv7pP/3HvPzld9E0M5y1xLalmc0gZ1JsiW2gbZoyuzyb0bbtfF65H5Pqo+jFBY4Yy6RpqYcjnjh2nJy33vv5DkgURVEuFyrEe5jF9YMiQkiZk+sbhBipBgOMdd0iw9IVnRfus1tUnDuHSzEC1pT0dM7MxpuAcPrUCV78otv5vo98iFuO3kTKif4ZBrXHEDFkvHVUzp/Tm2wobloWwdlizoFkQMg5cWhtje/9yIf59re/jRMnjpXGK0rvmTWQJZFTpGnabYYhTduQ4taoVEoJk0q3thiD857hcIU2G1K2nNnYLDXorHaXiqIsHxXifYR3ll/4hX/L5nhcvJcrj3WlU7lsHLp4bVRMJkmpEaecCKGhqmvOnDrJa+79Kt751rcSmhkOcN0ihXIS7DOJLnfcxBgz7+COMVDXFd/yljfzQz/4g0wn5QCAvLVooh+jauaRcUNoA21oOxvNVNLOZis5LZ2JiXGemITHH398blCigqwoyrJRId5HOODBz3yGa687gnEVYHHOYruFCPYZOEplK4gVEoJISfeeOnGMV9/zKr72dV9FFBjWFZWzWFME2Eg5YXrBvMAJwUjedkqxxVlD5R1IxlnHK+5+GR/5yEegi8rtfOY4gpSxpxIVtzRNQ9u2nenIuaKaMoQYAIuxjvX1TcbdwQro+JKiKMtFhXgfUHyYhQf+6FNMplNSTIS2ZVDXGGOxphcbuWhMbACTBZMFkjCdbPKSO+/g1fe8vIz9SLdBKSdilK7pqTcG+VI+TmbuiBVCwFpLTC2DwYDXf/VrePe7303KoaTRJZNjIuU0XySRQiR1CyXIGcm5+JMA/QKL2tu5MUkUIQIn1zfAWkLOKsSKoiwVFeK9xIL3BkCSTJLMLAYwlv/4m7+J92Wf7+rqKs47nAVnDYZcBHnBo7kXwB4r4JLDZocXS4qRA6MRd93xInzO1FbKCBQWYzzOVWD6U11O2E7Ndz+V8SK3cLJY6wFLVQ0AqL3DEImp5Rv+wn3c9ZI7MQTGm+ukFErDFwZyqS2blMv5mCALMQtJuvcoEZMD3mSsEZyzyGCVx06PmXaiXFq7MufkzRVFUS4DKsR7GNe5Xg3qARZ45JFH5ulW6YRoa8PRM0vBpm7NYE6RHCNf8YpXcnBtDWPNfJ/wpUaQ+YGCMYYPfvCDiMDq6ioxRESY13hzzqSF830zGpy/I9oYw2w2Y9pGKmt3mJooiqJcXlSI9zApp7nYPHn8GJPJhKqqtgSo+zH3cL6I3mQDGAc50TZTbrj2MDcdOVxSxpx/9vhS0Yvx6soqb37zmwkhMBwNga1O8ZRS58C1tVxC2N5Nvhs5Z86cPnsZ342iKMruqBDvYfoxpOlsyic+8XvEGOfiUw/qbRExdHseLki3SMEYnIGX3vlicoqs1BUhxtJ9fBnp+6nH4zHf+fZvw3vPdDIFto9u5R1jXGWU+PxRsYjgnWM6nfYbGRVFUZaGCvEeRkTw3jMYDPjTP31wm5VkihGRHZuPFjYc9fffSRNaYkocue5aDq4MqaxBJJV684IhyE6RvyTvr/tfVVck4P7778dYMxfafuyofxXWmvlGprIcYndPaWPKcovptIi6ji8pirJMVIj3MM67eW30scce22peXhDYrciQi6amAbz3ZEk87+jR0uhE6q1AOmOQy09d1cQUedvb3jbfDNWnra21JartUu/PJH0uIlhjSCkSY5o3sCmKoiwD/Qbaw9gulSwinDp1CtgpvIt10h0t1+d7TOPx1nPowAoxtHPnq2Wnb3POHF5Z4eajN3fd170Ql0i9F+VnijGGEF5U/HsAABxkSURBVCJtCLqfWFGUpaJCvIcp/hhCjIkQIpI74QWQreYlLtC0tJOUIqNBhXcW6z3PRLyfW/qwfkscs2TqqqIVeP4tt5Zbdalxaw3ObYmxs+6i71WkWF+mlGhDi1aJFUVZJirEe4luFlfICImYW9okPPX0CdoWnKmQlJFYxoxMysVWKgtWKIJsywakbCBKJhvmJ8h4Go5cd5g2J4z1YCvomrTMZRFlg8FjjMfisDgqY8uMsyRec++rSTnj6wpXeaz3mMojBsRZsmWeJThfDTuLBcr8c9OkMkXc153ZuaNZURTl0qJCvGcRrC0zw2fPnsVYs9VFnDMppu3ztVnOqaHuLlTCYFBhjClrCHf87vKwu4CmmLjzjjvx3uOco6qq+cl7f056+nwNZfNRLmNoY+iuuyRvRFEU5aKoEO9hDAbnLGfOnMVa13ktby1GiDHOL2c51/BiN6y1VFVdOpMv43u5EH10a4zhhiPXUVUV1lrquqaqKgaDAXVdzwV6u5HJ7kJcHhjaptXEtKIoS0WFeI9jjaFpZiUd2ztNdQYXacHoYjFavpgQG2sQSmfxlUBv3NGPZ41GI+q6ZjQcMhwO8ZXfVieG80fDOx6ZEMIlfvWKoigXRoV4D7OtlikyH8PJORNTJITQrQYsqWlrn5mwSp/KvkJi4t7qsp/3HQwGDIfDLiVdMRwMqesa29l7eu/n+5bPd9BRFky4MqN8ZbxNRVGuUlSI9zgpC3U9IKW0zfYxxTRPTW+lqLenps8bMfYLIa4QgVpMTQM454oYj0aMRqN5Sto+Q5OR/vFSTkXkL/UbUBRFuQAqxHucnDOHDh2a+073wtuGlhACbRu21YsvlprOWYghXlGrAVNK89ezMZlQ1zWrq6uMRkOGwwGDwYCqqub14YsxF+JuwYUqsaIoy0SFeA+Tc8Yaw6FDhzqB3aoRx1BS06kT4Zx3LEY43zIEEabT6TbxWzaLFpSPPfY4awcOcODAAVZWVhmNRvMU9TM19Mg5Y6whp4RTVy1FUZaMX/YLUJ49BgtY6k5DXnTb81itHSZHDA4kkWJLDi0xNkgKxBhIqcVa8FUFQteMZbdS2mIQP+LMxpTbbvZIbrpDNYtgLou/lgAJwZIxZIxAVRva2GBcxUNf+AIrBw5Sjdbwg1Wcr/GuBjE48ZBhp7bOPan7TmoyKbZ4J6ytDkEypT3NYKTcQqNkRVEuFxoO7ANyShgjJSJeGF1q2pa2aZjNZoS2JYbY7e9N2zqpC7arm8LG5pg25U6UlvSe5udkvrzCG8vZjQ1GK6sMh0PqetCNMnmMsZ3xSH/aYmsNZNc5ngLOWNq2uGr1mqvaqyjKMlAh3uP06eZrrrlmLil9rTiEQNO0NE1DCC0hxE6kzx1r2tqoJISU2JhMEduL2uWXqP6DKQascTg/YJohxLwtJW2tm3dVl9O5j7WYYu8tQLOUFH5d15fl/SiKopwPFeI9zKKBx9GjR0l5a344xkjbtjTNjOl0StO0xBgIIZB3jYiLYLVtS10POHb8BGIqBId0qenlYOZbnx745CcZjFZZXe0j4nqbo9aFnLQWr3eubK3y3jMa1FfMmJaiKFcnKsR7GOeKm5a1ljvvvJOcMiHGubjGGAkhdtFxW1LUIRA7L+qdLlQ5ZyrnMAZOnj7LLASiGEIWsuTiVY3sKuLPFaVqvX0/8LQJCHDs5Bnq4UqZGe6EV0Tm57ce4cKICG3TMhwOSVmwxhaPywtE1YqiKJcKFeI9TDGlsFRVxWtf+1p85am6CDG0oWwXaosAz2YNTdPQti0xhLnZx+JYU5+uTjmTBB594mnEGDAWg8GafBlni4sYC5ZBPeBPP/cFXDVgZe3AfG7YWfeMOqUXO8VTSjRNQ4yRm48endefFUVRloUK8R6mX3YgItx6660MBgNC56QVYkBE5pHwbDplNpvRti1taOfiu7VOsKR3vbcY63G+5qnjpzizOZ27WqWUuFz14v5ZMhAQvvjY44xWV6kHK1RVl5J29hmNWC1G8DFGckpMphMOr42e1Q5jRVGUS4F+C+1h+lpw75f8/Oc/fyv6y9IZerRMp1Omsymz6YzxeMxsOqNpGpqmPWcRhMWUhb227CP+wiOPMG4bjLWdRealD4nNQmraAJ9+8CGqeoDzA5LINgE+N6I99/X17zHnTIyRWZcZWFk7gO3S24qiKMtChXgPUyJYj/eelBL33Xc/TTPDecd4uln2FosQYmDWNMxmU2Lb0LYzQmzBZEIOJAORhLEgxiLGknJJC2+Mpzz+xAkwhmQqIGBMApPIRDJClrLPN1FOcoHTdoR+A3Amlf9JQqiYhUzG8+TJs5xcH2OrIdYavPNYY7tZasrYErk7xfKoIvRjTBkh5kiSROxONjW88NYbcCnh6Luqu+7w3V+ooijKJUOFeI+zmFp+w2u/irW1NbwvXsxN0xBTILQNzWzKdDphPB4zHo+ZTCZMp9POfavdNl9MLs1cAgyGKxw7cZLHjp0CICM0cVaaqowp1xhBTNmb2MfMFxbiXjjLtUXQcxFlY2hSwlUDnj6zwac+81msL81Z1lic60XzfKT5OZGM5IyxFgHGk00mszHrZ07woi97Hs70r0G7sxRFWR7qrLWPyMBLX3Inv/eJTzAcrWC7rmpjLG23KtF5Sz0pe3yrqkLoImsBU9VzEbYG6GrDxlkeefQxRITn3XgN3nkiGYvthoukmH8IYNxFXuXOkFNKKpwyMwwZ7zwnzq7z0Gf/jNXRGrmL0qUzHeEZNFiJpHk6GoTJZBNyZjYel73G198A9DPUoGKsKMqyUCHeR7Qh8t53v4tPf/pB2jaSYywzsykSQosxBucsta/mKe3ezEMG0v3ezUd5LEWI67qmbVoee/JpYphy9MYb8c5Qme6m0ndT9wJ7IVHbmfc1LFpKZgxPnTjNww8/jPU107ZlOBzN7yVy8YnmRMaKkCWVmemUSG1gOtlkMt7kda96JcYaHLbUj0FHlhRFWRoqxHuYnR3DVeW4+aabOHzwIE8fP16MOFIiAylFYrQ0symTys9HgMB0m4s8yRqsqXDeYwBnLQZHGxLGeTLCY08cZ9ZEnn/0KH5UE1PGW7q6selmjbe/vsXxIckCFqwtRiExJzIWZxxNSDzx9FM8cewkvl5hNpuxsrJKyt39yXTtZOelzBUbcrfyMcXAmdOnySnSzmaMz5zhjhe/mBgj1ldqK60oytLRGvE+wiGkFHnPu9/N2dOnqZwtO3pFkJyQHImhLfXiySbjzRIhTsZjmtmUGAKxbckxlNtLtwjBdj7OxuH8iBOnN/mThz7HI08eI+LA1IRsCUnIxgEeEU8Wi0i5H8ZhrMf4mmw8DZaEQawnG8fjx0/xR3/yaZ4+fhbjBiSBajAkdRErFJ23u7V8LbqDUWrDIQbatmE2nRLahti2TDc3ecMbXk/dZwMoWQANhxVFWSYaEe8jDAZnDa94xd287GV38dhjj+O8QwRSjCBCzqUmaigrD0UE51zXDCVQVRiT8VJjrSMJGFsiZ2MsSYSqHpEk8cjjT/PE08e5/vpruO7wIdZWV8vrMKXem1LnUiWd1hlIWebNU2enLeubE5546jjjyZS11QOkbhRr8V316WyzLf29RZ9ep3tPIQVCbIldp/jG+lna2YSNs+vc8cIvvyT/9oqiKF8qKsT7iCQJZyxJEu9517v4+z/yI0jOYCySIXcjPi0AZl7Wta5bhZgTeViXmu/QYKwrPs8ZrHOAUFcDJtMJvnb4wQqT2YRHnzrFo0+fpK5rbjxwgNFwwOraGnXl5jLai/4sRk6dPcPpM+tMZy0xCIPRKtXwAOvTyLCu6ceQ5qJrwFxg1nfRcCSmSMyJppnRTCZMxpsgiWbW8Bfuv5/DB1d0OklRlCsKFeJ9hDOemBOVq7j75Xdzzyvv4b/88R+VDUXek2JxxoqSwATAIGW9EdCZY+Q1rLVk4xFjsa44WOUsOCM00rCyMqKNgRAivqoRgSyJlOCJ4yexBnLKtKGlrmqMoaSYs4CzGGexxuNdjXOGFCLGCqujAbNZQ13tXCgMdGlkAVJntWkxiGQMW0Ic2kATWybTCe1kyubGJtONs0w3Nrn75S/D9M1eF6oNa6b6ykQWzyTmo3P9H7ObRPtSKw1ynvvpgJtyqVEh3mc448i5rPn7W9/zN3nv+9/H2qFVNsdjjPEYHIghJyG0EUwzb9yyzmCELgXtyClTD0f42pZmgq6hOqRQ6rWdPaQgWOOLOFZlraD1MBwM56+r/6AZOfdLzfsyj0ycMvSA9EK8uMjBlkmnbu+yUGaXY4hU1nXz0JG2aRg3E2KInDx1CglTHn/4i/y1v/pehhVAAnGc96tVv3GvKCSDEQviFjIZ/Qhc50d+CRZKa9ZEuZyoEO9DjAUjhsFwwIc+9EF+9Ef/R+rhAGNMN1dcbB37zmJgvuwhh9S5cWXCaMQwC4OUsFVNVdVze8l+41FKkVI/fq4VbHE9o12w7sxgBUmp1L5TJMdAM2tom4bpdMr6eIPxdEw7G7N5+jRf98av4eV3vYwYW4xkXKUf+73H7tK4EAhvu+5LeWSz8EB6PKZcTvQbaR8x7x7uss0Oy71f+ZXc/1/dx2/85m9Qd5Gt5FItNiKE3mRSpMzctpGUtuqtbdsyHK0wGAxIgyG+Ko1dzrnSedwtjgDznC1QEEk7Lm/5YUtOBJPIsbzO2LakFGmmM6bTGePxJusbZ5k1E2xO1HXFW775m2lCy6DypLizGUzZ68wF9EvMIRvZ5fLC46goK5caFeJ9iOm+OjYnY6x1/Dd/7a/zh//lD9nYmEDnhFUSyoYcI0ICKTW3dtaW1YjdesSqHpFzWS4xTIl6OMB5X+rJUjqg4dyZ5gu8uIvm/XYuYehFuCxvSMTUEGKAlMtqx1nDZDKhmUzY2NggpRmzzQ3OnjnDP/wffhgL+KomhKaz5VT2Plt14eLs1v1ddyl9XIxyUFrO2/5YVsp5/bQolwMV4n2EMb3xRfm52jVVbTYTfvhjf5+PfvT72VyfMhwNMcYyHo8Zra1ipIhdaFtwmbaxjLuGq+FKS8qJlZWEQQixZTgcIt5DXc+jY3CIZHKXpu5Pi6NFpptp3slO4S2+ILLt1K9tbEODSCxNWU1DM5kyaxpSCGxsbtJMZzx9/DFSDLzznX+ZQ6trpZ4MeK8f971GzhlvLZKlK4cUR1Tp3NzKQeXiNi455/N0MUyXEbJdA6A1BpMFOz+kVZRLi34z7WNCClS+wlrLwUMH+eGPfYzv++gPMBgOOHXqFL6qkBjJtnQf55zIsQheWaFYtjaNutrrZDJlNKpph0OqqqKu63mKeqvhq0bs1n7jnrk47xJlLH55Lka//frCEMK2VHlKDU0zm9eEw6xhc32D2WxGjJF2MuYd7/hOXv9VX83G+lkOHDzYPZP61+xFirFMlxHJ5fxWhqQIKP0Bn+x2YGfOebxtl41gc58lyt1qzG4+XVumlcuACvG+Y2shQuUcMZeaaO09N9xwHX/37/wdPvq938vq2up8jzFpq2ZsjZC6CLTfdxxTpG4aQjNlNhsyGo2o63p+WhRlYyNii2e1c25bdAzsGmUsim95OXE+jjQfSwqBEEJZ5Rga2rZhOpvRjCdlx/Bkymw24/TJU7zv3d/G/V/79WxMNzh48EC339jOu2v1e3XvsBjp9sLbG9OklDAxQspYa7cdzO32GD3nRsyZLBlDJhuIIkhoyTHph0W5LKgQ7zvMtnPGGLKUo31jLV/2glv40R/9Eb7/B/8OOWesN5jOONIY5l92OZXu6VlTBNDXFaFdwUynrMwaBoOaQT2gqssWp8FgQFVV2KrGYrciZGu72c6uoWuXGu3OCLjMJCdiSkjOhNAQmrZE6LMpITTMZjNm0ymzyYRmNqHyNeunTvPOd3w79993H5BYG62ggyj7A+kOMENscWGGCRV0c+Vl7t1StmmdO0d8QWEWSzaCk1jub4SQMtKtBlWUy4EK8b6ia5xauKYybn6FmMSUhhe+8Db+wT/8GB/+yPeSpi2rBw9x6uRZDl97iCgt1hTBTClhrSW0MySXMSE/HJFyS0hDQhxQhRINt2FWRNkNsNZvE+J5mtqUaHincUIvxCltrS6MMRKaWYnMQ1NS5c2UGDNn1ieknCAFmumYOGt46tjn+bs/9IO86p5Xdtq7tRziuR+tUi4VnT0HKXVGLZIQEiKJnAM5RWIM+NAQnYNW5sLbH+w9m4OvYg0ywEuLI5FwzGYNKwNP2zZdLkVRLi0qxFcTIoz8gPXpBkeP3sJP/It/yQ/+0H/P4089xeHDh4htwDozF8PFueOcMzZFmjbivKMdzOZi20fDJVU9LPuNF4TYWdtZZHZfkQvC2EcrKSVySmSB0KfE24aUAzlEQjujaZrS0Y2nmU5IsSXMZrTTMT/8sY9x10tfgrGOczKPyp5l8cCs7NSuEFf+xk0bqLw/p/yR87P5ABjEzXA5YCWRrWfWBAiO6ay6NG9KUXagQnyVIZJZG64gxjIYDPixH/uf+PH/9V/y8f/8n7HWMnCD7naytatYpKwNzMXH2kbXRcuOqvKEELDWUlUV3g+w1swbuHrzj75eLCLkbanBkk4sqek0/9Lt69OSAikV16wQAzkmNsczhsOaE8eO8RV3383f+O7v4sYj1yE5FSsmjWH2DX3HfNsGrG1Aus9j22K8x9ktIe6D4SzPJqVsEFPjpcUKZGtoWog1zMYD3KV6Y4qygArxVYUh5YyzDsmZ0agmhMQHv+dv8Kp7Xsk/+cf/DFvviCa6HcJiIBnI1gKJILFEzMESurEg5xzW+HlE3I8LGWO6Eafd/Xy3asSpNOGIIedIjrH8TAkWUtfewvqp03zH29/O29/6LWSBNgS8hZAEnVLaJ5QVYSU7k1pCsMSue967CqzF2LIVrM+yGPPsUtPFe93gc8KSyMYzDcJK7ZhMDqnRtHJZ0K+sqwhjLJUrf3Jrus2+lWMWWt7wutfy5S+6nZ/56Z/ht37rtzh06FCZ4fQeY6BtW4y1+OFo3lTlvSfESEwJ61wR+WJWTQgRY7rZ3W6sBMDarSUT0LkGLzZqZSGEpksv5/mOZGstzXSMMYbbXvACvvsHvo/bX/BlTNvAqPYIFiOZUorWb869SpHREuHmvhs6Z3COnALeQGoy2TTFbtV2+663OVGfawhzbqt+f8ZijMXkSEbI1tM0kTwVQnOjrqpWLgsqxFcd29O2DkNyICRuvuEGvvfDH+JNb3oT/+gf/c88+eQTHDlyBIC6rksXaS6OWkKp5Tprka6GLMYQpVuy2KULnXPbvgOlTyEu0Bt49LW9lMFIIvVmDs7RziYMhkP+ygfex9e+/g1dQ09iWPn5d6qYc5vVlL1NGREWcghIjEiMCzXhEgmfb2tSj7mg9aop43tSPNOTdYyniVFlaJvZc/hOFOX8qBBfxRgyGek+BELKLSKeF91+Gz/5E/+CBz75AD//87/A5z73OQaDAfVgQJs74wRjSiTbzXXOY5lODJk3zuyo19ntCyJ2m/3MOVNVFdPxJrWvWB0NePc7/wpf8/rXMRoMkRTmtzPWd1uZtC68LxHpxu/AGgFJ2zMexl60Oe9iTlvFwKN8ppKpiW0kZEvuZvA1Pa1calSIr2rKSkGsIaUWaz0GgzWWlDOvuufVvPpVX8kf/OEf8Gu//uv8/gMPIM4zGAw6A4WM6zpYy766rleKTpsR8vwbrHwZ5q0sdRlV2dHxCrC5sUlV19x+22288evfyOtf+xpGw/KcIQQqW0ZWrC/rD+uq0mnhPYgp5pLnXNv/MEbmmRbvuvWcKQOZufqaHRYxZuExniGJjM2xZHaMIYdIFIuEWPZd60GecolRIb6q6Ocsty677qJzZVRDYD5qBJBT4pV3v4J7XvkVnDh5go//P7/Lr/36r3H69Gk2NjZYW1ub13eLxaDDmHL/sr5wa5NSzp0s9y5bzoI15JwYj8f4ynPjkSN845u/jvvuu49bbjlKTAnn7Py1lZrz1uuv667m/Zz+OymXC9v/5bq/aWgzxlpSOyFPTxPalmQcbae7vXDPNyaZ/OeMVoVkysyyFcFIIDczvPWcWj9FMJYK2db/pT0IynONCvFVzW5fKNsjlN4vOsbIkeuO8JY3v4lvffObODOZ8KlPfYqPf/zjPProo0wmE06fPk3lPW1bZoytLcLfj0I558g503S1t4MHD1LXNbfeeitvfOPXc/fdr+D6w2vlVfSLHro6dP9qS5ZQvwj3K1VVE0LAWUflLbUV0rY/9w67yj/vE3a9g8UD3eCyoRo4bG5ZGw3K2tBznlVRnltUiJUL0s/+9h3SuRthGlaer773Xl57770AxJxo25ZjTx/n+PGTnDh5guPHj3Pq1GmqynPw4EGuvfZaRqMhN990M7e98DZGdUXMgrf9YkZoUyqRSTd/rNHH1UXfHwBw88038+JpWihvcK5/JXDRIvGFMIZkwEo5vLNi2Fw/w8qw4sW3vwCLnLOvWFGea4w8251hyr5mt49Db3XZN2lNmhk5ZwaDQRFp52ljQHJmUNcs2gwWy0IzrwduXYbc1aiNMcSU8M5hcZiF1Ym7vSYV5/3Lou941dX+F9v9zjuF9Od5zoXHtkAS8N0TNc2Euh5tu71+/pTnGhVi5Vkh5B2Xd/v4PHNnI7Pw/wWL0YrvVcu5Kwq3f5YuXkzZ/Zr+2nPvb8sMOn2fQS4Hi9LnaACjVpfKpUVT08ol4JkLqdZ8lQtR9gFvifFun5U/36ent0TN0MXfZj6OZ//cj64ozwQVYuVZsVXN7dlpiWl5tj3MmupTzkcx61j8PD23nxUDC6FyEWMx3RVSxFg/ncqlRoVYeRY8kyqGRhHKc4ndblD+HH+0ttLV/blOjMsgM+zijqkozzVaI1aeJYsfF/2KUvYTO9vC9POtXB40IlaeJfrlpOxXtElQWQ76yVMURVGUJaJCrCiKoihLRIVYURRFUZaICrGiKIqiLBEVYkVRFEVZIirEiqIoirJEVIgVRVEUZYmoECuKoijKElEhVhRFUZQlokKsKIqiKEtEhVhRFEVRlogKsaIoiqIsERViRVEURVkiKsSKoiiKskRUiBVFURRliagQK4qiKMoSUSFWFEVRlCWiQqwoiqIoS0SFWFEURVGWiAqxoiiKoiwRFWJFURRFWSIqxIqiKIqyRFSIFUVRFGWJqBAriqIoyhJRIVYURVGUJaJCrCiKoihLRIVYURRFUZaICrGiKIqiLBEVYkVRFEVZIirEiqIoirJEVIgVRVEUZYmoECuKoijKElEhVhRFUZQlokKsKIqiKEtEhVhRFEVRlogKsaIoiqIsERViRVEURVkiKsSKoiiKskRUiBVFURRliagQK4qiKMoSUSFWFEVRlCWiQqwoiqIoS0SFWFEURVGWiAqxoiiKoiwRFWJFURRFWSIqxIqiKIqyRFSIFUVRFGWJqBAriqIoyhJRIVYURVGUJaJCrCiKoihLRIVYURRFUZaICrGiKIqiLBEVYkVRFEVZIirEiqIoirJEVIgVRVEUZYmoECuKoijKElEhVhRFUZQlokKsKIqiKEtEhVhRFEVRlogKsaIoiqIsERViRVEURVkiKsSKoiiKskRUiBVFURRliagQK4qiKMoSUSFWFEVRlCWiQqwoiqIoS0SFWFEURVGWiAqxoiiKoiwRFWJFURRFWSIqxIqiKIqyRFSIFUVRFGWJqBAriqIoyhL5/wFv75r8+JZ9dgAAAABJRU5ErkJggg==" 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x="922.01422" y="1225.6039" id="tspan124005">17 S Fairchild | FL 7</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1229.4879" id="tspan124007">Madison, WI 53703</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1233.3718" id="tspan124009">ryan@openingdesign.com | 773.425.6456</tspan></text></g><g id="g124015-4" ns2:label="LOGO - Venture" style="display:inline" transform="translate(-827.70428,-964.11073)"><text xml:space="preserve" style="font-style:normal;font-weight:normal;font-size:3.37153px;line-height:1.15;font-family:sans-serif;display:inline;fill:#2c5573;fill-opacity:1;stroke:none;stroke-width:0.264583" x="922.01422" y="1221.7198" id="text124011-9"><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1221.7198" id="tspan124003-7">GC: Venture Construction Group</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1225.6039" id="tspan124005-5">17500 W. Liberty Lane</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1229.4879" id="tspan124007-9">New Berlin, WI 53146</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;line-height:1.15;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="922.01422" y="1233.3718" id="tspan124009-3">Dave@vcginc.com | 262.439.8866</tspan></text><image width="36.211433" height="25.492847" preserveAspectRatio="none" 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Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="62.118366" y="531.0929" id="tspan124005-9">5352 King James Way</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="62.118366" y="535.31409" id="tspan124007-1">Fitchburg, WI 53719</tspan><tspan ns1:role="line" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.37153px;font-family:'Century Gothic';-inkscape-font-specification:'Century Gothic';text-align:center;text-anchor:middle;fill:#2c5573;fill-opacity:1;stroke-width:0.264583" x="62.118366" y="539.53522" id="tspan124009-1">eatforage.com</tspan></text><image width="28.146952" height="28.389597" preserveAspectRatio="none" 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+ * BlenderBIM Add-on - OpenBIM Blender Add-on
+ * Copyright (C) 2020, 2021 Dion Moult &lt;dion@thinkmoult.com&gt;
+ *
+ * This file is part of BlenderBIM Add-on.
+ *
+ * BlenderBIM Add-on is free software: you can redistribute it and/or modify
+ * it under the terms of the GNU General Public License as published by
+ * the Free Software Foundation, either version 3 of the License, or
+ * (at your option) any later version.
+ *
+ * BlenderBIM Add-on is distributed in the hope that it will be useful,
+ * but WITHOUT ANY WARRANTY; without even the implied warranty of
+ * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
+ * GNU General Public License for more details.
+ *
+ * You should have received a copy of the GNU General Public License
+ * along with BlenderBIM Add-on.  If not, see &lt;http://www.gnu.org/licenses/&gt;.
+ */
+
+*.d3004312 { stroke-linecap: round; stroke-linejoin: round; }
+text.d3004312, tspan.d3004312 { /* 2.5mm */ fill: #2C5573; stroke: none; font-family: 'Century Gothic', 'OpenGost Type B TT', 'DejaVu Sans Condensed', 'Liberation Sans', 'Arial Narrow', 'Arial'; font-size: 3px; }
+.cut.d3004312 { fill: hwb(0 25% 75%); stroke: black; stroke-linecap: 'round'; stroke-width: 0.35; fill-rule: evenodd; }
+
+ 
+.surface.d3004312 {fill: white; stroke-width: 0.1;}
+ 
+.projection.d3004312 { fill: white; stroke: rgb(70, 70, 70); stroke-linecap: 'round'; stroke-width: 0.15; }
+.annotation.d3004312 { fill: none; stroke: #2C5573; stroke-linecap: 'round'; stroke-width: 0.25; }
+.IfcAnnotation.d3004312 { fill: none; stroke: #2C5573; stroke-linecap: 'round'; stroke-width: 0.25; }
+.IfcGeographicElement.d3004312 { fill: none; stroke: rgb(150, 150, 150); stroke-linecap: 'round'; stroke-dasharray: 1, 2;}
+.PredefinedType-LINEWORK.d3004312 { stroke: #2C5573; stroke-width: 0.25; }
+.PredefinedType-BACKGROUND.d3004312 { stroke: black; stroke-width: 0.18; }
+.PredefinedType-GRID.d3004312 { marker-start: url(#d3004312-grid-marker); marker-end: url(#d3004312-grid-marker); }
+.PredefinedType-SECTION.d3004312 { stroke-dasharray: 12.5, 3, 3, 3; }
+.PredefinedType-SECTIONLEVEL.d3004312 { marker-start: url(#d3004312-section-level-marker); stroke-dasharray: 12.5, 3, 3, 3; }
+.PredefinedType-PLANLEVEL.d3004312 { marker-end: url(#d3004312-plan-level-marker); }
+.PredefinedType-DIMENSION.d3004312 { marker-start: url(#d3004312-dimension-marker-start); marker-end: url(#d3004312-dimension-marker-end); }
+.PredefinedType-ANGLE.d3004312 { marker-start: url(#d3004312-angle-marker-start); marker-end: url(#d3004312-angle-marker-end); }
+.PredefinedType-RADIUS.d3004312 { marker-end: url(#d3004312-fall-marker-end); }
+.PredefinedType-FALL.d3004312 { marker-end: url(#d3004312-radius-marker-end); }
+.PredefinedType-SLOPEANGLE.d3004312 { marker-end: url(#d3004312-radius-marker-end); }
+.PredefinedType-SLOPEPERCENT.d3004312 { marker-end: url(#d3004312-radius-marker-end); }
+.PredefinedType-SLOPEFRACTION.d3004312 { marker-end: url(#d3004312-radius-marker-end); }
+.PredefinedType-DIAMETER.d3004312 { marker-start: url(#d3004312-diameter-marker-start); marker-end: url(#d3004312-diameter-marker-end); }
+.PredefinedType-HIDDENLINE.d3004312 { stroke-dasharray: 1, .75; }
+.PredefinedType-STAIRARROW.d3004312 { marker-start: url(#d3004312-stair-marker-start); marker-end: url(#d3004312-stair-marker-end); }
+.PredefinedType-BOUNDARY.d3004312 { fill: none; stroke: red; stroke-width: 1; stroke-dasharray: 12, 4, 3, 4, 3, 4; }
+.PredefinedType-WIDEREDDASHED.d3004312 { fill: none; stroke: red; stroke-width: 2; stroke-dasharray: 4, 4; }
+.PredefinedType-SEALANT.d3004312 { fill: url(#d3004312-crosshatch1); stroke-width: 0.25; }
+.PredefinedType-FILLAREA.d3004312 { fill: white; stroke: black; }
+.PredefinedType-EXISTING.d3004312 { fill: #2C5573; fill-opacity: .4 }
+ 
+ 
+ 
+ 
+ 
+.PredefinedType-BREAKLINE.d3004312 { fill: none; stroke: #2C5573; stroke-width: 0.25; marker-mid: url(#d3004312-breakline-marker); }
+.PredefinedType-TEXT.d3004312 { fill: #2C5573; stroke: none; }
+.predefinedtype-PROVISIONFORSPACE.d3004312 { stroke-dasharray: 1, .75; }
+path.PredefinedType-TEXTLEADER.d3004312 { marker-end: url(#d3004312-leader-marker); }
+text.PredefinedType-TEXTLEADER.d3004312, tspan.PredefinedType-TEXTLEADER.d3004312 { fill: #2C5573; stroke: none; }
+text.title.d3004312, tspan.title.d3004312 { /* 7mm */ font-size: 11.55px; }
+text.header.d3004312, tspan.header.d3004312 { /* 5mm */ font-size: 8.25px; }
+text.large.d3004312, tspan.large.d3004312 { /* 3.5mm */ font-size: 5.78px; }
+text.regular.d3004312, tspan.regular.d3004312 { /* 2.5mm */ font-size: 4.13px; }
+text.small.d3004312, tspan.small.d3004312 { /* 1.8mm */ font-size: 2.97px; }
+text.GRID.d3004312, tspan.GRID.d3004312 { /* 5mm */ font-size: 8.25px; }
+.material-blank.d3004312 { fill: white; }
+.cut.material-poche.d3004312 { fill: rgb(199, 199, 199); }
+.material-diagonal1.d3004312 { fill: url(#d3004312-diagonal1); }
+.material-diagonal2.d3004312 { fill: url(#d3004312-diagonal2); }
+.material-diagonal3.d3004312 { fill: url(#d3004312-diagonal3); }
+.material-crosshatch1.d3004312 { fill: url(#d3004312-crosshatch1); }
+.material-crosshatch2.d3004312 { fill: url(#d3004312-crosshatch2); }
+.material-crosshatch3.d3004312 { fill: url(#d3004312-crosshatch3); }
+.material-brick.d3004312 { fill: url(#d3004312-brick); }
+.material-earth.d3004312 { fill: url(#d3004312-earth); }
+.material-glass.d3004312 { fill: url(#d3004312-glass); }
+.material-liquid.d3004312 { fill: url(#d3004312-liquid); }
+.material-grass.d3004312 { fill: url(#d3004312-grass); }
+.material-honeycomb.d3004312 { fill: url(#d3004312-honeycomb); }
+.material-sand.d3004312 { fill: url(#d3004312-sand); }
+.material-concrete.d3004312 { fill: url(#d3004312-concrete); stroke-width: 0.5; }
+.material-wood.d3004312 { fill: url(#d3004312-wood); stroke: black; stroke-width: 0.5; }
+.IfcSpace.d3004312 { fill: none; stroke: none; }
+ 
+ 
+.material-BrickElevation.d3004312 { fill: url(#d3004312-BrickElevation); }
+ 
+ 
+ 
+.PredefinedType-STUD.d3004312 { stroke: black; stroke-width: 1; }
+.PredefinedType-WOOD.d3004312 { fill: url(#d3004312-wood); stroke: black; stroke-width: 0.5; }
+.PredefinedType-STEEL.d3004312 { fill: url(#d3004312-steel); stroke: black; stroke-width: 0.5; }
+.PredefinedType-CONCRETE.d3004312 { fill: url(#d3004312-concrete); stroke: black; stroke-width: 0.5; }
+.PredefinedType-PLASTERBOARD.d3004312 { fill: url(#d3004312-sand); stroke: black; stroke-width: 0.25; }
+ 
+ 
+[class*="PsetCommonStatus-NEW"].d3004312 { fill: rgb(199, 199, 199); }
+.cut.EPsetStatusStatus-EXISTING.d3004312 { fill: #5D6E7F; stroke: #2C5573; }
+ 
+ 
+ 
+ 
+/* [class*="surface"][class*="PsetCommonStatus-EXISTING"].d3004312 { fill: #c2ceda; stroke: #2C5573; stroke-width: 0.05px;} */
+.EPsetStatusStatus-EXISTINGDEMOLISH.cut.d3004312, .ODOptionsODOption1-D.d3004312, .ODOptionsODOption2-D.d3004312 { fill: url(#d3004312-demolish); stroke: red; stroke-dasharray: 2, 3; stroke-width: 0.75; }
+
+.EPsetStatusStatus-EXISTINGDEMOLISH.surface.d3004312, .EPsetStatusStatus-EXISTINGDEMOLISH.projection.d3004312 { fill: url(#d3004312-demolish); stroke: rgb(255, 0, 0); stroke-dasharray: 1, 2; stroke-width: .75; }
+
+
+
+/* [class*="surface"][class*="EPsetStatusStatus-EXISTING"].d3004312 {fill: white;} */
+ 
+ 
+
+[class*="IfcDoor"][class*="EPsetStatusStatus-EXISTING"].d3004312 {fill: none;}
+[class*="IfcDoor"][class*="EPsetStatusStatus-NEW"].d3004312 {fill: none;}
+.cut.IfcElectricAppliance.d3004312 {fill: none;}
+
+
+[class*="PsetCommon-FireRating2HR"].d3004312 { fill: url(#d3004312-2HR); }
+ 
+ 
+ 
+ 
+.matsCategory-steel.d3004312 { fill: url(#d3004312-steel)}
+.matsCategory-sand.d3004312, .materialCategory-sand.d3004312 { fill: url(#d3004312-sand); }
+.matsCategory-concrete.d3004312 { fill: url(#d3004312-concrete); stroke-width: 0.5;}
+.matsCategory-sealant.d3004312 { fill: rgb(199, 199, 199);}
+.matsCategory-InsulationBattVert.d3004312 { fill: url(#d3004312-InsulationBattVert);stroke-width: 0.2; }
+.matsCategory-InsulationBattHorz.d3004312 { fill: url(#d3004312-InsulationBattHorz);stroke-width: 0.2; }
+.matsCategory-wood1.d3004312 { fill: url(#d3004312-wood); stroke: black; stroke-width: 0.0; }
+.matsCategory-wood2.d3004312 { fill: url(#d3004312-wood); stroke: red; stroke-width: 0.5; }
+.matsCategory-WoodBeyond.d3004312 { fill: rgb(239 233 223); }
+.matsCategory-poche.d3004312 { fill: rgb(199, 199, 199); }
+.matsCategory-PlywoodHorz.d3004312 { fill: url(#d3004312-PlywoodHorz); }
+.matsCategory-PlywoodVert.d3004312 { fill: url(#d3004312-PlywoodVert); }
+ 
+.matsCategory-FlooringWood.d3004312 { fill: url(#d3004312-FlooringWood); }
+
+.matsCategory-Sand.d3004312 { fill: url(#d3004312-sand); }
+
+
+
+
+.surface.material-existing.d3004312 { fill: #c2ceda; stroke: #2C5573; stroke-width: 0.05px;}
+.surface.matsCategory-poche.d3004312 { fill: rgb(240, 240, 240); }
+.surface.material-FloorLayerSetName.d3004312 {fill: white; stroke-width: 0.1;}
+/* .surface.material-FloorLayerSetName.d3004312 { fill: url(#d3004312-Square_1ft_at48scale); } */
+.surface.material-HorzLines6in48scale.d3004312 { fill: url(#d3004312-HorzLines6in48scale); }
+.surface.material-VertLines6in48scale.d3004312 { fill: url(#d3004312-VertLines6in48scale); }
+.surface.material-HorzLines6in96scale.d3004312 { fill: url(#d3004312-HorzLines6in96scale); }
+.surface.material-DiagonalLines6in48scale.d3004312 { fill: url(#d3004312-DiagonalLines6in48scale); }
+ 
+ 
+.matsName-CURVEDCEILING.d3004312 { fill: hwb(0 80% 20%); }
+ 
+ 
+.surface.material-concrete.d3004312 { fill: url(#d3004312-concrete); stroke-width: 0.5; }
+ 
+.material-5Fill.d3004312 { fill: hwb(0 100% 0%); }
+.material-5Fill.d3004312 { fill: hwb(0 95% 5%); }
+.material-10Fill.d3004312 { fill: hwb(0 90% 10%); }
+.material-10Fill.d3004312 { fill: hwb(0 85% 15%); }
+.material-20Fill.d3004312 { fill: hwb(0 80% 20%); }
+.material-30Fill.d3004312 { fill: hwb(0 70% 30%); }
+.material-40Fill.d3004312 { fill: hwb(0 70% 40%); }
+.material-50Fill.d3004312 { fill: hwb(0 50% 50%); }
+.material-60Fill.d3004312 { fill: hwb(0 40% 60%); }
+.material-70Fill.d3004312 { fill: hwb(0 30% 70%); }
+.material-80Fill.d3004312 { fill: hwb(0 20% 80%); }
+.material-90Fill.d3004312 { fill: hwb(0 10% 90%); }
+.material-100Fill.d3004312 { fill: hwb(0 0% 100%); }
+
+ 
+.material-grass.d3004312 { fill: hwb(137 83% 15%); }
+ 
+ 
+.predefinedtype-PROPERTYLINE.d3004312 { stroke-dasharray: 1, .1, 1; }
+.predefinedtype-PROPERTYLINE.projection.d3004312 {display: none;}
+ 
+
+.PredefinedType-DASHED.d3004312 { stroke-dasharray: 1, .75; }
+.PredefinedType-WIDE.d3004312 {  stroke-width: 1;}
+.PredefinedType-HATCH.d3004312 {  stroke-width: .1;}
+ 
+.PredefinedType-CENTERLINE.d3004312 { stroke-dasharray: 1, .1, 1; }
+
+
+
+.matsName0-T1.d3004312 { fill: url(#d3004312-FKTILE); }
+
+
+.IfcElectricAppliance.d3004312, .IfcFurniture.d3004312 { fill: white; }
+
+
+[data-type="schedule"].d3004312 {
+    { fill: none; stroke: #2C5573; stroke-linecap: 'round'; stroke-width: 0.25; }
+}
+
+
+
+ /* 
+
+
+
+
+MetaData: /Pset_.*Common/, predefined_type, EPset_Status.Status, mats.Name, mats.Category
+Exclude: IfcSpace + IfcVirtualElement + IfcGeographicElement + IfcElement, "EPset_Status"."Status"="DEMOLISH"
+JoinCriteria: /Pset_.*Common/.Status, type, EPset_Status.Status
+
+``round(,0.1)`` SF
+
+round(, )
+
+
+round(, 0.1)
+
+
+
+1'-1" = 1.083
+1'-2" = 1.166
+1'-3" = 1.25 
+1'-4" = 1.333
+1'-5" = 1.416
+1'-6" = 1.5 
+1'-7" = 1.583
+1'-8" = 1.666
+1'-9" = 1.75 
+1'-10" = 1.833
+1'-11" = 1.916
+
+
+
+
+
+
+
+
+
+
+
+*/</style><marker id="d3004312-eng-dimension-marker-start" markerHeight="14" markerWidth="11" orient="auto" refX="1" refY="7">
+        <g>
+            <path d="M 11 3.5 L 11 10.5 L 1 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 1 0 L 1 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-eng-dimension-marker-end" markerHeight="14" markerWidth="11" orient="auto" refX="10" refY="7">
+        <g>
+            <path d="M 0 3.5 L 0 10.5 L 10 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 10 0 L 10 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-radius-marker-end" markerHeight="14" markerWidth="11" orient="auto" refX="10" refY="7">
+        <g>
+            <path d="M 0 3.5 L 0 10.5 L 10 7" class="annotation d3004312" style="fill:#2C5573;" />
+        </g>
+    </marker>
+    
+    <marker id="d3004312-fall-marker-end" markerHeight="14" markerWidth="11" orient="auto" refX="10" refY="7">
+        <g>
+            <path d="M 0 3.5 L 0 10.5 L 10 7" class="annotation d3004312" style="fill:#2C5573;" />
+        </g>
+    </marker>
+    <marker id="d3004312-angle-marker-start" markerHeight="14" markerWidth="11" orient="auto" refX="1" refY="7">
+        <g>
+            <path d="M 11 3.5 L 11 10.5 L 1 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 1 0 L 1 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-angle-marker-end" markerHeight="14" markerWidth="11" orient="auto" refX="10" refY="7">
+        <g>
+            <path d="M 0 3.5 L 0 10.5 L 10 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 10 0 L 10 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-diameter-marker-start" markerHeight="14" markerWidth="11" orient="auto" refX="1" refY="7">
+        <g>
+            <path d="M 11 3.5 L 11 10.5 L 1 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 1 0 L 1 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-diameter-marker-end" markerHeight="14" markerWidth="11" orient="auto" refX="10" refY="7">
+        <g>
+            <path d="M 0 3.5 L 0 10.5 L 10 7" class="annotation d3004312" style="fill:#2C5573;" />
+            <path d="M 10 0 L 10 14" class="annotation d3004312" style="stroke-width:1;" />
+        </g>
+    </marker>
+    <marker id="d3004312-dimension-marker-start" markerHeight="30" markerWidth="20" refX="10" refY="15" orient="auto">
+        <g>
+            <path d="M 0 15 L 20 15" class="annotation d3004312" style="stroke-width:1; stroke:#2C5573;" />
+            <path d="M 10 0 L 10 30" class="annotation d3004312" style="stroke-width:1; stroke:#2C5573;" />
+            <path d="M 5 20 L 15 10" class="annotation d3004312" style="stroke-width:3; stroke:#2C5573;" />
+        </g>
+    </marker>
+    <marker id="d3004312-dimension-marker-end" markerHeight="30" markerWidth="20" refX="10" refY="15" orient="auto">
+        <g>
+            <path d="M 0 15 L 20 15" class="annotation d3004312" style="stroke-width:1; stroke:#2C5573;" />
+            <path d="M 10 0 L 10 30" class="annotation d3004312" style="stroke-width:1; stroke:#2C5573;" />
+            <path d="M 5 20 L 15 10" class="annotation d3004312" style="stroke-width:3; stroke:#2C5573;" />
+        </g>
+    </marker>
+    <marker id="d3004312-grid-marker" markerHeight="40" markerWidth="40" orient="auto" refX="20" refY="20">
+        <circle cx="20" cy="20" fill="white" stroke="#2C5573" r="17" style="stroke-width: 2" />
+    </marker>
+    <marker id="d3004312-leader-marker" markerHeight="7" markerWidth="10" orient="auto" refX="10" refY="3.5">
+        <path d="M 0 0 L 0 7 L 10 3.5" class="annotation d3004312" style="fill:#2C5573;" />
+    </marker>
+    <marker id="d3004312-stair-marker-start" markerHeight="10" markerWidth="10" orient="auto" refX="5" refY="5">
+        <circle cx="5" cy="5" fill="#2C5573" stroke="none" r="5" />
+    </marker>
+    <marker id="d3004312-stair-marker-end" markerHeight="42" markerWidth="21" orient="auto" refX="21" refY="21">
+        <path d="M 0 0 L 21 21 L 0 42" class="annotation stair d3004312" style="stroke-width:2; marker-start: none; marker-end: none;" />
+    </marker>
+    <marker id="d3004312-plan-level-marker" markerHeight="30" markerWidth="30" refX="15" refY="15">
+        <g>
+            <path d="M 15 0 L 15 30" class="annotation d3004312" style="stroke-width:1;" />
+            <path d="M 0 15 L 30 15" class="annotation d3004312" style="stroke-width:1;" />
+            <circle cx="15" cy="15" fill="white" stroke="#2C5573" r="7.5" style="stroke-width: 1" />
+            <path d="M 15 15 L 7.5 15 A 7.5 7.5 0 0 1 15 7.5 Z" fill="#2C5573" />
+            <path d="M 15 15 L 22.5 15 A 7.5 7.5 0 0 1 15 22.5 Z" fill="#2C5573" />
+        </g>
+    </marker>
+    <marker id="d3004312-section-level-marker" markerHeight="11" markerWidth="90" refX="20" refY="10">
+        <g>
+            <path d="M 0 1 L 20 1 L 10 11 Z" fill="#2C5573" />
+            <path d="M 0 1 L 90 1" class="annotation d3004312" style="stroke-width:1;  stroke:#2C5573;" />
+        </g>
+    </marker>
+    <marker id="d3004312-breakline-marker" markerHeight="20" markerWidth="15" refX="7.5" refY="10" orient="auto">
+        <g>
+            <path d="M 0 10 L 5 20 L 7.5 10" class="annotation d3004312" style="stroke-width:1; fill: white;" />
+            <path d="M 7.5 10 L 10 0 L 15 10" class="annotation d3004312" style="stroke-width:1; fill: white;" />
+        </g>
+    </marker>
+    <filter x="0" y="0" width="1" height="1" id="d3004312-fill-background">
+      <feFlood flood-color="white" result="bg" />
+      <feMerge>
+        <feMergeNode in="bg" />
+        <feMergeNode in="SourceGraphic" />
+      </feMerge>
+    </filter>
+
+<ns1:namedview id="d3004312-namedview30" pagecolor="#505050" bordercolor="#ffffff" borderopacity="1" ns2:showpageshadow="0" ns2:pageopacity="0" ns2:pagecheckerboard="1" ns2:deskcolor="#505050" showgrid="false" ns2:zoom="45.254834" ns2:cx="-2.3091456" ns2:cy="-0.12153398" ns2:window-width="1920" ns2:window-height="1017" ns2:window-x="1912" ns2:window-y="-8" ns2:window-maximized="1" ns2:current-layer="space-tag" />
+  <defs id="d3004312-defs34" />
+  <g id="d3004312-rectangle-tag" style="display:inline">
+    <rect x="-6" y="-2.5" width="12" height="5" fill="#ffffff" stroke="#2c5573" style="stroke-width:0.25" id="d3004312-rect2" />
+  </g>
+  <g id="d3004312-door-tag" style="display:inline" transform="translate(0.30991735,0.3507727)">
+    <path style="fill:#ffffff;fill-opacity:1;stroke:#2c5472;stroke-width:0.25;stroke-linecap:butt;stroke-linejoin:miter;stroke-dasharray:none;stroke-opacity:1" d="m -5.2119702,-2.3418607 h 9.7772297 c 0,0 1.975802,0 1.975802,1.99108889 0,1.99108711 -1.975802,1.99108711 -1.975802,1.99108711 h -9.7772297 c 0,0 -1.948926,0 -1.948926,-1.99108711 0,-1.99108889 1.948926,-1.99108889 1.948926,-1.99108889 z" id="d3004312-path9771" ns1:nodetypes="ccsccsc" />
+    <text y="0" text-anchor="middle" dominant-baseline="middle" data-type="text-template" id="d3004312-text11" />
+    <text y="-4" text-anchor="middle" dominant-baseline="middle" data-type="text-template" id="d3004312-text1" />
+  </g>
+  <g id="d3004312-space-tag" style="display:inline">
+    <text y="-5" class="large d3004312" text-anchor="middle" dominant-baseline="middle" data-type="text-template" id="d3004312-text8" />
+    <rect x="-6" y="-2.5" width="12" height="5" fill="#ffffff" stroke="#2c5573" style="stroke-width:0.25" id="d3004312-rect10" />
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