tag:blogger.com,1999:blog-70371997539596338432024-03-21T14:45:26.405-07:00KingdoMathematicsWahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.comBlogger7125tag:blogger.com,1999:blog-7037199753959633843.post-33870428246134803942013-05-26T21:20:00.002-07:002013-06-12T19:35:42.961-07:00MEMANFAATKAN INTERNET UNTUK BELAJAR LUAS SEGITIGA<!--[if gte mso 9]><xml>
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</xml><![endif]-->Disini saya postingkan mengenai pembelajaran
berbasis web. Seperti yang kita ketahui, pemanfaatan internet sebagai sumber
belajar menjadi sesuatu yang penting dengan seiring perkembangan IPTEK yang
semakin maju sekarang. Oleh karena itu, para pendidik dapat memanfaatkan
internet sebagai sarana untuk proses belajar mengajar bagi peserta didik
termasuk dalam pembelajaran matematika.<span style="mso-ansi-language: IN;"> </span><br />
<br />
<span style="mso-ansi-language: IN;">Berikut ini adalah
contoh Rencana Pelaksanaan Pembelajaran (RPP) matematika sub-bab Bangun Datar
di kelas VII SMP semester 2.</span><br />
<br />
<span style="mso-ansi-language: IN;">Semoga bermanfaat </span><span style="font-family: Wingdings; mso-ansi-language: IN; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">:)</span></span><br />
<br />
<b>A. Standar Kompetensi</b><br />
<div style="margin-left: 14.2pt;">
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font-family:"Times New Roman";
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<![endif]--><span lang="DE" style="mso-ansi-language: DE; mso-bidi-font-weight: bold;">Memahami konsep segi empat dan segitiga serta
menentukan ukurannya.</span>
</div>
<br />
<b>B. Kompetensi Dasar</b><br />
<div style="margin-left: 14.2pt;">
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<style>
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mso-tstyle-rowband-size:0;
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mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
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<![endif]--><span lang="IN">Menghitung keliling dan luas bangun
segitiga dan segi empat serta <span style="mso-bidi-font-weight: bold;">menggunakannya</span>
dalam pemecahan masalah.</span>
<span style="font-size: 11.0pt;"></span></div>
<br />
<b>C. Indikator Pembelajaran</b><br />
<ol start="1" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="EN-GB">Menghitung
</span><span style="mso-ansi-language: IN;">luas segitiga</span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="EN-GB">Menyelesaikan
masalah matematika dalam kehidupan sehari-hari berkaitan dengan </span><span style="mso-ansi-language: IN;">luas segitiga</span></li>
</ol>
<b>D. Tujuan Pembelajaran</b><br />
<ol start="1" type="1">
<li class="MsoNormal" style="mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="EN-GB">Siswa
dapat menghitung </span><span style="mso-ansi-language: IN;">Luas segitiga</span></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="EN-GB">Siswa
dapat menyelesaikan masalah matematika dalam kehidupan sehari-hari
berkaitan dengan </span><span style="mso-ansi-language: IN;">luas segitiga</span></li>
</ol>
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<b><span lang="EN-GB">E. Metode Pembelajaran</span></b></div>
Kooperatif menggunakan internet<br />
<br />
<b>F. Kegiatan Pembelajaran</b><br />
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</b><br />
<div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"></span></span><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span><b><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span><span style="font-weight: normal;">Kegiatan pembelajaran dapat diawali dengan memanfaatkan
<a href="http://www.youtube.com/watch?v=Ab5m6Hb8n8I">video youtube</a> yang
berkaitan dengan luas segitiga.</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzEALLvW8mRKd5FvCIxZlWDEbiX_ftyMcMLtAYfbeZ6B2L6_Iw8MyVa5EQ4ZKyxogoV0XhTKpKpiK_Dxvt4yA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<br /></div>
<b><span style="font-weight: normal;">
</span></b><br />
<div style="margin-left: 14.2pt;">
<b><span style="font-weight: normal;">Dengan video yang berdurasi kurang lebih 2 menit
tersebut, memberikan ilustrasi secara nyata kepada siswa bagaimana mencari luas
suatu bangun segitiga.</span></b></div>
<b>
<span style="font-weight: normal;">
</span></b><br />
<div style="margin-left: 14.2pt; text-indent: -14.2pt;">
<b><br /></b></div>
<b>
</b><b>
</b><b></b><br />
<div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<b><span style="mso-list: Ignore;"><span style="font-weight: normal;">2.</span><span style="font: 7.0pt "Times New Roman";">
</span></span><span style="font-weight: normal;">Setelah video selesai ditayangkan, guru meminta siswa
membentuk kelompok kecil untuk berdiskusi menjelaskan informasi apa saja yang
mereka dapatkan setelah menonton video tersebut. </span></b></div>
<b>
</b><b>
</b><br />
<div style="margin-left: 14.2pt;">
<b><br /></b></div>
<b>
</b><b></b>
<br />
<div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<b><span style="mso-list: Ignore;"><span style="font-weight: normal;">3.</span><span style="font: 7.0pt "Times New Roman";">
</span></span><b><span style="font-weight: normal;">Kemudian siswa mempresentasikan atau <span lang="EN-US" style="mso-ansi-language: EN-US;">mengkomunikasikan secara lisan mengenai </span>apa
yang mereka peroleh dari video yang mereka tonton tersebut seperti bagaimana <span lang="EN-US" style="mso-ansi-language: EN-US;">cara menemukan </span>rumus luas
segitiga<span lang="EN-US" style="mso-ansi-language: EN-US;">, bagaimana menghitung
</span>luas suatu bangun segitiga<span lang="EN-US" style="mso-ansi-language: EN-US;">, </span>dan lain sebagainya. </span></b></b></div>
<b>
<b><span style="font-weight: normal;">
</span></b></b><br />
<div style="margin-left: 14.2pt; text-indent: -14.2pt;">
<b><br /></b></div>
<b>
</b><b>
</b><b></b><br />
<div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<b><span style="mso-list: Ignore;"><span style="font-weight: normal;">4.</span><span style="font: 7.0pt "Times New Roman";">
</span></span><span style="font-weight: normal;">Setelah siswa menjelaskan inti dari video tersebut,
guru memberikan penjelasan tambahan menggunakan buku atau sumber belajar lain <a href="http://id.scribd.com/doc/147486567/MASUKKAN-KE-MATERI-PENGAYAAN-MATEMATIKA-pdf">disini
</a>agar siswa lebih memahami mengenai luas segitiga, dan siswa diberi
kesempatan untuk bertanya jawab jika masih ada yang belum dimengerti mengenai
materi luas segitiga tersebut.</span></b></div>
<b>
</b><b>
<div style="margin-left: 14.2pt; text-indent: -14.2pt;">
<br /></div>
</b><b><div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<span style="mso-list: Ignore;"><b><span style="font-weight: normal;">5.</span></b><span style="font: 7.0pt "Times New Roman";">
</span></span><b><span style="font-weight: normal;">Jika siswa sudah mengerti dan memahami tentang materi
luas segitiga ini, guru mengajak siswa bermain kuis online <a href="http://www.mrmaisonet.com/index.php?/Area-Quizzes/Area-Of-A-Triangle.html">disini</a>.</span></b></div>
</b><b>
<div style="margin-left: 14.2pt; text-indent: -14.2pt;">
<br /></div>
</b><b><div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<span style="mso-list: Ignore;"><b><span style="font-weight: normal;">6.</span></b><span style="font: 7.0pt "Times New Roman";">
</span></span><span style="font-weight: normal;">Buku atau sumber belajar matematika untuk
mempelajari Materi Luas Segitiga bisa di download <a href="http://www.google.co.id/url?sa=t&rct=j&q=&esrc=s&source=web&cd=3&cad=rja&ved=0CDMQFjAC&url=http%3A%2F%2Fgurupintar.ut.ac.id%2Fpembelajaran%2Fdoc_download%2F116-luas-segitiga.html&ei=X9SiUYn9EY2rrAeYxIHwCw&usg=AFQjCNFk_6Zwa7JM1FiRzaDw1r0BFWAECg&sig2=CHd82gcREKjopKliDi0fOw&bvm=bv.47008514,d.bmk">disini</a>.</span></div>
</b><b>
<div style="margin-left: 14.2pt; text-indent: -14.2pt;">
<br /></div>
</b><b><div style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<span style="mso-list: Ignore;"><b><span style="font-weight: normal;">7.</span></b><span style="font: 7.0pt "Times New Roman";">
</span></span><span style="font-weight: normal;">Setelah mempelajari materi Luas Segitiga ini, siswa
bisa mengasah kemampuannya dengan bermain kuis online lainnya mengenai materi
tersebut. Berikut ini adalah daftar situs yang dapat memperkaya pemahaman siswa
mengenai luas segitiga<b> :</b></span><span lang="EN-GB"><span style="font-weight: normal;"> </span></span></div>
</b><br />
<ul>
<li><span style="font-weight: normal;"><b><span style="font-weight: normal;"><a href="http://www.transum.org/software/SW/Starter_of_the_day/Students/Area_of_a_Triangle/Quiz.asp">http://www.transum.org/software/SW/Starter_of_the_day/Students/Area_of_a_Triangle/Quiz.asp</a></span></b></span><span style="font-weight: normal;"><b><b><span style="font-weight: normal;"> </span></b></b></span></li>
<li><span style="font-weight: normal;"><b><b><span style="font-weight: normal;"><a href="http://www.thatquiz.org/tq-A/math/triangle/">http://www.thatquiz.org/tq-A/math/triangle/</a></span></b></b></span></li>
<li><span style="font-weight: normal;"><b><span style="font-weight: normal;"><a href="http://www.ixl.com/math/grade-5/area-of-triangles">http://www.ixl.com/math/grade-5/area-of-triangles</a></span></b></span><span style="font-weight: normal;"><b>
</b></span>
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</ul>
<b>G. Media dan Sumber Belajar</b><br />
<ol>
<li>Komputer dan internet.</li>
<li>Sumber belajar lainnya dapat ditelusuri melalui search engine di internet.</li>
</ol>
Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0tag:blogger.com,1999:blog-7037199753959633843.post-70160807764291676412013-05-16T06:18:00.000-07:002013-05-16T23:56:16.689-07:00 Media Pembelajaran GeoGebra<br />
GeoGebra adalah Media yang bisa digunakan dalam pembelajaran matematika.<br />
<br />
Beberapa pemanfaatan program GeoGebra dalam pembelajaran matematika adalah sebagai berikut :<br />
1. Dapat menghasilkan lukisan-lukisan geometri dengan cepat dan teliti dibandingkan dengan menggunakan pensil, penggaris, atau jangka.<br />
2. Adanya fasilitas animasi dan gerakan-gerakan manipulasi (dragging) pada program GeoGebra dapat memberikan pengalaman visual yang lebih jelas kepada siswa dalam memahami konsep geometri.<br />
3. Dapat dimanfaatkan sebagai balikan/evaluasi untuk memastikan bahwa lukisan yang telah dibuat benar.<br />
4. Mempermudah guru/siswa untuk menyelidiki atau menunjukkan sifatsifat yang berlaku pada suatu objek geometri.<br />
<br />
Contoh Aplikasi Program GeoGebra<br />
<br />
Beberapa pemanfaatan program GeoGebra,yakni untuk mengeksplorasi parabola, grafik fungsi sinus, mengilustrasikan penyelesaian masalah, karakteristik dua lingkaran yang berpotongan, dan pengenalan konsep integral.
Program GeoGebra dapat dimanfaatkan sebagai media pembelajaran matematika. Dengan beragam fasilitasnya, GeoGebra dapat dimanfaatkan sebagai media pembelajaran matematika untuk mendemonstrasikan atau memvisualisasikan konsep-konsep matematis serta sebagai alat bantu untuk mengkonstruksi konsep-konsep matematis.<br />
<br />
sumber :<br />
<a href="http://murniiatiinii.wordpress.com/2012/09/30/pemanfaatan-geogebra-dalam-pembelajaran-matematika/">http://murniiatiinii.wordpress.com/2012/09/30/pemanfaatan-geogebra-dalam-pembelajaran-matematika/</a><br />
<br />
pada blog saya ini, saya sediakan program GeoGebra agar pembaca lebih mengerti dan memahami kegunaan dan pemakaiannya.<br />
<br />
Semoga bermanfaat :)<br />
<br />
<table border="0" width="400"> <tr><td> <h2>Geogebra</h2> <p> </p> <script type="text/javascript" language="javascript" src=" http://www.geogebra.org/web/4.2/web/web.nocache.js"></script><article class="geogebraweb" data-param-width="400" data-param-height="562" data-param-showResetIcon="true" data-param-enableLabelDrags="true" data-param-showMenuBar="true" data-param-showToolBar="true" data-param-showAlgebraInput="true" enableLabelDrags="true" data-param-ggbbase64="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"></article> <p> </p> <p><span style="font-size:small">Wahyunnisa, 17 May 2013, Created with <a href="http://www.geogebra.org/" target="_blank" >GeoGebra</a></span></p> </td></tr> </table>Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0tag:blogger.com,1999:blog-7037199753959633843.post-663848499080702432013-04-25T08:37:00.002-07:002013-05-12T01:13:19.738-07:00Bangun Datar (Jajargenjang Dan Belah Ketupat)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Berikut pembuktian rumus belah ketupat dan jajargenjang.<br />
Serta pengertian dan sifat-sifatnya yang tertera dalam bentuk slide, semoga bermanfaat :)<br />
<br />
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</o:shapelayout></xml><![endif]--><span style="mso-ansi-language: IN;"></span><b><u><span style="mso-ansi-language: IN;">A. PEMBUKTIAN RUMUS BELAH KETUPAT</span></u></b></div>
<div class="MsoNormal" style="text-align: center;">
</div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALQAAADOCAIAAAAYFr/CAAAJs0lEQVR4nO2dPa7yShKG70JuhO5yEDuYfCIyNjDRJGzgbIGIcAJEMAkB0pEmIyFBIrtCIiF8JzD4D5fd/uuu6n4fEXzi8Nnlqsf9Y0P7DxAi8EfoAIheKAcRoRxEhHIQEcpBRCgHEaEcRIRyNHLa7JeL2uu4u4YOyzOUo0amxfrnWX7z9nPMFNkeQsUVAspR4rlbyS3E4bxcnE++QwoK5fiQmVFvMwoO5+XqcvMbU2AoR8an45DbhsN5ubn7DCk8lAMArpd1NupMrfztUA6Uxptin5ImlCMfbSQ3GemEcgD3bbJXMtqhHMWAg3LUoByUQ4RyUA4RylEac3BAWoVyoHSbjVPZCpQDyO6btPYs18s6wetjlONN4Ue1c8lGJKndVcmgHCWKq2HFK00tMigHEaEcRIRyEBHKUefxeDwej9BRqIByVHi9Xn//+dfff/5FP0A5amRmZK/X6xU6nMBQjoKyGdkrdESBoRxvvs2gH5QDkM1I3A/KgZoH9CMndTm+DZBECRpmGJKWo7H2kisJ+kE5OuSQPpYC6crRq+Rp+pGoHAOKnaAfKcoxuMyUI3LGNACpNR5pyTG+ukn5kZAcjnXt/Ew6fqQox/iPJeJHKnK4l7PvxyL2Iwk5hl3SmHazFolfjr4lHPbhKP2IXA4PxYvYj5jl8FY2ymEMnyd0rI1HnHL4r1aUflAO8f/63KlOIpRjZJEm+b9x+BGbHBPePQkVgB6ikmOSwky4Bet+xCPHVCWZdiOm/YhEDoXFUBhSX2KQQ20ZdEblDuWYEbWBOWJeDuUFUB5eO7blMJF6E0E2YliOmZI+6zZt+WFVjvnSPfdmDflhUo5ZE+1hy1b8sCfH3Cn2s3ETflAOcftzbBym/DAmh6HMShg6BEtyGEprO1YOxIwcVhLqiInDsSGHiVT2Rf9BGZDDcxKD7EunH9rl8J++ULtT6AflEPfoZ3dQ7IdqOYJkLUiddPqhV45Q+QpVJMrhis4zaVYUHrJGORSmyQ/aDlydHNoS5BlVh69LDlWpCYWeJCiVgzFoCEORHEoyoiEG6MiGFjk05KIWSdgwoCAnKuQInoXGYEIHAoTOTHg5VJkBZXIgaDyB5dBmxlQczsvFfrnYLxfH3bX6p+tlvbrc3DcVMEUh5YjVjDf37WK/LDx47lb7tzGbe78thUpUMDkiNwO4XtaL/frn+fn3cXfF7ee4zN/sRZB0UY65OJyXi/32UHnvtGnqaBzxn7Ewcmg2Y2Rg18t68ek+FudT5W/3bcObg2Lzk7cAcmg2A6PkOG3yQcZztyoPOAB8vOk1Gm0Jz0P2fMuh3AyMkKPcj5QHHNUPDBlwSBHOnUMnOYqJmfByHH7rNwPD5Tht8i7jPTFpGnDU3xwbZEucnVXr7ON6tBxFb1psMTvgpUtracIMDJYjn7g+d6vjdnNcLo67w2VbtBOZMUNHo4PjLKpW33V37XrIkZtY2VYxfW87J6yYMZxssPnOwyfvpfPyXaQRo9EajinN5WgyIJtai22/uxzShnIB23rT+OUoNwzV0Whl/uLQmLvTq3Np7vpzp5uaNHc5cgmqLYRDyxG/GeHoym1+Skunbtu57SxHLkFNsVw94WygGXPTluHuU7etZ3GWo1mCfNPN+7ZohrmA0ZLn+7+6OrJCju9BiascTeOahmGXU8S6sRgzhGxf//ePrrlkMWcZ3nKIk+YmM35/f42aAbNyoMmPw387L0RNMOZo3ETRItXmbOUozSXaYswCt3//p2siWZmB13GTQxqNNjZK9+23HN/pdv/TmL+O2WzYvU8S+T/laWpG04XNAjc5xClJ43DmRDmUyOE+Gh1+EUy+ytYox41yqJJDHI3mHYJgj4scLX6JwxnpSPRjNGxUc/77+9txbbTrMgTc5BCujXZct7fqh8WY0ZTt9mujn9q13RFzkEO6/P55v+V+rEU/zAUMIc/CHAJFm9F1i6dDjo7vBDjcQLLohy2kDI8sHPx8E4x+zMesufX0NUH6MQdzZ9Xfd0jpx+TEIweMjPVMBAkvJ9v0chzOS+lPJhoP/RHCVyb504Q6ysODtp8mTItyPzTHhrh/1JSh2Q+1gSGFn0NmaPZDJ/4zxvU5zJCWHKAfzgRJFNcEM0CoFIWXA8rGgKqCQbJrguWoajz0RILQmVEhB0JnoTGSsGFAQU60yAEFuaiFUXv/a/XI0i8zpliSRQojYDYUyQEdGWkLoLx65H1bXuFpqlVZnMLwhS45oMMPidJiTrefc/71u+ELSEooSYI6OaAmNd80rR6JyeXQc/ga5YCmBKF99Uh8uhWP67F4Q6kc0JKmjtUjkTUnE630peOQC/TKgUCDsvJOO1ePxH0bqxmwIofPfJX22LV65HO3irE3yVEtB0Jkrdhdx+qRp028bUaGdjngPXc1OYTVI4u1J8ZfB6Mco/CZvmJH4uqR32ZYehaCOzbkgO4kDkb5QZmRA+pT2Rf9h2NJDlhIqCMmDsSYHDCS1nasHALlELc/x8ZhxwxYlAMz55dy5JiUA3Om2E+zpN8M2JUDsyXaQ5tkwgyYlgPzpHvuBsmKGbAuB2ZI+qytkSEzEIEcmDr18zVFtsxAHHJAcQHUBuZCJHJAx9e1v6EcKlBYBoUh9SIeOaCsGKqCGUZUcmCKkkxS0QjMQHxyYHRhxhc1DjMQpRwYV56pGh7rZiBWOTCiSJO0OhGYgYjlQNBvrlMOA/isVmRmIHo54OviWHxmICk55itblGYgBTnQs3h9yxyrGUhEDvQpYa9KR2wG0pEDzoUc0MZEaQaSkgNu5ZyvAzJHWnLAwY++vQ/liIrxdU3BDKQpBya6+RK3GUhWDgwdMaRjBigHL2m0kK4cEIotlT81M5C4HGgqebsx6ZgByoGvwlOOHMoBVGvv2JakAOV4I8mRrBmgHGWk9iNNM0A5atCMMpSjDs3IoRx1aEYO5Wjg8XhkZrxer9CxhIRyNPN4PB6PR+goAkM5iAjlICKUg4hQDiJCOep8ngU5/UOmzUE5auQP2qEclKNK8cD6/XJzDx1NaChHiedutV9vzu9HDH8/QjY1KEfB4bxcXW7Fc/8meiyoXSjHh/v2/djY9yNkJ3vOtF0oR8bt55gPMvIxafURw+lBOYBs+lq0E7efI+UAKAcA4LSpTlw/c5bUZ7OUozJ9rb0Sn80mL8dzt/pqIT4XSVOfzaYux+HcNGXlbBZA6nLct80DC85mAaQtx+3nKLQNuRxpT1jSleN6WcvzEd5+AxKW47Rp6zVyOZKesCQqR2XKWlEkvwJWfiXafiQqB3GBchARykFEKAcRoRxEhHIQEcpBRP4PsZ3WKLXV0KsAAAAASUVORK5CYII=" /> </span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Perhatikan gambar belah
ketupat ABCD di atas, terlihat bahwa belah ketupat tersebut terdiri dari 4
segitiga yang kongruen dengan diagonal </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-text-raise: -3.0pt; position: relative; top: 3.0pt;"></span><span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"><span style="mso-ansi-language: IN;"><i style="mso-bidi-font-style: normal;">d<sub>1</sub></i></span> </span>dan </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-text-raise: -3.0pt; position: relative; top: 3.0pt;"></span><span style="mso-ansi-language: IN;"><span style="mso-ansi-language: IN;"><i style="mso-bidi-font-style: normal;">d<sub>2</sub></i></span>. Jika kita misalkan titik potong antara dua diagonal tersebut adalah O ,
maka :</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">AO = CO = 1/2 <i style="mso-bidi-font-style: normal;">d<sub>2</sub> </i></span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">BO = DO = 1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub></i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Sehingga untuk menurunkan
Rumus Luas Belah Ketupat kita memanfaatkan Rumus Luas Segitiga, yaitu :</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Luas Belah Ketupat <span style="mso-tab-count: 1;"> </span>= Luas ΔAOB + Luas ΔAOD + Luas ΔCOB <sub>+ </sub>Luas
ΔCOD</span></div>
<div class="MsoNormal" style="margin-right: -31.25pt;">
<span style="mso-ansi-language: IN;"><span style="mso-tab-count: 3;"> </span>= 1/2.alas.tinggi
+ 1/2.alas.tinggi + 1/2.alas.tinggi + 1/2.alas.tinggi</span></div>
<div class="MsoNormal" style="margin-right: -87.95pt;">
<span style="mso-ansi-language: IN;"><span style="mso-tab-count: 3;"> </span>= <span style="mso-spacerun: yes;"> </span></span><span style="font-size: 11.0pt; mso-ansi-language: IN;">1/2.(1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub></i>).(1/2
<i style="mso-bidi-font-style: normal;">d<sub>2</sub></i>)+ 1/2.(1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub></i>).(1/2 <i style="mso-bidi-font-style: normal;">d<sub>2</sub></i>)+ 1/2.(1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub></i>).(1/2
<i style="mso-bidi-font-style: normal;">d<sub>2</sub></i>)</span><br />
<span style="font-size: 11.0pt; mso-ansi-language: IN;"> + 1/2.(1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub></i>).(1/2 <i style="mso-bidi-font-style: normal;">d<sub>2</sub></i>)</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: -87.95pt; margin-top: 0cm; text-indent: 36.0pt;">
<span style="mso-ansi-language: IN;"> = <span style="mso-spacerun: yes;"> </span>1/8 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i> + 1/8 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i> + 1/8 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i> + 1/8 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: -59.6pt; margin-top: 0cm; text-indent: 36.0pt;">
<span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"></span>= <span style="mso-spacerun: yes;"> </span>4/8 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i></span></div>
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<span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span>= 1/2 <i style="mso-bidi-font-style: normal;">d<sub>1</sub> d<sub>2</sub></i> </span></div>
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<br /></div>
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<span style="mso-ansi-language: IN;">Dimana </span><span style="mso-ansi-language: IN;"><i style="mso-bidi-font-style: normal;">d<sub>1 </sub></i></span><span style="mso-ansi-language: IN;">adalah diagonal 1 dan </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-text-raise: -3.0pt; position: relative; top: 3.0pt;"></span><span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"><span style="mso-ansi-language: IN;"><i style="mso-bidi-font-style: normal;">d<sub>2 </sub></i></span></span>adalah diagonal 2</span></div>
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<br /></div>
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<span style="mso-ansi-language: IN;">Jadi, <b style="mso-bidi-font-weight: normal;">Rumus Luas Belah Ketupat = 1/2 x diagonal 1
x diagonal 2</b></span></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: IN;"><b style="mso-bidi-font-weight: normal;"> </b></span><u><span style="mso-ansi-language: IN;"><b style="mso-bidi-font-weight: normal;">B. PEMBUKTIAN RUMUS JAJARGENJANG</b></span></u></div>
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<br /></div>
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4yLICQkGmKnY284yqvJGec0NgzgcqdjpwMJN9isc5QNroCrBtd62o2FUxnwib6RsFZtPYak7bS8JRIAPoGb8tHF7W0p4EBSN41JQewgKUuQfTQT8xRtzFIRR74HPeWOAyNs5AyMLZayWMlybSYuhTn4M73AR8qlwCeMGX3FTgkc46yIcoJmtiatncbcaVLBBN00kwqStgQhTFRE+65okJHGmcUkBIz8QSMyq2MAEvLZwbiRoGZKEPUkk0kao8Y4juNXvvqNC8577KMeecLrXvO2cRytT/c/2B0yMaThjjs+cOrxO449/KSbb3pp16kQg3FGe62dbWlZbBdbbXRbkyOtENsyDAyFwQ9tg7K+cs8utwSIHve0iVihRzQkbTFwhfe+iEg2F9Rg07BASDBlRdG4YGyQWdEMgbD0LdXZwCQ+LJ2JhLJomxVk3Y7F+mnc0pK2X2ZFzkbvsrPJYgTtrEvOj2CL84Pzg4EEkAEzYDZ+kg5vRCHZOfHfUvzN/mmj3G4j3LcpyGaqV3DyOl0a2IHJFJXv/kzOEYuxETA4X6xL6JLzGW0CDIABXaLDumR9sjahTWCjgokD40jWuKicv+OP/njLCVuOe+ThV+6/4A2veMV3v/Wv4zgO45hjAQhrve8wKTf0ELQBY6AHp4RMkT6WUhzpqokK2jQba4FPheyMjT0EY5NCAvoThYQ2DsR8EOyubepbhsFOaG5Vp2C/IfvV2qKfdGiNA5NEdOJtbypenGwg+oHY+ympl+lLIzNGgmiYnV4IKCbcpsVrEs42trBh5VBXSIoLIdrgCzja/AVDsaEo8J12GmOlcxqX0/ClrCBQANvcw5S9aYyECqIfwCVtI9Go4IleLYvDVoC3IIkG3QRWsDScdJgLN0wQlrwchrkUJHDFpUFj7LTHUIxNGhPxVZUG8AU8qSQGEnk2AT0nrwO4AZtESroc3nq04Jm1bcF7Qp9tIEqsVMohDBiKDQOr81seNkNW+UJkJMSXTL6kN1FhMr5lPzXxzZpobEzGJo1BYdAY28qnIxlbmgyMP7ZxWjbR2RqXjUvGVT6pnUlUEMZx/Pw//OP5+y8//uhTXvvqN9x//0/QBmXMulHDWO6798e/duWTjz/2tG1bz/zc575Qyth1utdGg+1M1DiAK7SAe1MJMGIKFUaNAVwyjsDhoCD0EBXEHoKCoDASpcdyatbgEI4Kns45GVfZPgy0+GfaMQ5YZzAAW9SQ0GeiRdv6HGh9GoxGgJazeBEz2KQhKojgirZlXccOMrgCEJ0r1g8Kcw+pt6l3qff07KZtNYUObhboLF0Ro3MWY/Al+OJsQchGe6M9mGh0NCpoHXqcXItEtBiXkwE+zhkjvk1Sny2PjVDYwoWazURHfKM5aiNjjUJvPaX5LrqQvU2gPRjnbCIfjBAsRmeTw0gu2WhntDPKGu0UBvZA5I16cL1x2oTf/713HX/c9m2nnrnr9LPOOGXHrz/umle/+OXvfuvb9aG1sYzK+EPKr0xEF41RSiltQ9/wN3kbSeix4A82JpH0zx7dWoeHVpaDSo01sRCJgifUiMJhgkEk3sWMrsSaBHRGuzQ1pdkMmpcZOv3S+lHb2KNjoIDzM/CZQSFiJjjRoZWq56KJjSII3eqZGIinOFEEjxX9Y9JY2LjEugzGc7DlAUDZrWQ0bWw2kamvSQ1BORz6wliTwih1IrO4wUu0nT5nRD8Q0I2t/KDGpC5CNYtFQJH18ZkZKDr9bQMLQAjBG+nt4JgYa2bIZwyZ9eVk7OSzZlYGNtRmtF/OiwRIT28LNLWhgtQpTxwMn9ViqQg1ygQLS8klPUcWPS4S7voaurq660VyhrHdCuJaJlIKQtKNEaHElHICWVWiIK33PpXxy1/++qUX/tq2k3adfPzpj3vsE7/77R8gBrAuj8O3vv3vV1/95DN27D3i8OPvePeflDSCjmh83wdKoFsUNcVSsjZowmAwaJGCTDkiZAVppcJ6P+1W2jUzjyLUzhtjdyK/NyYJ2gbjSRaR9UxYRExkUrBJORS9wLrkQ3Iha0id9goc+mwwKYgr5SgIBkzgsg3ZVfXKsrAM7AAuy6Bn5opyGoLP0igjBIcZIa+vwcEDqu+s6r1RUZugbAPcXFiAcmyD+JcLRyKd9kZRA1veRfjPPJOsVZLAGn/1woFxsSefGPiIMaNLFpPFYDHwVXNSSEprckVgvDXB2gjzGjFKj4yLqnOvfdXbTzz2zB3bzt+546Jjj97xqEds2XbyOVdc8Ljrnv5b3/nXb+aUHQTdA4ID47SgxxayGZn5Lbyv/F82DWudWSmPvpAxYgKfag97EwlQmhZT1RTNxJor5Rl3+hkHB7NkE/W8uoUhexvGHp2y3qWBQgHa9gq99DGi4qdQquHi4FNxceCjoUmcecwoE85IWsw4lYZQmtVqOBj6m7jieiYmKQyMlYn7HDQGhjEl3Y1+oA1G2Ruji9pS3V/N+KXdkfARESeWTr7FRryY6+uxOloXB2LdGZBc2HQ+pP+m26IgdyponE5DiQo5jZHxfQayNBaqM+V9yq/nVbpcmS6BqIzudOh01JiYt5M84qauSB6MfNIVUbqGfuBMd/EWhaEHuwmJ2xQTjZuZiuQ0yeJhKkchlbyApDKFZWUcv/L1uy+/8IlXXPCUO27/wJf/5ZtgbIpjr1PM4/e//4Nff9Izztpz3tbTdl33nJse+Om6d6OzGTETe7dSntKyhtcteei2NpJYHkPD8AvYKW3lVU3bAcMEkxjBGkhdwM92RZWeR0orl5zrIiKcvtePGEYXB+uy1tb7lNMw5Dym7BExepsTeqc0WEwBS7ZDsaN1xWxcsT/bFTkbKTEy2oF2YDyYaDFZzBboKFrF1Rr2vZWhE+vZIeS+LVm+Qcyrs/Gtm2Fez7XRFj9cVoRzffbCw0laiKk5uYsOrPfrCmzM2jiAEH32LluMU+MDX6jQhxMjh8litDaBDCtcJEjNp2IUvujGVxx+2Alnnnn+S1/+5r/7/Nef9LQX/OKjTjvu2NMv2HPhVRdc/md3vNdrGG2ADgyQ/pJyhbRYH7xDFpmQ9EZ863pwh1aGQxgZdxtByRJq30CtTGE+2R3Wg8lcRyO1FSCTHaFt0Rpa1vxjlNQRuMGnwcUKuKFPxhNtzpsk2TALrxRU2oCTLe7g0IJKL6UKnYkrFTodWxzNFT+VG2eGnMtmRRYyMMi28LikiqQVC01+aWNxgS6karr4Xb1J5LmnDg5Y0I3gisxfHy4rAjdlReDyZos/MJJJaYqohF/2L2D1RG/IZEyFUM2yz8K16YDID71v4lgXRycac/CqA64EaFW3nH+Ai2BrAkfnQF5EUj5VBDwTfVDGQxrOcXFzOJCieGKDnES8vta1LJktaiJQ5Yu+1c+SmsZNG432IGWKCkJnYm9Sp+NDh9ShFQzj+K1/+/drrnzathN3/+Yzr+87LHnste00juP4ta99/fzzLtt5xr7z9196xWOuuef7PxyG0dvBkrZelNDSDxpT32rPW9kZ6QwnPk+GU3TOPo0hj5Nq3w1VCvQwfF5F3hoTI13RAj0yLirwGljVkvleGQF6N1yu1eTioGwxNucyxhgcwj3f+tdP/+WHP/PxO7/0d3f9+PvfUd1qHMpYRmuTtkW7EezwcK5IkH9zV2TAW5vQRmO80q7rsVe2165XzkA0JvTag83OF+uTRq/BawxGHjZojjWMXVdA6BM7HirVJM8kvc5y6859z6a+alPYinca324mq/gZrLQ1LvhcnM8WI2gPxlMKaDEGl4Mv1qZ6uHpDNDgNnrgizodqwAgebLztD+84+tiTd+0+7/obb/nJTw+ElN763o9sO+PCs3dfvm/n/gt37vndW25ZPfjgUEZF8PdcH8i3SEqqpNZDXl27XQl80hhdHFwsNhQbinEk8E8cDLZ+AVOExYQngzPsdSRqR1YPPXWRKDZU0S3h3aIxAfuDqDGtVNRYM1FtA1bSJVMxigsjnSfRQqQ1YhcotHmyQtDXA6LGpC0B7okrfkhrp1tZOO9YMoWT75kVk09xusLYgzcugS/aUReWbEMxWG+IAAObiceoIPQmMF0Bm1V1zL1RPcAl8Bn8AI4Kk6cKZa5YMC65OFbWp8rAGCMdwA9At32mmK+UGwUW5JCsH4ybVSxM9sjnqRCYTiYUFwvXOfH6rIbbRqrHQp+NI51Y5SfQF2OTgsrT0J1ZKceuCCaJIye1WdukbZo4sKbLMq0SgNX5GinNra0c5sLrurQqS2eptqnmvgSf2hpSNHwpDFQ349JYr6KSGYWpRHCpB+/L+MBDh5725GdtOfa0o4867jN/+xmL9uDawWEc1ldrN//OTbvP2HP11U/eseu8i6940n0//okNo/W5154VbhWXq/suaYzGJm2jtolrNMHXirF2P8t0i2qbj2JsYeiSXvlwITsnhXQf6OqMjYTK4lzPhe3CCVMBl1vTtWQw1xMLAxV6rrTrjF8Zj2EsZTz004c++icfessrX/3UKx9zzo7Trrrw3Mv37Nl78pabn3Xtl//+swd++lOHrnd55Wqt9EZ81bjqMjEk8HOuSNugXaycvPXKBhuzzwVjdV8YkssDxmJsAO01ab4h2HYgzDJ6mfew2pjsODRGVPJJ8lhkstJFLXIF3sNSI6cfXjtuWjGsBo/NCYHxdKDxAEGLoh9tw8pgB3aRWcsC3i6Uew+s3/yyW485dtuzrr3hnh/8xziOay697vffs3PvVfv3X7V319k7Tz3thuue89BDD5Zx7Awq0QNice0cyzyce178kqNp8BFZD9NCrZYbTdveiF5tbPHNrMQ1slEjWc4ibtAu9ODQZwpguU1Oi6cyOxVKUxr4MEFJsjB+mabUnm+jthl8sZHKfnNbuNn4qCCIN/JCn9AMCfi0dHATXAtqByMympPFbJe/KSu2LNOjxSCljJLYXyxXArRtzK2XR232KMUpMpuH2uNqSZdCmBM5YSoHFvUfmbs4siConXkSAt8Ec0WTNFumyRME2jmgL9iUDuiLtlXRYCYBp1Mi8RJYE8lGpq82LlBfK+uzhkl0gNUrVPW5i6MCSqRmqktZboWuimvon3UVSQFYI5DADRo40Rxmi9wG6lvhUuk13HD9zUf/6rF3vv/OP33X+9Z+8sCY8tpPfvKhd95+/q6zLjn/ih1nnHfi9vP+9GOfMWVYhdJ52wF22utJ2DKxtgJAHoC9qas6Ooa4W3QY50oKecmTaH6e7HKPriQJUeO4XlMKuCmQTY1qrXSjriImYtwzST1tTKT8DLmsra997M47X/js65922eOvPu+K8844d9/u887YsW/3mRfvOHXPmVu27Tnp5MvOOutv/vITYxpRRT1vKcSEnOgvGpcAHQoixDRKRq5OiuAwZHQJIVQSBSN39nRuSWksILXO2EOdXmnUrXvjPMz/WToFmUbIg32PdEJSRz4zBMKXoA22ddwhlshiROO18Wree4OzFkbSSLbAjelMLK6Ud9z+3iMPP/7XH/+M73/vRz4Pyuc8jm9++3t3773s2muvf+wV15xywslvfO3r9GqVQpIraeGA+UH8jBuyuCI9VWVVvTvxGTBpzKoSlAB9cFlj6nRgGQIhZr2ZkpKpT6hdAtz151a0LyH+Bg0xDT47WmS0kQ7lqHle6mRn4XlnbF0MNor3Tvjeovxo8RWbHganFxC1QPdq0xejH4yNvBhENJDkqlvUEiwiJ8ZMFok+f9oCWDaif6D8KLZHPXqmxzk1pGuhAvBNIxiuZHi4UM+0GgkbC3V/MLaK2rlIFj0JLkJ7sfiQZuPQD71JREbSw2JXZAS7jL4IZfZsURkh6fzZRObi0cO8Kq6lzoUzsOnz0bdIwoMPPXqfsgZ85cteceqxx9/64pff8ea3feajn/iL2//oty+96vRfPPy0o3eevuuqCy560p999FMxjz36ztl17I13XNbdHFLq9ETZEggmEUt6UrrWV830hMbWTjyt0wGJ6B6G12i0kxYaBHJFHKY3P5RdGkKhvhLVMqjHXIsAACAASURBVMgWXBpjj46tX2dQW5/KeODAQ694yU3HHf6oM7dtv2DfhXu2n3PKiXuOOWrXSSfsO33rBWftuvi4Y8446rDTfuE//7cXvvBVYxn7VdCibEsUgRUbGA8oLs27LbR9MnkgTllabQrFPpaMOGhnIThMtcO0y95VmeBGF8IoQWcs+IAhSam3mQQFvL03wHFUBO6Wrbo2xUzlfxk/FZRIK+989i7REVwO7RKsm522auWl2obKvdcWlkhZ0cpY44NCfN1rXn/Mo4969jOe9aPv3zsOw7o2OuTe5Wuvf8mlV/3Gi1/+5p079u088dT3vemNWase3Aqc8QnC8utgszZ3GyXvKETAMw9R+YbYuI3Y6bDee6ZhFNR+LegmQpjrFVqWMPUbNa7Wi2ghVMGYwdX6BlKsQm1svDTiApwpGgu6UVKjWGu5a18GYoy5Xen01bUjWai3yyZwYzsGkqWi6CfUvnpsvxlrWtb4lfZzwaqUrbWipEKsUnWh9yMdLQkUqeCfHtO6BoVUXjqwdlQm6IvgSWo7JTUow6aFK8KQuCperoFZUNzsl09j7TVgCzbYcEorQ6LiM/lRbJ74BCRo3D4/VMuIxWCmO0OBvMKAIVELrpkrahgUiQimKlRfYCouqQl9NXma5Gex063/aWVQ8sF16HSQFnxjNCMPWvmMP7ORRV+rcCp7VHmLUstrQsKQFNrO2GEc7/nRfzzxmqeefNzW/+f//KX/9X/5v37hP//y//a/P+IXH3HSjjMveepvvvCd7//Eg70Zx1ErRAjrK32ox3XtNeQWFmRj80p5alMiMOcooSpqD2aw9h6VESQ5JwXzwik3xQ0LEJiFHrzFNGYN0yulUgZDtk1dQnyzwACScZGKL42LynqX8g/vu+9FN77krOO3X33xVWdsP/O//vJhu/dffv0Nt7zlLe9829ve+8m/+sxnPvuFP/vIXc98/mue9Mzf+dZ37vUxqx41Rg4xKfdqYHK2sa4Bm+bdFmpYXfOyrG2g2J+DbhIxaxuMDdo4ra02zhivjdfGKW2VttwXklwX7xYu26aacCOk3uyuW1v4aHzUrtbHtCPwsQDuWgP8zFoaaEi9cEutZMQXbWNtYecy2nZgMiYARMSEbgJGyGWa1vigInLGKxsVBmqH1RmvrF/15jWvfN3hj3j0dc/87QfvfzDGYaX0A6seSvnuD++76MonXnfDS3/392477tFHnLd9291f+tI4jp1CBU6B67VVjXySzBD9pqU7xdgKN1fL6wv6mQ+uBs6GHmxvHJEorCWtwayJvQkr7XoTapczIrcxKYja1mIFbYO20bhsw2jjQMVJ4Avj8nwO1LSqJhNTvWQNtTiYVZB6iMZmKl8wNmmbtM3oCpc6cULGEWvD1qkBWuZ+bkR1ILEjvlQJaS0J5J084xU0tg5srrIvJD7GQHh6ZS80ETMNzYcWqnM0Z1ymOwD1JmRjEy0G3imLMEK6IrngzYaahOYMsksDxtKaWo1UAQNuGYSBT1WGNEFnY8ssc60u8vVzjEvaRvTZxsHFqXv9Ahhf5Hz1NT4D4aWhtDK1RKUw7cWT321FDkEBBStT10Fji3GFmTP0GXzWGDvjV8r1EOp+r2UruVFQeaWdgmiEe5PBh5mGmFR9v55kgVPOJPsZUrgzQbu1UicZl2iR+1gM2pe97PW//IhjL7/iyc94zose86RnP/eWt/z+Bz75+e/8hyJ+PQ8avTEOISEWjaPCQbV6OHCZFQcESFA7ibXOci+GJi1JldB1rSDMDbQCbRhcGrldZCW3xAJoq84p8C2nmbWfMLYYWxNrOeJA28DKW1FlkQnQqzbZZ+uTBh9ievkrX3P2rnOvOOdxZ59x0f79V51z0eOf+dwXM81DZZTjON67Dt+7/6FQxpX22jiDiXxPE3ZTSkpjgAL1hNR2DtCRpqA3jnWo5HuYFOGFy3Ecxaq8qaTukyyphM43IhKw2ZQLCsFU7QxWl7LCemic9N/SIdmYqF81nbYSfR80xlr6O89bNbYPh6Qwa6zdaBRG0lYwIqdtUOAVBmMzNSSmMJnAinXllc0PHdSvvOXWLcec9rTH/8b3v30vmLyu7EEFK+t9HN5++7t37Nxz550fe82rX/+oXz3q+dfdeOChA9EnNN5iRAjWRe0maHFGNlAAXlOWtEC9jEDPJBZq3MTHGDu08h2SNiSWfrY7n20s2N7emUlGAZ72SVnAVrS+61LxkbN+G4ux0cwL7DVm8os4kzxRlBAVelNFpQM3i2yrdpCdXdjWtP6Y9NCTS4NNg6PeuFZGlIKloKRqrpxuz9dTvtuyXnoKTnF1VIuQTC3qrCQ/SRNtIP58VrVt5hSRBFShNg2p3bPoVtOuqcmQTTaMtrXUA1dJBfSyg0tNRCoIMWFNU9elFhBUrZ1iFMuQAKSuNyMaeMN8noj8L9kQCHyEue6GSdn6S0eNO+VqkeqpSf7Hp60xa9vAj7b+qdiLfLBC34NvPjKhT+iK2MiJpcnCEBfGnbise7E86iIRp4R+MJh7k8Zx/Ozf/+POPfv/8F1/jDY8+NBBG4ZxHMs4ujRSTwHWrNNQKy2aSlABHNTeaYGbhfem8UbkAORd9WmesFY2xczbtC+kWNX8Gt+ublIqtu47k25FZlGkUWzd68uEHLhM8kiLUffgbPjql7522QWXnbvvwr3nXHziljM/+MFPfP3r91z7rBfeffe3yzD0iJ32nY4rFV0cwzB2JvRULNGSUSrc5hvFxoR4zQ2yBRuoryK3NaNsgEUH2NpFSDPNjCsvRNk0YbEzF1tUxozMUZEOZ9HMoyWn0wS5Bl9wujqpomWkKYvXJKUhUWbGshRkY5NGr6wnqWj1fNYrDEzsMy3Z6bDeux7i2jq++hVvOPHILU947JP/9avfTKkoCB2UA12GMN53/wOPfezTnvUbN/z4/gMveP5LHv0rx33+s38/jiMoq3urlTPoad6MyBEntIcKQXwcY1V2Fu4sAJ6xjllMSoUjzLQbW0t5Fj0pJP9J9pFSTBuLjY0GsBPyTr6NttZK1/oMDiOqhMQlkh5Ij0JbAlziHUWm37hgQ67bGAu17JP9TNlUkYsiNM9MMmjB51Fzo8oxjI0yKQqywqQxEDLMWbvEh42L2kbOAziKIiSWhDZtxSam33RTwSqasNUElgs+WSz+mbvyeWAFHeMnxJpIfTMbCHQybsvkOGtNtBjXRh38FlpB07rqKci9Titd+zFuuiU3dUUL4H3hXDHkqlzgCQKiGcdMOzCnFfU0dmgpkGkPaBqRMMvhfEI3LRW6cFHAMLKZ0yiZeekdp1SAQiUucdWYe0jjOP7Ll766c8/+573ghWsrk8sItrgwGswKIksQOZngFatFZYLQo07s5tS0lyRF7d5ybsork8FSXlqS1JgJNUUXdtkMZe7tJtkLhentkqPcazYMNhVja1VlSvnG62+69PxLL7/0qiOP3n7d817ivR/H8e3v+KMvfeUbZRw1hqlzR+u83voeTY+e2iC5OPpUJft8zMXclTOvjet9LjZmLapYdMtjwCdu5ENlQ7R1OcRjRy2zk0WHNLHVLUvR6ut9BscsQgsJ3RQYshOCMOkIDnV6rTcKHQ+Fqy/zE31K9ADYpSsyomuv9QOGTIwIj9fsjF1X2BtCzCdpFkVA4AfA9Advu/20E7Zfft4V//C5L4zjuN67zqZDJvY2ujh+9C/++tRTzvyXf/7KXZ/89BG/eszNz7+5W3UpZoRgbXShhrecLHKbIgjJ+ESKGoLCpkgfsxFGpCoe64ycqfkj2AwuUQs1mo/CvcIm6ntW7CVb004dXJh31ZiVSTwygy0aMXMaA6lm+ZY2Hz+b+9e8USDARzcNG9PUtRXmDP1PzaTKdpwSCuMZawO7Q2MHDXS2TnKNLblnvUAdUiUXz8xGE+NoZ60oKhFdUcpZhiqfS3M52WfKh6jrTKRMSDQoccYRx7CgtRttgNPeoUvo0fXGaZh6VM9Zk3FufKvdNy5pN/U5ldcr4Qr5+0XOJ+75RCdjFcVFhXUOIYfnIkmdvCML3qiMTMbsrPUyLjV1KDfvT5wViZWZ2QcQ+CagOZkfS6WMrGeaGHX2bWkYv3vPjy6+7KprnviMBx46GFLjVjER4S+viBc8J17SVkjnR5kBVb+hH7SdOn3I3bQoLpZ7R1tPeMD0gEKicguRDk7PnfkRqjqvux5mJa4ySUVfMGZw0Rif0/jj+x/Yd9a527Zs3XrKmVu3XfT3n/9yKoPz8Zvf/s5XvvHNTgXAKRfXNkmP3oQYTSZuy8a5YktXxJFgG6gVmT0yGBV4Q4ObbDQt1lPzLjhyk4g1nalTCMHrbWpLQqHtkdZBobetDRdVG2Ab71GP2Dpr0fhtWzFHEFMkJAdrw+DiaONUnA+O6m+mtF2JjmfGJivmwLaL8sbWxlZtudc+aevKrysHED/0gY9sP2XX/rMu/MynPzeO43rnVugOab2mtAvJAF577W/99rOvu+d7P3j6U56598xzv/fde2IsiBExGgw9OkkOGaFcoFI4bYnOydR4CqpQp7IpdIf1RGJ5BVEh6xFCp/1KUbO1xAkomxItpoUq0dKJ8CLeVxUoo6iT/IEjBmtSZxobmR+iY6U8FeELwi8izZ4xjl8vLe9mKrjJ9yuYNekQlpHr/LOx2YYBQ9GYlKH2KtH4hKHyha1l3CSN4QymRjB1YlZtKwc+0T9F44bYQwRf7NRxrlLEIiVKUAeIDS7RSJikMfTgO+MYh+jAd8atFPbGCaBpATamXsDg0NThze5PltS0aUkSrGM1PyXHnPQstqEMt/mX0g8tXu/qcEhO5au6XeblizpWjhWgjvIi0QpjG8TA1X2tMWj0hu5kMyDtZYTs1Ypp7mglliuzFHJwiWzjVA8JVWEdHl8rHJ73/Bedsevce354X8yjMskAOftZJ/v2jdO6pSRMNyVqZaREtThPUTIbKEDKmMEnhYGYSyMunLa5sW2/A40GD8YmG4qdSrOlEnUGAJg2uoybhEnfaWxRGLWNYJN3eRzHd7z99p3bzty1/cwTjjv96c94foy50+5Qp6zzDzx0aNV7sPRYWaNYHzr3BbZh9Gnk9mMTpdfeMnNFRAtNjtcFgx7AIwSAgBAdRsSIxiPGTSNHdt3ygutBxYm0BMOUOMvHwOIiQsCNm3rxSmYVpki5tMBqsGE2aogVX5yc9cJmUYCMLhtbh3sa0e3fYMLWTZypsh6ccQlcofb1vNx7E1e91yqkMHzgT+884fjT9u694M6PfGIoo+7D2goPdXZ9hd3Kljy+8/b37d21/3Of+offufGWI4485dN/+48ac6+DMn6lYF3pHnARn053eK4npGja59HHwQWq6JzCEIXMpTvNdRv1mAaNkzHi5JWjzgW7LqvB23Scyb5QY2ARAc3gCI3TADqNuTfUlcv3OlS9nEmrvuIY8ilwtjqP8QUv3aQ0DApB03kvGnoaF8DJqT9T6EqkMS3URfG1bt13TBt2PhE2PjHlTgvYMGXVvDtHdRgStJVvauOl2dT2ZiUprxI1uYv8xg7GFe02SbyMj8p66vEDQt8vYyk1FdhFmk5NZ8t4u1xs3Pyeh3hJyH2GPdowJeiYacoit3SSCZBcEo22nKLD+kTalFjK8FQrxG7VuxR7yU4TdcFQKSsTk2ReekPardRp39qBb4IT8llBGwU0WWeThzK+4pY3nnj8Gd/+tx8MZTSqGFVADdpMcGjj/AdOg2jOhYjeilS1mRYEN9aAWaKmtAoJQy3Kbs0VZxOVTJO9MaHOX8THnAmL3O4IJ2VmlrmdvDNrJnQuaRMDDmMar7r06q0nnH7JRVdu3b7nJS971TiOnXGddgYpZxjkzVw88Q07l38/QZHGhU2yosm1hGRd5DYEYHzfgdEOjQcMnJXLWgc2oIzUNT/kqXC9jUTzPOVX1qzwzlngG3I7KfSqIcKExraBQG1INg8Nkxg9YYM+auvXenOo0wo91ski0ipljUWZ0LUmEar1Llrrzbq2vQmkgSHzut67QyvslO87n9P4F3/+iVNPOeOCCx7zh+94r7cFTKqj8yCpzuc03H33dy+94LG/d+vbbrrhlsMO33LXp7/gU+lN0DZ2YFfaKLTSjC7uzCyiYf0MRrGGCrcdpJLslca1HnpwglFLIKpbOIpnXkpmRdXkuckm8mZgCwJiisQCgZmvztKGAmSNsTfBTAY6s7mXcyvYIm8AdgYMs6qDBZLGwC/5YE0CsAmyGMmCVPPhZswcI2ZEMYoqS4FdiLYrnEfKRTtRRCFhpFL22me6ueTY5qExIJl5TiC4wlXD002AbOyyUkJ+I+1HAhg3jQ4Jx2a6hbOcRfBRQ5zmjTgTkpt98lsuNvglkxxZ9MqbEhFZKwauCD5jaLa7DviYSiBdncbE6mcQ3TQYs21Q8Mj9cKG2DRz5Vvcm8RdJayjtpojkciunK10fhjK+6Y1vO+qILd/46rfGcTQqgsloCgrTvwDlROnSJMimYV166v8r0LBQx36a1ttCk37V5tZKsRgxjlJjpiolBVOmuwDlZp/vR7m7GakzdoobGOekkGId4jqGVe/HMn7581++cO/Fu7addeH5j9l2+p7b3/1HwzhqW8d/cPtHWs9092jWFB0bd7EhYYVPGCdWbCnmXmxpQF/7Utfu1A6MRxMAAxVASXBZOqGN7aV53qKCtNY5suYbyydFCrJp+7WgMFKMI2NtBamHxGJohYHC/5YDLekoDns5iuH7qDH3MJtHR65oXUGn3Uq59Z4m2xL1YjsdtIl973Mav/zlr+0/55JdO/e99ff/AExwPOjT5H7lHaYUyyte8trLL7jysVc84ZLLnvjt796bymhsXGm70tABGOcXJlWunoU7MS6SslxkIRx3DNrG9hRcbf/aoPwm0ZnKVsheb9omoxdl83XykNB9atFkTPoeKfOjTUKIhA2FXZHG1KQ+hcp6yPpweeMiUpNZAkNhJFsQN21qmKbQ21R8HoAygDDBvDJQpbSGE8TpVvvaA635A/IWWdssmi7S2KFZ/kFLt95J58FFI0Zom3lWxLmmKLkorZsn9wYsXNKkmsaMATpovZnlMEYxcXWCfSiJlBRR+680LY+YMVZxI7VZgfkns9iEJ34KlGJsucUoiQfONiRAx5KfQyvcmBPL3upS+Sb9UL1pzc9pLOBqhETFba3VArXeGXi0q/wEwaZMvXTp0Wub13s3juP73/+BIx59zLveeUfJAxinetTaGqjjcWUz0wYD1Bo+UsqRs3RR1vCR82jaSDGvqN5eH6jPLC3U3pCTrjP3qlTKxNZ5dmhOWi4V6ZZYNVa73rhUfC42FgI82K8zGtG5fFA7g8Ebf+2TnnXkLx/91Cf8xrlnX7TrzHM/+enPpmFcqcDPGrijbqseqbmaScqkxSlxW0gK6TZ3RbylJwTARsSAGAA8YrQ2IQYwDnDqCMBma2NOMyU61msbdbuzrXyS9bgzokgtVKHzzEDboCDWfmKYFFKXTLeubCfMqBYtfxYpl2mNf9Z7codppfx679h0knKfiT5BgBHjUnGbqTUZ5q5zpYzf/rd/v/rXnrx9255Xv+oNBx9S0Y+Gahcg9dor48owvuu295yzc/++sy56/wf+wqWxN2mtg5XClUIFuAwFHsYtkelU6Nd6oyC0gChRL7IaOtnUG9dD687p63QAFo+xeSIIXvErRSDcIt+pqob2dkNCuFtdtTUUjUrQw9js4tCCxCSa50dRjkdljMnYTPNP2SQxjsGjLlrsRroMwloDLyTjYhvWkGwoELKNg7GRJicRHNQY4+r8bBxcHsCnqWyuoqChDQor2k78ELgses3VNUwyCqLoKKSlg9rZkf9TkFeK5bYTT8mWuoFa0zg4QrPnNqVxV448buUMMGTjk8LQGUu/1DaqxlTNj/obTeSiqy+WRydWTj0aLdGD68xsThgP39OtXQ1ZRo2p2dBaMcZQnrx8jjMWIB4ZXLpjnNOo+SxB9EVhXPWOA1Nw9Xs1TmIl9FM7uLaSM7gMtYRWYmgV6CO/1eswjuMn/+quc8457/LLH3v33d9KKWtjDTi0yYbB+qnBXcvsyXnQANahqY1KbaxlM4bik8xgSmdcZ6wC354mbVianLJsCMueklwp75F2D7Oe7mFqJTFRY6BxrtTaAHw0LlB7C5m1VDrWpA7TQeXHcfzC5764f/cFJx6x5Tef9ts7tu7eunX3Bz7852UcD67jxHUx3F2VeHm2Yi07+MG4wr2VuQ8IXe9SQbcwecZG7YKyNJ3IEdSmhTaBA/aFW+KPYlSNQzPRETItAnApwJP2V6ohZO8smCHXHps8V2ZpeoPq0biowINPxkq4dgrKjE2yfa88yAqzMWVzudb7kMe1tdWLXvjK7dt2v+D6F/3kvgfHOJpV0Cp2aNesWXcqj8P73/P+bUec+rxrbzjw0CEN8eC6pe5hrbxpxtwsnLRu1NfUhag6krr92ElQP0rCx83UNIW7K2aOaKoJqNMBZsQpF8OD0DVBLapNGoPG0PxE0JhaaUJdl63aplLKZMQF2DIBx60avxYMMcxCh4K03rsDa+bQCpuNIGBhmgBkSBVZg9xCagL0AzWmZCxbYBECy7azChuZdDYeqKUOhGvVGs/SRp6zsHDg1Ee17hUtuanc7II+4R+YYINWRbt5ROJmQb0WPJwR1ZrIDWrnpTP12mvwS+0YBrHsp8YEjAe2dqIN+6IzlO2xw2hDNo6KH+ooI20Dy0HZGkyry9cQvmG2o5mTZ3wmi5xYkIgtlvcZQo20ZNmTxkQ1f7QONWYeTy5tjmAQYkOhJ1JHY0Y3juP413f9zbnnXHLiCdtuu+09wRfnsncJMJqq7qtXWmd0+QnyosCiLjxLc5WmR1mFVzZqrJllTcFbY2LmySQsKaV31DmC9VMKCN9rdtiyVjmYqrciCQO5nCWRo6eGwtlA0jqFkN7ypreecsLpJx972gff86Hzd59/4tGnvvbWN43jSNaGumNUqLBiErGNyBIdp/w01o8JaeatN+lBR29jnkDNS1Yn0Nm3SpeGyOu55soIUdaC6sAw4WZT0C0MLjNMC1fEb58fwv/5CnNbgT/K05CpEl2CmQkZqQ4gKIi98XRRXF81iQMh0szj+SyDsNY7BdHH4bY/eM8xR2+55qqnfO/b94xh1F00OiiDPSifvQH9khe+9MhfOebdf/gnKQ/gQm9oClyZAHcbtRgewbfICGZuATMyj2JEeR2zpiJ3ydLcmEnR3hDtOdFNwF0FYdozmjtCMZHMFba5Ag0vXN9HE8DEELCZvJVAht7Etc5KQF+3iWqdDr3xGqnfT6HRCaxjJHqMxVToR/IEK+WpKFgmWCw5oTPsTV3DsxINIYFTi2lGlnFFiqsGaUbVvJSH9z8fiwplujoej8ZFHhvBAG29xgBTyWpNJTVmsLVtDKN/WpDwM85A9J9FNysl5kqXhXnixTn9fg6+gU+tQHjqQSeLpRYH9WWnHJrYoPZFm0/xmLul2JoEDjW5EdqNhiVGakvft0Z5LW5IVNgrQ9VaYWIjJ3C9aBdksJQyfu6zXzx77wXbt+35+Mc+leLgbY6hoJOgtyiaFt212yMYjM09zLpnNaKRugp4DhYJdmutj+rgY/4NaaxanXtVIU4icpvBT6UyLH8XszYIG48bVynj7dUTmzSU8Qc/uO8ZT3/2qSedfsapuz/+ob+6+tJrjn7U8a96zRvGceyN67Qjl1mXh39YRKcBLVm6IgGhbeKKGs7uGKPwPTjainqao+W5+YJq44iYlpCPZ+M5sceCjePCmg/j+JSpPD5pwXZkHkwpL1i6IlkUttEVkU2Rrki0nElsetil1QXUIGYqaWRXtNJ+1ftSxi9+8Ut7zzp/1xn7vvG1/z64EfqEJltlvTHjOHz6U5867PAjzz7/km9++3tlGMHVpcbldQoiuEksJ6/OzEUi5LY7sJT9MAcuzfcCbWe1uhS8ShuqIFB7Peo10BlU6HndyKyXbA33qZs0xFMF9aRkXSmvMcpmDabxc9MNrNg6C+un0Q/z8K2afvleAdpQd/CMvqg6I6AmVRQRC72+0HfM24AujAv5ANMmEffUqKm1yJOsMtk7ZjXIsjeGrMoxVno+n7Dq7Gdz0x/eFVHwPgE1kytq4FKLlP/HrojhLH6x1KHIlHSjiwVRk6ex9my2sbhUi4q0KOdgSzJtRoxmUglJCrCeHi2GBdvE+7RVQ+fFjZp5oybPY01zE0AORJSSbEdi0eyKJOBhTLJY1tb6W172ml07933us18sZUSIzmZ0qel7UwuUE8Vn847atc1oZ2aPktaYsn6lkbp5qdYgX4DhrPTLbYTEQsIzChXiaBxXYkUjgidtY99cOG0KxhLEXpvq0jAM6PJQxu98557HX/3kfbvPv3T/5b92ydX7d5130rFbb33jW8ZxPLgOlAwZlt5MKAI/lMhtrxnaEYCZ4zmTNuYlQGdc6sErqJOztQ3GBdIEK5r6V7dEMK3Aqtn6qSkFl2vMLemkqyaruhGgM63+n0aj2sgNFLhVV0afIEwScAyZZhrypRLMTUUbnZkkQ7IlBBXPLwC6Fmgng7NBdm0LkQedqthkpNZpt64wxvLAAweufeZ1j3rkkR/98J8XP6qVX60h9jAO44++892rr7jykY8+6vfueJ8bKANwxlZcu2YtrvCFiILTmUSevXUP1rhJ9yxzI2Mr1UkiHBAGaKV8p3wvetMJCzjZi97YlbHrCtd6o5oYpAdH9UPGRY2e5pyyfe9rHSv59YrDcKhlNpD28qC2KMLeTS6Nq0CIsN2I20gTSVg/bX6fRnKHCqJpQTfbvobO1Q7BPyN+assmKwydprqfVixJTBJm4wpVTjB40ia9pk7TWCMyMQlsNpjBFo1UxM3Ul0yexGm4RGwQ+NRI5oln5uco8T3SgEyo79yXyLQJNgB0i0OEF5KfL/NHUF04Rf2ElKhWUtJlOQAAIABJREFUONXcj+zcSih3rXsjMW07k8jmW8ocdBMftu9taKdLLKBo0DFFmdmGgXjH5tiysbnXzZTZYKzsjhFYvqjEQIdV77WO4zg+/wUv/IVf+C9/9qG/zGm0mLuV7Y3nxvydcbratDquSYlOdxNwOm9/3mY2Js4ORZBRZGrFmkNa25zECFSgTonkIIAz+87YtR6acKxGD3SHF19HXawUJOMy2gQmPfhg95QnP2vPznPP3nXevp379+/cv+W4rc+9/qZxHJWJ1Deyh6QtTTaqzrhCjj5DyMpRAuM1BpaVGRcVht643jiNgUzKQkGXFZIG3/cmrPdOGY8YwARjvDFe03QimwBjB4FiQFPbNzUqUgdFDc+brIAOhuZUa1Ui5cLSczaDS8RMbHWajOxng5lEdApS12gecEOvA5et0OPhrJ91HbVf53zjLQI0jWmlgMdAULlJFdSJrmgyydDoVho0+tVKveTFLzvyiKOf9fRrf3LfT12IK6W8dWalX3/Lax/5Xx/19Kc9d82A9uN6V9U1FS2pu27qVNiLBqmmSS2MGD9Y5YIwm4MiOkqlTrtO2w5cLYC1UbvYQ1DAo72kZa8lDmRx2EyQ0JFeTz6MvRpxnq3bdw3fKFmcu8YmUhK+RwuaWlrPzQCiyYbKHbgQVpk29MUGEqENNpT1njC9YmzuwffoKw3mM/pE5UGSX5Ssp8ZAPgb9AH7QbYUb16ptqO+AT9rGHj31mGD73iadD+AK6RdcLN4lZ4OzEZULLqU0oq9jYTUmzmDqaABXBwRQOEwkubGZ7xVDSaykEmIqKdKbGGmRglCFHJUeT7tAesT5LzODojKSaH60/q+oqG1Ig80tAyskE9A2c40z+EQoSw9OQaD2M62QaLpMltgZy4qAEdxgKlGfNYVxbR5xg4gLNZZkN9NTDYnNjS/JvUmdodICqc2rubjGbDCnYXz3ez/wuKuf8o27v1vG0fqBpCU0ak9TtZwOza1K1q0GZOAGdJWnqU3qBFLdbu8CimxiNj35SO4iwe9lltHFMZbRxsI5IjMsvXFyYMdmcV6lx5jdtK4YjC6Vm295w+5zHnvTza898fjtpx6/7fQtp5+757x//sI/j+MIEDqFHdjOhjWElVt1ZgXaljCOZUw+d/qQz+BzrnfYVREQM9bgsq1Z2qIHXVt5vamYhjaB6ooQAppQB+WZgBibcJDuI/fbiGQOqFWolrPUREdtCZq1AGEGktCIWY7Lqr1ToZE0gZ+H7PAhzqFGiE25FFe973Xk/Ql2QLfUH0+Hy02eFHpwa72pFVe26sibw6tDrzsdOpVWfQyhgMmvfsWbD/uVYy/Z/7h7vvPD4Jx3ELx/3+1/vP3k3Wftuuif/vnr4ziuYNFgrbQwduaSsXVAkXWIGmVPKseuSHjW2OmgMKJPlALyPAtqp6aQgrVMxL5EunTjkGSewZ2V5WhtjvsWCo4F1sTaHn5AbO8W0bduunAZCEt6SdrHBZAyz7HoAU2MFCVJ2kUI0cYSyijjU/6BYRMO3nl5S4IE6zS/IvFS7QLliHw+U6Zrc+0/C85CAGOdTSWUgw8c/O/f+FZIZa2zCgK3RyMWZCHKaNanUuKqTuyODKxhbdA39IZ80sgJDdeBSbmKqUWdBX1xsSYQG5/LxqfAKZSCir4S+9VYllkYoZoUTbjAabAsiWIU+s7gCqjl/2TEm5flOUwz3fBKhVpb2oTCFS8Sbb3YiHOaAnP2q3WByy2bn5hLef8xJGPdAwe6HkgaMD1ibsnYa6ZwZo1CNl3J/DLWVkipjjwNDlVl+ttPgtIJVjU22zAbPjKt7ZAbwTaVKIjueZPUiNfGqrMrheM4/smHP37arotvevHrb7751Scdfcre7Xu2nrj1xufdtFpb5VxSHGIaQhpCKT76mEKKKaf8xbs+9eLfuvam33riq1707Hvvuy+WsTfBBb75hbpNUgRAV7R0Re0GhZXyBjPaxHNO0XjbfjDG90LnzpEIGxrdtD3tSLJayIjyo5avzToGAXVGEegZp5AGc6frumRwU0GiAU0ap9IBU9vBjtOAS9kiQfmFG6sLyCSNM8SzkkaW+rK4rmkWmmzBdzoozAfWvIHB4fjGW2878bgdNzz3lvWDfQpePXT/B9/z3q0n7zppy74/+cDH4jA+1MMKvRLDS6alBoFQjk35M93UIgvxj4xqGwoXFITeuHVlCOokgLFWg9myUmREZgMWF+58cXOku2JXZBp5LrCvqgFpVq9wk0r53jlHVZccSf7kaWwsIGPXJe3mIpCXLmGl3KEVrnWUX0594hdoCSXrDDQZG6CORNqQq/nZ/Dr+QHDJzORqE+5B0A1gCD7HMMSQ1w6uPeFxT7jiiqsPrCsXi2xGOY+Q5rx0OxMSOjfKZBqBI5mhWafOpZyB+a3Mbrs3rEscRAQ9OcKFf1KicyMv4EVu0YL9MrkoO7QZBBNP3Gj2TDSGtMjsOSSW2FxgBZylhoiv0bQh3IuFJ18vw5rF7zkDUxCotVUaqHVNBcqI3aHcQm4HI9BL0XhiOp9edFaUS7odk0fsRQm/aUJNgRbkvk1KnLbtvOka+ASBwvrU3NtE6y4OmNjEhDYCRpeHn6z1Vz/lt0/dvv/Nb3zHTc+9+aSjT9y5Y/e2U7bv37v/lS991Wc++Xc/vuf+e775/Y99+BMve/Hr/uCt73zTq259+lXXXLLrrF3Hbzl72xnn7jr7a1/95jiONFNGbGTiUwsFTxrTJlmRiHqSNh4ggAlgqOdCAuONslp7XdNwGgDT6u+AZzNnyd1pzOCnMF/u/7b5o7JBIS3N2r5lVoIAk1siAqBvu5d+7gV9rRvvomtRW6qjPlwxmHhBUEhCEdbccYbOuJ5aAttAgrqVxjWFa71fV2Fd+XUdVjqudOxMXKnYabuuwMfy0E8fesH1Nx579LGf+ZtPdauD73zjay/Zse2w//LLxx2z84W3vK2LwyrkA8r0YMFN/rtvzYQUxJWa2suSt66dXpVRGFYae/TKepJx21gXlqqodCaugkCqqgqxkba9dqH264PE+c0iNWwh52x7c0RGboZ9HkWFVDHDnqMFlYNw+bL77xRoswXkVUffSGVe/XzuGQihmtzzDBNtlh4lG2hOWgJXNLeA4rGhy0rPLClMao9tJim8ULX4aUpC0xNG9NkKIy48YlQ2gIvoIg2tH8fxHz//Tycfd8pll13V5N1ZCrXp1vW6wvGqTtbJVJglk0Lu/cxQj8DNlnW1zUdWgE5B4tGiU6mfHKFbEwuJuUmZz8zyapFBclBPSrkFLgRuVtvItD9z8iKTq26YI6G1ztIoI8Li5HORSfmqIcm8nlVrsLQwvovYha2fPNrNnGA0XTN4rqKdpX3SYTM4yXNd9Ya0iQqzNt5kNhG8Zfh6Ox1Um3ojnR/pjGpP/TaEBeo4sVrcw7KFJjevz4V3NLjBYOiN6zC5cXxwZZ74lOfsPOO8C/ddsvv0Pccfc9K2U7afcuyW3aftvGDX2Zeduf/C7XsuOXP/OTsvvHDPhXu37j76EUcdc/gpW0497+iTL3vbe+/yIQGm3kRZp9EURlyZu5AtCPFVy7snSVVfe9G72nqvRut0TB1IiV8lqJ3kA7U1p5CG61akSeW+0Bo4suVSkKhDETjWbslCvNCEGVP/xNYlMCgMpja7pCFybqWtGP7tqAcl+GQaCUG1h4xTUQX4WodrnaUiu95EbZNyqbO5s1Q4FhV478KYh3EcxzKM4/gf93z/t57y1LO2b9+x5cSbnvPsJ15xxakn7j19+9WPufy6d9z24Qcf0jGNvfZaAYBTQjgnVuekNdKt9bKmuq7aKinpyufNqNE2Y7R9CFmHNpiZNH60G41luMBTEyYZIXataQdvbJm6yZo41dqILQJ29igcbMosgam7xYUbwQbxbxhHaheeF0aEmwEu7Aj3faEXt364hbPJSY++oRKuKjxdhNZYepFsGVvAD9RpVGHd5Dyjmi9Txrm9K9pn66JDBxp0jzfc+PKTTtt704tfE+LAiGIV4NkCGM0KQFnvkrXJuYxNwqC4sHre65qC7lUTpLRjus8SsRDAJoM/Hnjiztx1cZWozEHZpJLg2NipZzEbNX57Q4SGloUEWbMx6bx9MbbIwQrtNqZWa1EXanPMSy/Cv5H+WBjxmUSin6O7C00mL9FWApE46TQCV28rduZF+AYyJUM6yYXXpCvVkNFXuSYup7JOzpLiM87Y2GeTPzYN4qP5lnTThPyh5gm0VdGXBtDNYlCZohnntUNjvcLk83hwTb/nPR++8spnnbv/Sefsf9Kpp+5/5K+c+Ev/7xFHHXbslqOP33HSlq3Hn3j4kcf9t186/Mhjdpx6+sWPf9qNH77ri1/70YEHXdIudz1z6kuZPtapeuNctjB/hJ0KCgMXjlFYPVFh4mDTOcFZoixp44tBFs3YbOzINS5twwzGJi6dgXnhrd68xojgfi/fRfVTQtU9DfiyMXMFgMxO+taPpB11b6906LRDDV5rr7Tv+6BWD/zg3+/6yAc/eecHPv6JD330L//shpuef+SRx27buve0U887+oizr77iObe+7t3/+NXvdJjHcfRh6Duve6c7p5XvdehabDvFOzareVeFevPR01xhjVlNdUKMfdfFLVr8JWOnedgKEv2+n4qNJpSMvRG111vvXW8C7Z+5wjjJxaoaVN1ardQci1Mr8mdt61ZTtUjCJF4h3QyjMV0rkGKwaBHVysxJ5mrA6rXKKFDbG5S6RF6oksVk5aRGrvdiQdcMs1KNMGgBsjz5Vo8JSUE+ZMK68QacQzsO41e+cvfZ516xa99j7vnRT3woB9aBIn2ezq46ix0Oaeg7jSaEUJwvtUCk6bNNHazArSsKP5QFysf+g5QpG6N+diQg+lrOUb7KKdLndKJLlnyIrQUAuf/R2EK+cKWq/J0eR3NFy/pxcmlkW3sTVwJtq3yMWISLVFX+rBubwmEK36iGS6cFYrZ4+yI1oQBOikG0wGwZRJWhvPRq9CEPl3spSFyLyjN0asBkvCRKN4C3S6aZr5fuNvrWWEhwh/PZtTN0QdzbrNBraxW63vj1PigowzCuuvjxv/3aG971F897+dufeN0rzr3qOaecfc0jTzj//z5s9/E7Lt998dV7L3nSO9/30bu/d39v/TCMwziY4EwDujcczPClZVbEs+DoktY6t1JWiWEk1MKIWR+pM9ai9Efu8Poat1RswzRqxXPsphrJ2ZukMHClJ7buO9LDcW3TBk7FktcUAnayNVwQXmpZkqsaDQLr2P3IlbSuPPfI6iEdVOGACgdUfEhFKOOff/oLW/decsQpZ551wRN+7def9TsvvfVVr3/b3ouv+T9+8aizLr7m3gceGsfRRKs8dmA1OqM9mAi66D6uetcvJba5N9SPDieBHHqFrjNTV0H5FhGGy1LQSdHEIBild8x1t3itNjCew2iJS1P7JgxZYAt8Ghxlr1RY65z8HN4hra6+blcyNyRt4u2xSJWM6FHWWr8wdp/kKmXTwPZIRqYi2iWUFVYaZRyzcPm8ntt45ul6xXYioCaxZa+nV0vrJ7ujMRMjuLK5w6A0ml6Nw3jbbXecfsZ5t/7uu8owdiqSnpvdRm8imFBi+eqXvvaaV9167w9/HELRTES3O9ZXsrYOypQrYa6MGpuLGhnfAzvAZIlq1wNwY9+AYmlJZWTAeQlb9uYFJ3kkc34tZs8rVfOzjvY4Rh54qG3ggVt1umNLIxq0VfsLtGVD0dgssmb3w7edoDxe87y1GfwQi/NhiRNhMWv7DI1ppfx6uwnS2U/LwMqkk5ZoXu/9wXWQTUKZAeoNTXWxnCmqSg3QPKFsbEH3/1H2ntFWVena4I8ePXqMvj/6x9fj66/vd/vrW1W3klUYyDnDOeSMgoBKUgEDSVEpA+YAohK1QMCIFpgtLXOZE5gzoGIAzt57rRnfmWf/mGvNNfc+eL/RjDUYh3D22WGuNzzv8z6PZ8IHrzUUN17L9zMe9RKBqNrZBIw1sUUrWqKki41wfbTMxlwRkBgKb8aciLD+75zzvmC71TG8/9E3f9356K0bH3zunx+8/cmhb48y771yXlqT5YhTqoTkYGllCpVWObH6sYjq1q4oak5kRFHuMiJqOQlbOKx0FmDS0FCnh9TNoI5oWCAgXKWpCFUCdDEfyJhOCsICreI+LhdQcqIxU8Gt/Lh9VV5Y9vGcimDXETHAkCkbBWcM6qUvOClMeTUVGnGJKIQ+owygGjONiy4+8GGqJilwQAnTiEBORE5ljagGiC9/qL/43mcv7fvixzr48teTz70+dsrczdvvrxNRo6ZOVQPrIzWcY0WIJkQxonAuaonTRBlei8EjZlV5nhPIKc8IbyaJVhOXRlLZFQ0W0ZgHc6OqeEz/D0pSIC50wyrUogR5iqwQmFepCCNpHp8kwdrGDBFvZsxMKSWQbPKWv0dX3FKDoHqq6fMMdWUMc1HZvezzjsNZCskjvlE5kaH2zIPSV7MlD4nASMWk58EgOQbcElW3TLhyfyi0g8V0mpULRqR5fxMxk4HJuaJMKCGP/HR00sTTzjxrSS3nXHlEdFhSrucQjmIdCSktRXTGtNPHjp7YaOSMCkR4MU0J6xOlcAZhwfGlmoA2ymXe8h0uO9RYT9AwW1V1JOq5iGExHoDqoRJADDNDS0o3YRbRsB4UpvolfZwVoG5orHNadmDgCho31TmWmBT3dWFbEOTEuCRc51TVsEBcM+UQ0znTOdcYNBMmOHyHRhNTg6lBSXuUUx3firIZLVqrnKg8yCWXS2lh0FIe/qZmqDwwOsOqgSQimnCLS1ZUUeGFuWn5jtFoz1NSpYI0XOASE15ZjJebpPFnWcQsBYe5yimv5SzYpRezhqIvV4ipcgdWZUTmRCCqEJE5ghyJPIccCUQ0JkX4yohsIGhgkROVFWJghS5cQfiSjoCj0lPpaNEwOUSN1N57b6wPKtUh4OcUCABijADUMSKEckSBcEaAsVIjwXvtvVPeas+ZIIwxyRFwIi1KaDVJpdg0G2OdDcVDWM+JaCCeFYZmsoEhbOoiquo5NLDISFCcLV5kTkQd8YwIzA0DK6Rn3FCqOTOMakIVpZpRQxKxg6ogCiQFrjEPZlCaq7CyaoLxZRyWNHdFKmD0ONlMpmCL50NlkCDDNLT8ugzKqixjVYLOpxyt4gEJMwjJ9CJUU2YwFjjHBFGCGEIM5RxKOjxXsiPP64jVkaBMH+3glHmE1ZEOUUeqnisKLseqnokMiRwLFNC5MtrGVqwMmoaCxVQ1EGRYNDAE+e28nL6k1KCcySAJGnY1MFc5FQ3MMwQBcIvzgyjYniak4/TmzTuzZQdQsJVikE3zIim140gClMd/iorsWfHpSMyDqERwVAorkPFhTaIm0sSjQ8k2GE2YS/GKrR4thQYS7EXjYq4TUqbICzM9i1kx8kFMYaqO1WkDAStcmkwFtcUcSctNcghGQTKsDVHQhIXeqGrgCLcELOIacUWY8t7/bc9jXU7qteeRp733mIdnGOgqgFnYjlRMmL9uu2fw0FGPPfGs976RAyoN+riyXNqgVROWuwlowiRlilJJiGRMcaY5D5choDOuMiZzUFgaJAwSOgeFuMadJIjSDw4XQ5oSziUKExEGV5RIxqQQhnOFCeREIqZzqjIiEdMEHKKaCYuYzqkgTIEwlCpGFWcasCI5J4RTJkBoxgXjAmGGCWdcEVAZ4Rkt7ARzBjnjDUwDLl6voUZGMRaMKkoVJhIRUXhFMlHuwsuM8LATRsFlRB2rs0ZRCamgghjPfCA3xdY8gYWLBJBjhbCi1DBmKTMYS4QkxgohCcICWIwlxlKA5dwwbhgzCAmUM0oFYbIjozXEiFBEaqqsMJ4rj6iuI4GYxtzmVBFwxxosJ5AzlRGRYREGB5ibjIT7unJYRkxmBOqY5JQRzikITAERganKcl1rQI5klgPGotHgGEsQhmCZZSLk1ADzIKaIMIgppgxzBpzFUlHQhw5+/7fdD/146KBmhBASOVM55aV5jSSgEXOIuYzaHHwOroPoGlU1LIBbxgxjCqQhXBLhqPRM+RSeQTQAOYaJVh+NllTEG5iGJIG4RJQTrin3obAKxPmEwJ0e4mI8S5mlRFOsObNSeOCW0+KiBaegSdm+GAJBUEMo6UyyEg2MXM+EuyxzIjGtBrAVYp60MoiaEsP1GZZh5INo6c3ViQecExVq0gwJTBTBimBFsWJEcWoYtTiX9RqtZVBHso5kLQ9B2aJQoBGDiMmxrOcCEcmlybDsyFgDiaAYH7ryjozVc6iXKFZMPyU5QoZarDmCm5yosFNVFrAmUdxxhDerqhTzPJ4TEUZHMc+ldd9xrzRRtQBlMQVGlC/NRiFLhTe5/BtZbs5HnqgjENSgS9e+glSpqVCslLGJSaglzbRcURYovjREI8ugwujSdFv2eZZwFw9M02NSjZk5Vqe1DGhR4YbHicuGsoFEHfG4/oy5wBD49wJzmdgluLJLMyVoZjBT3vu/XHnt6PHTvz38E5fmaI2W8KMB5VDRRjjM5PSZZy2+YCVImxPZwConmnDHw44LyDJGQEZ4HdNGThBiFAMlQBDnVHKmwkW4RCARqBwkkgqHS+m4txff6hRcTTHqog5AEiNOiWBUUgycKYx4nlGMeI44popQxUEL6ShVmIgcAyYqywETBcpRYTOmMqbrTHUgQExzFXZ4TU4l4rqOoZEBy6XAGpBmuWK5EkTyXOA6ZBgyJhAXCESD8ozyjImcCcYVB0OYJFQQCpQpwiSmPEMsyyFH0Mh5jgBjSahi3HLQmEpCFKEhsyoOGmGBiUQIspxnOas3GCYSYZ7ljBCZhTqbqnrOGgjqORPKYqYyDJgJJnSGRIY54YqCoqBBaMGVlkZKk2OeU55z0WCijklOsNSSCRBae++d98Y7770y3nkPUoQ47LyXupzje2+MN8Yr5QEs515r77z33gvvsfPce+O99p47r6xv+tXyx+P9ahw71Gh8573y3r/3zkf/6//yL7Nmz2UcQKkgzV6O4UuBm6b95WJnGRGFiC6Xsj3hrjCZrADtgo4fohnhybZfSYNsSkWR0FJs6hIexDrjHRXlKFogiAqlIZoQzaghWGEkKdHxiuhZBOhQIhMX/ynoLJBKm06mXVTIkTE0pHGz5UoLuvjf0mYCJcPb+IqKUEirp82oYVQzanAuswaPUmapYFqsmousRnVkhzeQaJQIdYA9Y1jvaLCgNh0alwzLnGoKARCzLRE/hc4wq9hEDSQQkzhNRaWKa4Z5iQmETCaLsqh8Po3mBJPCF2kOK74o2otql7CZZhJGDibl16VvOOGWgmehqE8k0sMYEnQBeRFmA3s4ljhNpQap/ql82OoollPGilCXBFkZGc+oIBwWr7RMolDJwxSU4vI80KY8VMugnqdaIYUMUoBSUfORCPmvjiCsRgrtvvrm28HDxlx343ppPGY67oSFvYh6zmsZSO1ffPn19jGT79x2j/U+shmLRTQqMgL1gvEPOYVgMY4JADcCLCGClpvplEpCBSYQrqJ5YpJySbkmohB0KKBUbil4knCRk5tL51jhHCgWBAPKWfQwo1RSAignnAngwBkQTCnlnIFSRigntBPGcWW5tlQaaqzyvugPuMNgqbRE2IxKLDRop4031gvjlfXaeWm9Ml57b70PYwrrvSn/ePxfzhtdBvX/P7+cK67wve4//Xb3C1977y23qAMr0N57xsXX3xz66egxyvh3Bw9++83X3x848MVHH3747jsfvvfu+2+++e4br3343luff/ju9we+ePXFZ3f9dcvrLz339usvvv3ai6+++PTe3TteffHpA1999PEHbx468CnOft7/ziv3/XXj7rs2v/fqS/veeuXtV/7+zCO73nhh74EvXn/v9ac++ej1557dc++uzU8+dv9dW9ctu2DhTTesfvKJ3Q89tPuaq6+75qqrd++656Ht25fOnzdvypTzZ86cM2b4qaOH3HbttaROfjjccdvGHQ8+8XxdWaQs6GqDu5nlWEQkJiwrqS44XWEuCVOJXUWxSBQ6pAhvhPLxeGoL5VAnUq5RsUBejcKac091/6NA2+cGY8WZZUSjXJKYjZAiTMU2s4iVZWUXO8G0ui9HmiEtV45hYUMzSqPjakwddhqK1BK483E83gJttUwj4uMU4QlJHK9colyEV0FIQZqMSFTsDCIJLanNLWYmyBQFGlUe4GPh8xCkiOpo8FoG9VwUDVnQ2iG6gWQDS8QMYianOi+3wYvQQEOMLhSdA1W9gXkDsZxAAOjqmGVEUG65iCfD5UQXSAWzBDzmPqcmL2KcQdTk1ORh0s5sHqR/hUfliQHltfPGe2E9FR5xi7mj4KnwVHgmPRWegCei+BsCnkIQaAifV2k6pwwRGoNi2jJlqTJUGq48V55Jz4LjUXlhbotnyAzmNv49l54X02yHuaXSU/CImZwaHCSKwTHpcbHp4pnwQnthfKUJrcMotWAZEfAEPC6dZMuf7jB4FiyOtOfhe7WXzkvvtffGe+k9GI+FIcIw6an0xWtRHrQXxivnlfOgvfd+72NPDxo29qNPPvPeY+6YcEQkrxpsQN8vWLqqfeyUg9/9EMKcdd5YZ5033hvnrHXGWuNcCMdlHHTOWe9s8bs1zhnnrDXGGuNs8YU1tvja2vC9zhUP4spYbK0L/zeGZmu9c+EnuPDtRmtrjDHGaGON1krirJF1dOSNugQGBEtgP3V8/0Pj0Lc/fvHl1/u/P/Tpoc/2fbP/nYMfvPvxG6988dEHn3yw75P97x354VvNSePYz6h2tOPHQ99/vf/Ap+9+9t7r+9949d2XXnnzHy+/88Lr77/05mvPvvja8y//47Gn337ljXf++fo/Hnv6ge333LTm+ttvuW3rhi3bt27btX3Xti1/3b5124677n768acffXjPnt0P3nP39i0b7rh93drb16295cYbrrja5Op0AAAgAElEQVT0kpuuu+bOzRvv3blj9/333X/ProcfuH/X9m23r1u79sYbrrnyijVX/OW6NVdddvGKDbfdeuvNN16x+tLVF628dMn5q85etGzuwiWzz1g6d8GyuQtXnXvektlnnTPj9MWz5iyZfcaSWXOWz1940dnnLp+/8OJzFl0wd+G80+bMm3nWmafNnn/GWQvOmjd14tSZM2bNmDZj2qjJU0ZMmDpswoieg8f0Gzl+QPuYPiPG9Bs+rHuvEb16jx00ePzgIcN69JwwZOiEIcNG9x84tGufPid0G9qt38heg4d26ze0W7/Jw8eM7jdsRI9BfU/oOazb4PZeI4Z3G9rtV926/6b7uP7je/++7+j+E3r8vu+Jv+7W9Xe9uvx71z/89y5df9u7958HdvtTnx5d+vbvPrCt/8j+p/T53b/9+t//r/+7y2/+o1eXU0763QldT+jx6Qdfa2G18d77HACB4EpHKRzQhdERk+nSsS3V3EPEc/FK+D467YoigB9Oe0TaKTSnIkTDpLHQBiVg4/pOoV5XmjtFldJg1xFUBcPGT4YEwqpo2YIQvXBcuLQBKvNcU9ZpkRigoCnXhGtUjGRlmPqE5i4WrVm5S0G4xVxhUIVid+EwFrzFdBCNT8cksbhO0aciUWGFiMZUU25JMWgtavzYkZRNVfHHdCc0TXXHkKxxi4RrMCAcUI5++Pb7vJ5xEDmV0ntsbG4c1hakl9RopjFnTIDW2linrdHOOu+1d9p7bby2ThqvrBfaS+uldVhr5l2IjNZ7HDTNrQRnhPPCeVX+k3EavLLOGAlHvv+2ceRnZ5Q1GkBLqaQEmuccY6O0FlJJIYGzPGMYY4TzHB07euzbr776+N13a8c6tNICpBRSShV+V1IaLZy1WhslpVJCa2mMMkZZY5wz1mpnrTfeK2eF1aCFFFJKKaWS0gqllJHKGJCaCckAWFASMUYbKaQAIUAIIaSQwIFzABACBGOcUsoZ5ww4A8aAMs4Y5B2Nnw//cOTwwQNfffDtwQ9qxw5i1KjXjvxw+NAPhw/V60eOHPnxu28PHDr41ZGff6rXOjqOHf3u24NHjx5FWVY7duyHw98f/PrLI4cPkbwDZ7UjP357+NBXR3/+7vB3X3//9edf7//o4CcfffPRvm8+3Hfok4+//nD/oU8++eqDfd98+vFPBw8c+PyLzz/88LP9+z545/0vP/rwm08//Oz9j/a//eHBT79avfyi0yZPfv/t17499PmBA59/8sG+T957/+P9+z7Y//6Xn33y5eefvPfum2+88dKIoYMnjR537/a777pj486td9541ZoLzjln/Q03Prln720333r16itvu3nd5ts2PnTf7s23bdx464Y779iw8YYr1ixbcMWF8667+Nz1Vy2//IKzrlw6/8ZLliybPev6C1duuvLa6y9cefWSpVcvWXbziktXnbXw0nMXrVm1/JarVt967ZU3X7X6nq0bbr/h6qsvWb5q8flLTl+yaMaixTPPufGSNbesvurqFSvWrFi69orLH7vnvh13bLj92utXX7B0xdnnXjB3waLZZy6cMWveabPmzpwzZ9qMuTNmnz1n7oLTzzxj+syVSy48/bQ57aMnjhs3ZfKE6ZPGTZ0yZsq00VMnjZg4sn/buLbJo4ePHzlo9MTRU0+dNPvMGfMXzT9/8phpk8dMHjtyfPvgUWOGjR8zbGLboPEjBowd3Ht0z1Pa+vee0Lfn6EH9Jw7oO65/n1ED+o0a1G/0iCEThwwYPbBP+4A+bYP7jR42cOygfqPGtE3r2XPIKb0GDhg+dkjb+FN6DRowbPSQtgkDh4/p2XtIz24D+/caNnrkpEF9R/brOWxQ37Y+PQb36ja4b+/RPbu3des6fOjgyX16je7Zo61HtxG9erT36jvmTycP7tl9xMj+4yYOnzZywJgZU2fPmjl3+LBpo9vnjW2fP3r4mRNGzh0z6Iy2PjMnD5s/fezitpHzhw2bO3DQnLb2BeMmLBo6/Kz2MefOm7t6xeK/LDv3spXLrrny6tsXL79qxsJlS69eO3fl5WecfcG1N66fN29JlxN6dju534plqy++5Kq1d9x52+b7rrxuy/Vrt92x9cGb1u+4dcO9N6+/e/mqGy5adf1tt29/4omX9+59bvPm+3fufOzee5/ccffjO3Y+ftfOR+95+NmdDz69a/fT9zz8zMVXrF126Q03rNt288adC1ZeceFNt49aeOEZl11z2vmrB4+f1z5uwcjhp/75Dz2vvHwtxlxIT3iheRY89zA3QTguKktx5SgYKoIoouXKcWmZtFy61J4Rc4154VQULirCfMgwaSkozCvKUgjITamodPiouvIGhgZhhUhUQS8ueAcZ4XVEGphGDmIBlyeCdxEuJ+AwSzRxE8uJFmZdvDICjWozoFB+LGgntAJMkhGIxSARL4Yl6UWYChSXBhL1nMdmKIUgsnKvLf5NivAQbnGZdWoZP1anJaoWCV1NsEycVx1r0FrOpDZKcc7I808+cuaUSeedOfeaZSsfWL/u0L53fjz01ZHDB2pHv9//zxf3bLvzwc2bbr/++ouXXLBm5apNN61du+aaLbes/dvdux65776/7dy5Y+Omuzds3LV5665NW+7deueuLVt2btr04PZtD+/a8frzz3z27huP3bv9orPPWH/lxXu3b7h3861PP3TfOy8888Jje/bs2nb/nZvu3bTpkXt3bb3l2ivPmzWqx69PG9lt/ZoLNt908aabV62/fvmVK85ePGPOynnnXb3s0ivOv+iyRUsXTps9b9LM+VNnT5kwc8L4mUMGjT35z326/EfX0yefddmyqxafeeHiOUsWzz7n7JkLzj39nKXzLrjt6nV3rt165YorL7/w4svOX7LmomVXrVi6ZsXSjTdce8+mO7bcfP2WdTe98883d9/74Lrrb7l69Zpz5p59waLzV1ywYvk551+34IIdF63ZdtGaa2adc+WMBVfOmH/1rIXrFi5df8kVN66+YuWixUvnLzzvrHkXzFtw8aIly88+Z9Hss1aevXTVOcsvWbTiorOXXnDGouXzzr/wrMUXLjh/0TkXLph33vTJs8e0T5w+Zeb0Kae2t40aN2b89Mkz5845+9Qpp0+ddNoZp88fPXLCiCGjRo8cP2X8jPGjps+YetapU+acOuWM6ZPmTJ80Z8r4mSOGtU+dMnn+/LPOmDNr1qyZp8+cMXXypPb2tnHDBk3s0/W0wb0n9TllYs+Tpg3oOX1Qr9OH9RvVtcvUgYPnjZt02tCR43r3H35yt7auPSf2HThxwND2vu2De40a3zZ9UJ+24YPHjB416bSZZ0yaMm1c26kj+kwd0mdS+5DTxo2cM2TAtL59xre1ze7etX1wv0kjh04fPmhq3+7twwdOah86rX+PUf17jR3Ub0rfnhPaR5zePnzWgD6TRgydOW7UmQP6ntq396Kxo65uG35Zz26Lhg+9ZMSwSwf2XzF00MohA8+ZMO680W3njh9z/pj2xSOHLRzTvmjIwDPbh84a0X/CkD5jp4yZM2ro9PbBU0cPnXbq+DOH9J8+rH3x1JmXTZi6fEjbWSf3HNe93/gh7acNGHbqkCFnDh06b9Dgs3r1Pq1Pn5mDBp05YuTZw0csGDL63NGnrRw1ffmYGRfNvXDdyMkXnjLw9NmLb5gz/5JJk+YsWnzx0uVXrLxozapLr199+c033LRp/e3bd9376KbN91x//YbVl9907uJVy1ZcefkVN19y2XXXXHf7LbfetXHzPdvu/tv2HXt23vvovQ88+uBDT+/d++r9Dzy3fcfjD+x+7r4H/v7wnueeeeaN11//+KV9n/zjw48feeXNPS+//uDzL9/77D/+9s9Xn3l/394XXtnz9PMvvPHes/9865FnXnr7o8+//P7Ix99899Qrb+956Y3n9n/8+tdfP/HmO3976Z8vfvLJ42++/+A/Xn7klbf//tb+l/Z9tu+bw69/evCNTw++8dmht7749uUPP/nHO+8d/OnoX+/eNW78hHETxl12xepvDh765sAhhFhHHXfUcb2OOmpZRy2vNVAjJ/WMHGmgHxq4IyP1jNQzXMtpRoBSYExQUFjajIuMsJrUNQ6IUKn07t17Rgxpbxs6+oXnXgIpkZCZ0JnQXGlwPleeWk+tI0JSDkJZ0F5ar2yBVSrnnffCeqIddx68p85nIDDnQhkNNkO0DuL7nCAQGeE/fpf95bwbT/zjgBO69H32uTesj6OdIPxhK8Cg2OEthSHKoUlcjAmSjLS0l4wMagKVkBsVlZoaorxBGGKKJjudLV1RoQKbgH0qrIXGPiYlvwW4jIp0tahJJ6bs2izhFpXORlG5K+2Q0s2kMqtVXjWYpamoImiFhBFdWCIZF5Xi3+EKEHzQOAkC9fFB0sehzbuu6cw2TgvSXirmrdYBb+SYMcOIEBSO/fD97p1/vXb1yuXnzD/n9NmDTu7d9dcnnfyrk3ue0Kd/tyHjR06dNvmMrt0GntS9X9eeQ3v3njSo/9S+Pcd17zqqT6/xp5w8rPsp7X16T+nde1TP7oMH9G0fMmjcwAFj+vRp79ZtWN8+bf37jep2yqAeXYf07D6g2yndTj6hR88ufbv+sdtJfzjlT7/t8vtf/fmE33b74wk9TjpxQO9uI046ufdJJw7o1qX9pD+OPOGEoSee2NbtxLG9u04aMeSs00+/aO7iy8ZMndtnyIQ+QycOHzuz79CJvQePH9R+6oC20/uPnN170PS+/ab0O7mtx0kjBw45feiw2YMHzRgy8NRhg2f06Dq2b69JY0bNG9hv2shhs6ZNWDpi4KK2QecN7r2wx4mndztpxoAe83t1PePkk0YPHDixV68hfXoNHzHytNFjZk2aPH/smDn9B0/qPm7KKZMmd580pf/sM4bNXzB60ZL2RYu7T5k+cNTkYUMnjB1z6vTpc6dMOWPGjAUzTluwZMmqZUsvX7b08vPOu2TVxddcvebW1Zfd8JfLbrjw/NUrVlxx2VU3nL/i8uWrrrnupjvv2Lx767YH1922Y+26+6+7eustN9y1/pYdWzbtWr92x7qbt2+/8767tt63acMDt99634b192+47e471m9bd/Pdt96yY8P6+25fv+e225+66eZHNmx8+q/bXrrzrhc3b/n7nXf9Y+ff3t75zCd3Prb/lh0v3rjl6dsefG3rI+/fsuvFW+97dcPD795894trd7y8Zc++Ox565/aH3rn1obfueuS93XtffumFt6++ekOf/pPX3b79nt1Pbr77wc1333/PQ09t2/HorvuefPiR5x5/+q0nnnrz6WffuOa6LV1OGfbQoy90IF5DFGFCKCOUIYyzHOUYI0IwpZjSRo5yTDClhDJKJCOGYo1zSbGmWBLEKVaUAGGcMOAcGAPGOGOccSCMY0pzjDGlHRk7WseIEMIYoRRxIEJyAEoZIYRQSijNMc1zjBGmhHHKOeXAADiEDpWBYEIyEEJKDoIyzoUAoTgIIZXQBpSWSgttpDbSOm4dGCet40pzGZAMJaRS2hjrQTnCtdBeGW+8185LZY21UmuQVltrvOGSg6LY2LrymfPY+2PC5cY3pEfSU+Op9HUkO5DAwjPlifAYfA4ut75DeGw88h47D9Zj63PjmTZcKmEcKMOkAm251FzpXNhceu/9HVt39hk8umffEcOGTx4/dtaMqbO++Pgj750QggDNOM41yyxHVoAxVEmqFdOKSMmNBedyDjkDKrUwXkoLTHEMkkiBRd7ItRDXXPaXnn/s0vU3v7/2siu895QSAGCUoDxnlFnrpJCcMykVCMVlwLsMBUe54dJL64XwQG29g3CmJTglnZZOcEOwlMohLsBaZgxTGkB77zesu/1f/o//fsP6rVxoJjyhlnMH3AimObek1NRPpyGYtcrBhOlvJyWtsCxhwsApXpXmNWgmLIVKTqUpFYXMUdCTqM6xDiZyUSWFJJZ0mFeuetVOVskpCDzRdKwCyghjUzpc0hUVdiao6o2g0B7FVZsSk0dce0aV8o3KSaUwlvZeRKiMiI4GP1rDtYzlydZL3FqvWp/E8gcn5Om8JENH1kAt42kj9QtdkaZIAZKP73383/7bv57c5aSTT+zR5Q+9/v3fTjmxx6i20xeds+rG69bdffOtO/+yZsN1t9394r6vvzjKfqiD0FZpzbQSWiuluFDfHZF1oq01RiulFVjdYLpGDVY61yY3pi4lFiCVaBBx+Cj54uBPB35ovPfpt4899+Yb+7/65kd2uK4zKXMlQGujvLNeWM+158Yp40F7sF56r63X2mnjlfHOeaGd1s5YVw2NnbPFL2es084pa7V1YCwYY53T1lnnhZZSWa281lZJo7XVxkplhVBKG+OcDvCjMdpaY5zWRjmjvFXOameNc9pa7a00SjurrFHOKGeV0coa4522TlnPjAPnlfPaeW29sl66YmzinXPOWWu1DapMxTjEOq9N+LnhFTnjnXHGOOMqylExgnFOem+8k86KADP64qd5Y6spujXeGu+tt8a78NqktkKH6YsV0hkLwBade+6VV1zDOYRJjjSOGi99EW1FeE7eb1x/x9DBww98e8h7D0qBMiANZhxTwBwQUKoBC061QIIhYESB8s4IzzMFuYXcaOp5JlkmBbIMUw7YOaUVSMmU5koxKZm0kmjIACNJuZVYsgwIkhRzCpxJzqXIpWBKcgGUUyyACYaAZEZyb5U30kgwwI3kIDgSLJdABcUUMcGYYJhiBoIyhYkCcJRJRARjGhOJsMhzniFAWCAsGNOEKoRFjiAnioLDXAcFUhzWSJgkglNJMxro4ggswrJGRF0wQTo4JwqQZjWQuVUNDTXBc8GFRQRqdcLAMDD1BqllVFBtiBWZhkxBrnlDwM+UHwPAWnAtmeREcMyBCQmaU0Exx1TWsKyDPArqzY8O3P/QM8//4/1h/aZ3O3norXdssd7X6oCpIcwQYhiznDuEHCaOUoexxsRkmcPYC+GZ9DmRtYzVclrLWUZkLaNhB8sYd/Vfrjvl990mj5z8/VeHgekMQYNARoFyRZhsIJYRihlgJjMMDSyKN4dKzCQFw8AS0MFPpNSKVCAdIjqnKhMOa58LS4VuYEKl/OnIT2cvPvusxct+PNLRoLJBJaVOUKeJMUQD1QXpgBnUxIM1LcvgwTQgpUbT0sVUGC+MY4m9HC0tQEF7KOajRTBvSUWaisKEg4qwunUcz++wJ5gRCMtWmOvAwQ/bWBQMky54DhbmQExhpuqIRY2GZkljFY4dokF4VGREZBjCQ2Fmomhp2g+hche1UojAYUMFWjotAmEprPiQUpJCSsOLdIyUDRxTC6r4ygXVKjLfImUrJTrHVolRI7i++fq1Xf5wcp+eA//0595D2qZetmb9c+98DN7HBbEQ/CjXUjslJSUM5YQRSgnDiAIXSgjBQQrJKeeMSxDAuVZSS8k4YA6IUcIp5YwBA8GMEUIoqbz3XhtPuWBcEEYIx4wJlltJHRBLseFEAzjGnBBOggNmCTaUGEq04J4ihZHMqcSlfRzhioEG0MANBYWFyrhAIDMmEEhpHZOGS0OJxdhibAm2CGnOLecuRzqnQKUB4wkYxHlGOQZFpaFaUq2JUjkAEZJJjaWkSueMUSWR5EQB1TIHlgtOhMAcOBhKJeOaMcW5ZkxzMFxopS0HybkgDBChHIALQRijILjUmIsaQhklGAAx3sCUAMsoahCUM0Il51pSyYlgIDSlHsBz5glxjYbKMs2opdwi0A0isQgUD4O4RVxTaTH1lDkCloEnzGZIY+ooN977V196bmDfvk8/9YS1upHhHENHRnOqMHjEDEKaUgPggNozZy1cuewvIJQQnlFLiEG5Itjmmc5zzbjj4DExhFoGnnJLqMPMNBDPMMuLk69wqQxJhMZCM2WpNEQYqjQSskGA67DeEZQbFQWNiMBMICYbTGRUECEQlw0iG0QgJoiUCBQWOmMKcUWUK/QYhclBZ6CPEZUxWaOyznSNqo6wuYUkRjLPBKU6rOAwqlEuCJZ5xus1Qqnm3BAsObMcHC0WAWWAiYJbY4YhJyrHLseOl7rdmNqM6DqTdaGOMTiCeSZ0XaiGNDWp60wSphhoBgYRRZimTOdI5EzmWmdKH2NwhNKGEHUhj3HIhMqkxtoiZTOp6yBzoTOhG1wizhAjxwiqMU6t894fO9YxZfKMfoNGPPvKa2B9HmTFmRLCSLACLAMd1ubqOcsQD7ZYHCwNFuBgibQZNw1mkPK5sIgoa93WzTtO+nPfKRNnc6pw2Gblps5sjagGlnUsc1aYsTJpmSxcrIIpbYixTFmmLZU6pzJjoo45ApkzibkmVAthGNYcK46E9/6NV98Y0Hfok888573HYGsIKHecO0GtoJaxMJjXBAwJHrLCho3PVIAtYnQtk/6I4HXWZiOVe4Vl0jJhwxipORWBDHBcuSchoslQ7DPKhKSjyVJAEsP+M2aagEzl4MpWrkkOtambg3Jmg4MZRKtCX+ctk7yQ5owOmAEA1IVYRdlyBTywlpNaRsu0ESWtWuWk0twTQba4uVL+tyaZkDxZvYyJqpbxlG/dwEw6+8ADD/3uV3/o+ufuf/jtyRu3bPPeY+spt41c1DLewJKAy4n68UjWkbFaLo7U6LE6q+Vh2181Cu2ssPYfJmdB+8RScDmLghQi7roiLqMtHuaOgiuJ3SanJqOqgWUth1rO6zkgpmlYEWcmpzojqoFF2MANa+qo1BqhYBEzDSzzsP7CVWG7EIQ2ojQ9lAR0pnKqCFROZZjZRLYuLrjZgsJHTE5M4LxR8JT74MgQJ59hvyGnImo7pfpSlaBGsaBmmLIEdEYLDVxSeB4Xur3hnBDQTDoCOgjpBiYOAY25Ds51pFhQ14HWSMFV6wTUEFaZo2Me+NYKc9PAMsMi/I0zfstt20aPnPzFF1957wkJ58dQsCAL7SVEtXb+w0+/HDR89AN7HpfWk0K/QGWhuCkWSBOlu4qKbcNrDyJb4Z0JlSmThokwYa4iAldFTIkwSzkAhqDdFfg+lXAXV4RrBo5yh6lBpGk9lnBJuCBcEi4pKB42HLmMx6Dg9YJDiY0eopqApcIVqjDCU+Gi4mUMNcFuJ5UMKONAQSDmwtMwUCguQ5hNF7xIsoVCuQ7LQEzo8GwJqPh7ePKgLJcGlBPGcRmWoy1ljjKHiAJpEKaXXnHtkOFjH3zoCaE8gUAxjVRSx3UBRpWvQhGhSnEKjahGJJCYPeWWUUOJ8NY/8MDDXbv2Pf/85cZYgsBqr7TPsMgwICwIVQwMgBHSgXRUaALVx1dW9iJ564p7kwnNpaFCUimJ1DmTiGlj/bbt97eNnvnJZ1857zE1XHoKNho2Iq5yGrZrJJNhCKSpbB78NBtMRxQunLq4qtFZLLSSw4+PLJq7IpaYc6c9UCooV2qPp+KAyQ4HU4HIkBFeRzRetZw0UbSbkmchdslkXHoycT8/NjFBDzHVfkeFgIJOFNiaPE8JqIzyOqK1nAaBk2C3RQp1wqoNipZcMQMFvC4mlfJqYselqlbhVskSdfqcqAyLYzmhWm3ZvmPqabPbRk3o03vog/fv9cajhmxgUUcQFRAC4z4Vzoqa1uGKatzprIuBQ4W/RgsPXkTnt5h6SSmKk0KLsUdO17AKiDVZwCoxzPBPGjPDpadJt05S20Ou0qle80aaIYVkfVNeR4VcQuTKF0KTZdoo5n+B8V/+sYib8eijwvZG09IWq7n/1tErL25bt1iWkNLPDUOIpMXT4NIKHUmryVWIvtjCSTKg6qRo1sM+ubb+p8PHFp65ePWqq1DGlPScBamIqFnnCDcNIr33Gzbd1W/AiK+++dZ4H89e+gE1C0pGByDHEje/1Pki+vtFrZMSPHFxey8umIcsFaD/MGetYg1XlVgZq3azcqqDC0nRgZUqlKCs0K0+oaQ03Um86SpnPypsE9uoiKpBKbVpdzjlExVz9UJHI1ltqYR5ChU7UJ4rFwcYLRP1GD3j2QDjmCyEfMJ5ZsIyoWp1tHTFZfMXLv70869zIoQyAb+J4wOhfbqRU7zPTMXtzBh2CFhMNSLSGP/M35/v0bX3LTeuDdH40/0ffvDOu3mWSSEpZpxLIS0XQRW+SHItkFXn0F3WVYqAYFJR0IgqIV2OxIKzVyxdfrlQJhQ9QYs22kphUGH4ktpLHk9+uuqQQLuYiooaSJrwly0ZqNPjmNZUFApJkrxCXGrmx24mxp1wCwUgrkobTJfpMdiqs+Af2sA0ZqAWDYWMQIZSoaQqZsWg37k9yos9UxnWMBtINBCUAJ1ADEIfllGeEYaoijz3DKsgBBC1f+J+VgzELakogm8hSZSpAjJcWM9FL+d0+yonqoGF4ubng99Pnjx1x4MPrb7hxi59Bj/0yJPO+GM1Xs8KVcRgqBMTW9xMStNepIyH5xZAyzInSSriUnRJIYFCmSnt+VpoGphVa6o5UYTZIKxZZiwbXbxoYcsrM6y4dNIEcUZLQbOkrgl9SUxFFAqnSMpt3PdiwkZdn8Qo05etki+qsxhKQFMRe3FVwtC+3HIwNKnO0jINFzrxrcod6RVl6GImS+skyg0t9yTCW8HK0JY+8yhGF3Z4CTgqHFeegCHcNpD03v/z5X+2DRnz5CNPWeM5tYxaAg4xg1gp0QaWSctALjjn/AuWX5ohzmXRKTZ/gi3azPGyBIJ+ZQgK8c1RaaiNv6f5mIAMWAIVmhdD5gikqKIWlqExreCK9GkwYags4kuQMEZcYC4oFOImwS817qAE61UuPYNo11m8UlY+DleGgCpV6lWQzkxUO6siKXpKhVSUqqfTZvcgzAyiKhp4pp91DHSx4I6ngisLylPhMTO1jCnjjnY0zl6y/Nob13nvcyIQlYSlq+46Hq0QlIsiico0AdPES5dwJ6Xf996Hvbv3XrV06aHPPt5687VLZ09dPGP8fVtulajmlchqGcYCc4vAY64Rg5KfFg68CEc9PQi/2VwAACAASURBVN5Nn7IQVEoCKiPCe79//8eDh0++/8G9FXE61OiVw2HxUcbKJuaSzuVChOM65/XIYuicNdP8xFXLiiuBHHNCJeOKcUV50bq29stCl5OxUA9WRXoYFBXTI64RFRmBjIicACoxutAwJf6tErFAY1eYq0BaJ4UUYGXdGFEyVNoDR1is5LNJAgYxleE4cApyecWuTzDyItw2EDQQz3Dl7JJqDaRMhDLuN3lBViyJuIDFi736SKILKjiYaW/90w8/MXzgyP0ffnrv7r2n9B782FPPeO87ECS2QCpIotUyHi0e0h+UkMvjHWiicjZmgaSvUCG+J3MicipSnb00nMXmL029mBnKQ1URlBADLmwJGMw1ExZznVOBmaJCM9CYK0TDXDCuYVd6HISbcACCJh4NQ0tQFHQ0JG2R58GsUnsLMt5lbatJKdAe7u0IfcS/r8pDqbm0PGLQYIofByZMIJIJYlUVxVYAtA15qwxDOnQtTDoCloDmoSyFYvyJmcJcMxFkJjQDI7UHYSlVlEohLWGKUEUpv/2WzXNOW/jtdz9J7xuM50wQpihWnIURgkFIOu8/+PCzseOm7d37hDaegsEFUq/LH1fC9+WVtJsmHkXMdcDfwrAWM0VAcmWFcdL62EGWt3CxqxfGuuHHlYMBx6SjwrLicmUMtcGhMQhkCO2DR054E4K8WIgA8UHCOj0BHT6IAiMVhoJBTGYYcirDEB4XcpSacE2FBWWhMIesBF/Suir2/eU/uXTPvTPUj5hGtNB4JFDgfpjpwvG9zEOVWzxoLmw4RYxbjEFId+zosXPPXrp27QbvPQUT7jsmLJeh1KvGJPGsYi4xU+WTsU3PipsGt6D9+2+/N6xP/4nD25acdc4ffv2nf/9/T/j3f/39Sb878bLlFx376bBWgiCEsKDgQz8d3MHDOQ9vPuGtgb64NbgkTHJhuLAMrPd+8+Ztw0eMP3TosHG+jqE6V6GL4poJAwVRu6nJ/qUOKc09Tbdk8O4rCXUteF2a8ptnRRiCy2RxYUFo6xZqUU0wHd1NCLegQs1ig6LtsTo9VqcZVrHeQdTEcVEY4cRGPtQ+UXMh1CyYh6K+SYs6JgNaiB9XpOo4s0HFhpCJbVCK8gWIn4LlstI2/s+vlhKsc51VomfHNyQGcFddes3EMdO+/vK7hx58tG/vIc8885x1vp7xnKjAfahlvKPBmuVtmlJFCSSa6OpYdmNRrtTglPtHC/ir08s/juJc8viayUonMHbZVCiuLKsqZR0raCpMc1wortAwRawj5frj0m0hvkWdn1hZ23rCHZMFlhIPOinX2sIpEsYJ45J7r4AQS/lLR7ij3FGw4ZZIgbtYNqYD2PhQodikUNXpEexqbbBEyNCKUcHK24cginImhf720OFpE+fecuNmZWxDyKMcNzjDFBiSQE2QJsG59N4/+sgTgwe2vfP2B975ostpsulqXdSILSkTqZ9NpU0efCtIswx5GZ5MlGROgmPRe8ULN/XTlZ5TWUyYJuPX0OkWHjmeCsuUYSqRl4xuuUXWLxsvoTEEqW+T3ry0dJtNMIDWFj/2RtHFMVRgx0EyS7Xc4ulB9EAyFFz6xkZogTBFmEbMkKCISpQ1/vB3h2dOO2Prpr9673MSOjYXfFqDvUU8ZlXFIxQTOtoSRnMWRBQB25CaW//3J57qf1L3Qd37/f43XQe2zdy+99Xr1t37+9/1/7d//c2lF6+sd/zorGRU5EjnJH0V5QnnjkLQRHChYkv6e02JFuAFOGs8wXTe3EVLFi2z1oK2uLitootCQLlVxHVbRiotaSm9j2IrlubCWOqlol8t/6cTQEcEcM2ZokQwIhgWmEpUxRFRjTSpTCJaNWKJEFbSwagS7266/1NwPwr/1FFlJ1OqFJvYl7S0CCVhsdJNiDE3QAHpRbhtINHRKHqOpM8wkdX9S1E7La9KlK9yyQzNUE6K2XJeym7mVFNweZ1NGz/jujU3CyGfe/algf1HPvHkM8571DyFCjB0VMJI2eR59bBVtkOlV6nQPn2xpHlNqnMn1DkDJSmwZYYnoxAUFTrwMpsGh8UkNr5pVQijYNNbunpMJjHTtNwDi689DurSK8x1QxYkoCI3MhyYkDloNP+Oh1uYpPGyTQE6SUURPCnbLBtbrjQVpbaQx4X44p1JQDHQArQUVkmnpEU5Ba689/feu3vIkEnvvfeJ8x4xIMAxY4QJzBSlljMbNBu99xvu2NLeNvHAN4eU9tWYpMklUqcIZNNdDTZEuoh8FoNxYZIPtBovB0SRlsIleeFPWJyizoE72HuX4yILypXW1C406+V9lJxGCCCYbLEr48oI4+O7Xb2TkMpCBu9dB6oI9KRkvrR0PFUFVt2t1ZSo5ap8lXB1j1DwoHw6ZakqDNA04H7cAXfArff+x8M/TZ8485qrbw7zvHh/ZVgxYUFZcpz5jSKgo5dHyP3xCROujfNPPv5Mvx5Dup7Yr619+mNPveC9F8o98fjz3bsN+PX/+PXN110PwKXQTFictIbNr84E36NWFjFTAhxwx6j13h/45tCo9skb79jqvS8UII3/pV6ncyfUAnG3/LfmnswwqeNkrjTgrth3vwjQEQxBRZFRyZkCqgiXLaaiXFkuDWbBfaAwNQiSzHmpWdCpdw7u9DLu33Jlgwsf5pVxIUpN+UI/mwi+NUPkVT9UEGPAheFk+FlBZyzeS0mYi3b3Iiawzldz+mmK3REV7CyHmsZQwm3OjHX+3bf3jxk+ft87H3nvX3j+1fa2ic8887z3vqPBosxlTIop66HzOYv3YepO31Ikpg+SJ4pE6bytJd0mz7wwKUmmCBXam7Y4BYihAwpUURKKKTQUtLcY/mIYDWyX0t9Tdq4w0hKhrHKi+Xc1EIq9UQoIlD+isDHFpXReTEUpOyu9tVIUpQXCjgUTAfXLqUgFihQTWgoDTFMsMOIYcaP9jz/+OGXKzJWXXmOtk8oSxIBSzoGAysFQbjk1FCtgFrg65+zzLlp5OcZc6hAZjxMLOkMlYZATvO/CSC92qLQUbg85OIEiHZfVlCXtNtIRFC1dXMtyp4IEymlHHFnFnb+0BKxKYJwwawiosuEuptGYy3Ic1VRXBQAgCjmHkx8HQuEsBd48ogEbPO4grekVFd+b/DcmPG9ORfHEMlEin9QwagRYZ/2Brw+2Dxu38Y6tzvsGFsEloHByCq4TovV4UBEMa8q5bLkcSbgF6QU33vrnnn29W7cR3Xq03fvAY9rajLIGEc77rZu2/+HXJw7sOfTbr7/TynMpG4QnYIaNE03KLYEKfK4obdIJcEHc2Xv/9FP/6N93+GuvveWco6DB/GIq4srGoiFeaRGWFkkJjpK2O6bkTbR+S0vn1JSKEGIIBxFfgYkgRKBmz7oYhhATGRY5rfDKYHsV5+Soefcz7FshJjGTJa9DYaaYdJFU2sSv40HquPBJKo6jsJiX1jIlUheDKSk9jHErAS9W3zp00BQslxXoHJ9qLK/SIJ7OkEonxDTRFk7MTFgGhlJDmKbcgHCYaef97bdunjBqWtbInfPvvLVv2tRZL738mgsrXEmbFb8Oqb3UvKh6hZh6ccWwOM527X+SaWLcTwdRabAmYFD5+caGIIbgKF1BhWIyYg7FwkFJ2zWBOBt7jhTyCpPtUqbWBFum5plzcT8XCt9M5VTlBHIiCOhyp0ERrkC5CKzFYr8syqrHKaQYyxlGZwSmTEs6JTqnlVr6/AMXoNgeD+OoYr0jeC+FGaoiIDEVmAgAZY3ddufOSRNnfPblAe99PWMEMcEAuMSgMqkxWMYsJVopf+xYPnrM5A0b77TWg7RpJxFhiSbqUAozCCOU46qcMPEK0Q3+PSlyUjwOV+VwyIR5GAVbSIfF8kJY0A6UC7+XjACbNtykk9d70R5xF7ZeOvUH1Vg7Mvqo0AQk4Sol1GGmMyJyKlEhYa65dKBdy7QsYGKEm5zI5r3G6lU0XWEeFpTJmEZhJZ9Xo3UCKj38XFgOjnMH3HFmnPNffvFV29Cxu3bd770vFgy4DoNVRGVOZBjUFSOcgsNmKFiekHSKZBnMTIkwyr/04lu9erf3HTD++Zff9t7XMfo5J8z4LGNzZy/61b/+9vE9TxnjMQAGgYvxXvPnBTY9HmlXRLnGWGnthZArll82Y+aZnBvGNQVNj1cu4FIioAVhY9KkmjspVixtkAyucOCYz0I0EKbCDzsnraZUFB0cUBA+aMKpK2SmCU4t1BZk0KOj0NSmxLYj5AkmHKK6gaCWQT2HnGjCHEm6tuTZG9KkJ1SQdIMEdTLfblLITivrwN7OC5/QKhCn0TlkppSkRP/nljlN600FTg1OKieFYVRSAhhxgjjOmdFm0TlLVy67klNhjX/rzXdmzjzz3ff2WesQCcS/Qsk7TaiYBQNmESJpCtaVr6Iif/8nvUWsCWL/l3R7Ec2o6lAqms5x5yY9nrlEcsoUFV/8LhVCdhOtMz1wabcXa3DMDRUmsAZiXinKSShmS6H0DpoXmFkarNWSTbVAtQpHv0h7ypKChSUiNSt9RaSZd5fSu2MvSIUOt011Y3NFKqcMy8vynErXkKIueINBAwtCxc8/HZs357wLFq86cOAgAmBSI84xyMBeDa8urHFw6ZnQd9+z++33P1TWIlq9/+l92/K5pDmJl5ky8mh5qfPf8oriODYjELYAy6DQ+SrIuIGPl6SflulLMdsLSFqJ1AXZMBFv3pZkT0rKYnq6mk9g9S28PFfx1UUIKDldiisTcT8q4zitpQopMno5+TtOpxsTJOZSCKuEF+A4s5Roa/2PP/68cMF527ft9N6HkRKVujx1uoQKijeHC8/L3FPKmBUIZDnlVZgy59wLz73W5U99/vj7Hmtv2ei9V0pnlDHngfPzz15y4u+7vPbK60w4rG3GNSteqUk/r/A0OhP6CehAaOLSddQa02ecuXzFqpBHc9aUflpC8XE/o+OGhXCbpCh3cyoqaSCi9TaMXzelomjZkN7k8clFZ4fKC5xB+BZaQvaBltM5FWFmYzORFviY2fK2TMfIKi/3YVM6Q/giIxCnNYg1ccwyLBs4SJSKaJJNwYWYzqVvGZmQclM17YpQIWxevYTj6ss1TXqoZlRSIjDmKGcYcZQzJc13333f1j7xzrsexFh5799+c9+40ZMee+wJ7z3KaUfGG3mBnkVvvUAOzLDsaLCOBovPKoDywfSwJTuGuWukw7b8U4ZlqWUe2rgCbymzVDVSosK1nOPOx6UqYJv50zFYH69zT9EzE6NYAHMKGE0U9IRO2x6K8vSzqNaPuGoCDdLbJgbfkIpaxirNt6hK7zrcaT88pqL0iTFRvZ9FEioZXFQoKoPBo/Lef/75wbb26b/9bdc5Zyyo55hLnRFKqnZHpqswoY8B5TCTVGhcPnNa8in+84tWnKUikoY6NL7/4XFivIDmNcxfeszqKiQym3jSycCmaIujtS4TBeBx3CMRA30a5ghUqStmr1hxh9dy3CcZP6yYO2ml1Nn61sXnEw5tWHxspocUy2pU6JwAo1pwx5nlzHJmjPGNen7JqjWbNt3pvc8SrIhJw7UF5dNVqqaWpcrlpgqV3BDKtNBS2JFDJ/32V6ecftrczz79HBj3Mu/44dDaNVf84b/929SxU7IGosIR5RpMxk1S2syPSCegsW/GXFNQiEqQbv9Hn7aPmbrnkSe99xmucPjO3IT498c9Hi3dUkuJkBJ8Agkg9DnpT2l52NauKM5sAs+tTEUC8YJckDNI4MiC5FOsuAuFf6Eril9E+Kj6VEA3vwXlXZoIbEcKeFHQlcv/iJqSOBC0AIL9jIvbHgE6L3lBJo3jOdGEGUyj1ZCKqShrNveMXRfpRPcq8l8uMOYE8TAh4FQyIr33e/c8Onjk2L/9/aUjGQfp3nj97T7d+m66dYP3njUYIgoxE9zYguB31LUrx11lkuAF4BBLqpDFy4hQcZkim66co8o404oWq6Elipk1Dl0R0y1343GvEMWo0OGzYJ3oMS0QeZWHpCZCp6koQXVMsBVPI0XRlPDCH69cHijWFfnxdrHTFgcnIgIx3sVXkdZ64YA1cR+aw1ZAzOPFVakwwiwXTprCNolxo0ArLoFJyhRIffho46obbl943spHnvi7sY6CQIwTkKUqROj5iokmKndjMdOEqRT0J0IFLD5pRnVL3Ik9XKwLmxC85FuE8WF5SBhXrrT/YoaLoTyUEXGNqeVGSC6bEIJMLDSPG8s680FaqtL4RXK0Oq/ONM14Qq+QnsCWH5pTyCgPh43rsFQLpHkCH882Ewa4EcIp6bTySjolfaOeX3LJmo0bt3jvg/BH9QJVSDAV7zyZgJqKWwguOGITbinXkoEi8Pwzz82YdMag7iMH9BgyoW38pvW37tpy2xmTx/6f//Jfuvyx/+6HngVppfAECZ4k3TR/t7aYEbHgikndwNJat23n/WMnnHrkWF0oS8AI7XigOCpDhcIJaRM1y+J0rk5azkn8HFv+M0p0QVsaqV9MRbWcFEo5OckIzwkPQjK43BEhoIOiahBfQVRipnIqG5iHP+ZUlITpsklPmFrpbKOq38PjBwk7GozgANF4LxWji5Bac8IJV6WTYFgOKK+k1ihGBeXAIM5gIm2h0KMr/knmRIYRBQ1Dr9L8NC/cYCvWQ3zmuOIcO8IsIZJSxZgCMJxpQpUxbsWKVQuXLK9RQGAo2Bdfev1//PffrLzwYmMcRwIzHcBrHDbvAixOZU5l8AIpcW2DmUZMZURmROY0KoioYiOk6bLpUDdiAqRkuEZAL2o6NH0oyVZH+KwD0s1KKnNstJPi2kUMR1rPVZAkCd+rSCEeUwW7MoibqhsLWgOYR3w4DaNhqJZOIwq/O2lTAKciU6gmeLDl0MeYFeu+9PaILUjLDQPRh7RIt5aUmy5MWmk8ExYzTbkSXAFXAIqDqSOecx187bT3iEpEJWKyGFyVCxzV2EMYLh0tl11I0LknkBEgPIxACk3IX2oO4stJ6/Q0oMdgHV9XQHhaXm8a66vPopBSjhvoTWQZnOwecOlBecot5ioy4FmnPjs+z+OGuTROYa7C2aBCg65Y9eGzYCKEQhPEQMPwkpRIcgtEWWnuhTEnhAl0UxGW1i6EK04V5xa4FeBCV3T4+x8WL1q+d+9jQRYgrsvE9pFJC9IK7bh0hBvKDS3KRB12KAtrR2EJGBDWcbdz466u/9Fz5tgzp46cOXbgpK7/0e2//u//9V/+t//y//z65PZxZ93z8MtIeyQcphrlBECCLggFtHnntND9YhIxWcyowoYZU4ybPMfnLlp2yaWXe+8xUbg0gYsWRMWdKzSF1p71uKfuuNhm2vSkkF1L5dpyJFpTUS0nxxoodKwZZvWclXZwyV5n6V0RxcPLmt3RhO+f4cp1O5lzVCyp4utiAGOal4EKmkOroTgTiApcxKnwGsryBxQKdkqhsSvVxLkqokboGChYCl5oL7VHTEWsnAlTKO+BRDyu0OowLMWsYnwlyF7gSjjMDGGGggPpQXkGRmrb0SCTps66Y+NfjbEZEkL7n4/lyy/6y+orrvvpSKOW0ayEQ1EqahtG6JXAVJDwkaiie4T5aolfCYWpiioskSTCRFPzVI7xTRwyRUiTcMvKJT4KPq5bYxpcaB0vZkiFpkNafccSlRZ3fqFsFjROCsJI0XuFbib2E8URiuyPlpFpRZChinD7/3H25k/XLVWZ4B/TP1VbHR09VHREd4dRUaVNoZTM4GUSKAEHEMWhFNoJS0VxQFABZwgn0BKrsBzKoShHHBgLRRGZ9F7uvd/3nr0zc62cc2f/sHKtXLnP+ezojthBvLz3/c7ZO3fmGp71rGeFzFDeMILHNa4rO1sc5PVFHkWjRhBLrAedau3YJIiTD5QjRBTVceXqcyPVTvlAvhnawETzyRAaxm5nY2+z2KhaLhw8YV7hENY6dpc3k0gFY3fFYsZVokbWSm5bolRKgLRj1uaeH3Y8yM0aA0yufPGpKV2Jk4TBYHLTwScqgYVqffZ5DhGQNTcKfjerorO2Vtf5EKbq88CHx/0Hgq97LJ1JTNVCNT4LWVfFFpmKoxA6eJnvTCJG2fq0gSdkSPY2+AIugS0ej+CPGOpx9E984pMvfuGXv/vdv9l7d1zTGpukTGDKhSxDqKn3S4pnLoh6QILYXOxv/NGf/9zPe9b//s+f+t/9k//jf/xn/9dDL/jql33la173Az/2G7/9B5/57H2Xu8t9D8fuyx4z+7/RsDXXdqUwQDgwdIyHj0cItZX+qU/8wzOe/tyf+Imf6b07kzzmkBoK+E+IPYWzaSIccur/32p75yMpP5yy9pvHdlVbUHkZxLI5v9lRmKFKhiZxrRjLYuDMaLEsOug+JfVm6W4p3CveJJzH2HwZygsaZJTSkaT2a1SbZdVk61vueTKsosa4bcFMcfTcPdYnjCWWg5Jogsus6lvS1SZZHM10gFB773/03vc96zkv+tO/+DAO5fZ2senvH3n8I3/1t3/9t3//+MX5VHEN0vXb1XDTNXax7AbMUiWSPjvC9xgiKJtN97cgvbenxJRJUJrLu85N94nm+f4joavefI5HNNI5Z6reOB5k0cSEEVfqBCKDTLRyyeKsQEx3G26HaactQbZYsyf82vZB5sCOFETM0CStzQD5wZyOsW1SEZcm3+VHoEMlpab3j8UGoXJ1vVpWt7Tc3825Y+U+7mwg0XzIkxE/QSXal2uPpf9SHoSqbiekRa7ZWYUZVcXuqlY0+TXkaA1WTA1TOd3qdex8+k/iiqwnuCUwTWaCq7OM7fLuZg+4gv2rCGfovMFi5sbewvQfDoxiMT7KrY6bCRmxIFSPR4qHx9p7//SnPvOCF7z0F3/xl3vvLhbQtOl8CG2HnJDcg7AklExXwVRsrJfWHyvHn//lX7/rN//zO9796//xd/7LX3367x/G6Cmlbj3kbqAYxwJpmCWX9cy3DmVUJVb+fXe+gW8htFb67//X9z7tqQ994P0fPloHl4Kn0RKVKYvUHl6dP6wvJId62kIPOmsuZB3z6YxHXuvp96ePOteK5JLQwK7EX0nJhaNlWV6TCyrVwgAZCE83UC5GCjaz41LbQXUNmV6vBG4lOPW3et2vQyo5ny5k46NxJMaTpPPJQLmY6HyBVMgSLRQJFwwkTqGaFF3YoQ4RWDdo30NVCOPQH7szofX+i7/0ri9/+dd+5uFHmexeNxdzPVI9Hr3nPvPwvU8//OjjF0PPde2KbubCt1xRVj3qA8tiSvT060415+4uO3UCid94glyI5eHTsbt8bws7xOu7EpyaOmE3h/d3S03KmwtcMGgOGweeVbm9RcrM+cquRfmzkEnHjLD1E95LROEHuaLr7eG46nNrF43YRSPaeKt1SZn+cbmYucBegDXcJLUaItk+A+eIzjfdpOxCMT7SCMrlYilbCik0VLCh1yV9vW0k/6AjrKWBte0TEwkz7VgW7VR74N8klsA4a9CB6uJiZeGGsauERsD2sy/XMC8yhOhzC/VIbSgyYKqxtlAa9cwqFLeQhLYf7O3ZkDuao6/SR4tZaGyUp44rTTFponFSgdxiivGIoSM0Z7M1uR/97z7+iS//sq/5/d9/bz76juH07mTdhgdVdMQ1Amg+N18OTHXfIYTcR2LQex/DwXyI225CTClmjwkhIxSEir6iaj+YgtmhiPj3Ut521WNNKX/P697wxc9+/nZxMRwpHgGbw7oP1CrKa/WpO1+oW1ZvtlvbY2bzumZ8ClJB5UbXgSxcZ0X3Nntvs0RYIFUVMuKS60A4djUNQZKehRdHCq+jn6MCzTOPlToDnB/zAlbVkIGi6l42AYh1GYBgGaKWWtWGKZdiB1WJrMEXn0iAbuolW2wkPLW5cLH+YpDKFZvzu4ukHi3y2DNEDdTQM8pLZCBoXAX4alzebbqY2Hv/5m957av/7++4d3HO14sJzhciyO0uQWiP39m//+zjj97fHr+YzXmdDF3XS8TWnOJKTkFE04gKY3lz6c7GzSXJNVW4Oqpo0pBhfRV5adU5SNxcsjuFgCbaNzsEEVzfXDCDDJo25+92d7He4BifKO93SHhRpYHV3IG7j+2QXRHDymS2UDCRuFbjsECmHR4QmXsZRmlqXOtel6Be+xidw52SsGXlg4DdXRFVqdRfxxWK9dHnGjK1JdAmrKE065MdwvM5loax7S4bLBcTLiYYyFzfHlAnPTtdGBvGDpHKCRpvocisjjCRv9ExeyrWUbTX5p4ag5hNNxoPMVYBYYB/JhaD3l0aH/P5IFnSkchyLiLCdJxJV9a/L5hqqj2WPh1nqCeWhNrhxXma70mpZCHdPJ8PjHN9VOmxEYeFGYyHamyfWoXTLGaaWJadHwUtnw6fD5+pd6rxSyc4sQA1bMUWQvODRJdL6R//+Ce+4ite9Ud//Get953Ac0wyHQ5T9WMl63JR9QXTDtH5TN9LtS4bwp1zFwCXso1p997E6EvGAIjWWmONAxcIKgTXnGPCm887xIvzm/Wb8zsLNAuBdoBYWFPqu7HPfMbzXv7yrzmObk02JoErFqtRZXUxzj4N33+dtnIhKju/GCgNbOiXK+Aw++AJLeq3v7giCmk5sPUbhN1FMrhKu3NpmZTyycVEyg9GA5SnMa+DhL1juDjvfCLrbzBaanfFhKk4n3cXzGTiFRWLnedKnKKPUzQ3gIiQRJOYvCCVT6SUwiWThaFAvlBaRynbu9ujwuXIYBGnnNxkNDSaBQvNct4vPobj8cf2Zz7jeb/2a7/e2rFZUhD3pLCwu4zhcKG4mDfnH7vbhUsqJkB80oMC/FP/KStq5NFuOYG7UaWTXl3KJ2zIELPx6fGLEVvmYuYILmNaEELKipC1cESlabOB09+8K1k8Ev5xMbuQjI9uxowUBxycvRGZdRDuOfAfUzxo9gFTFQ6pQeqsQufWnM89yMxlDvFmkdkpJQXJqsdjYrCYVB4/f1LT3wAAIABJREFUBKVGQK31CGIjAy1e3KfDp4ZhpvgQ61mXjBTHFZlbCw2oHq/B6h5ZY6wGqsASI0D0DWJj/KTomJT6WDGKJumE15xvTl6WRtvCuNWVD1lYHoXdeSzjSlVGMLBGKufi2MwMtJvP1ac6Rk+tGa31yYWEq6ThUC7wzVEFCJmSQ3pFvtpFHqKJtqFFUpKdyYekX35UBIXtmUbS5jOGEZ8BXcx2k1AAQ7OYUumfffSxH3jjW//8fR/qneZTVPl26rsgtRc3qK1K6yGOiMRixditbzRZxvhqsFovV4N4eNKV5qrHUIOlwiorLQkdjE3W0oUiyATGI7f+0Y998p//yy94+8++s/dOv7coVEOJAoX8MjHA6YckXx8zADWOdUzzO1n4C+cbVR2XqraoOp0XVyS9b45V03cXLnu4dxnkBXJIUjQSV0TVeyQyGEYKnC8WNOJHKAQ1JxF0QJcMoaHtrlW/xOWYVY3cqVKKNjeeRck2hzocvr/B/S3sSqqAyidmilDRmysOpcM0aVIQ7+8qnclyD8Ynh8maSAMrrUn96O/4xXe96IVf9vGPf7IdnUa+XkywWOiwWazkAAxGadUSAr3kghqEuQ7hleta+E47hsFP9UVyEcmKnD9cqNaP4rbBGGZr5ABqqF3s/m7vjLM+yvdq/GSsAC7zO2S5DA7gToUII/7QuZdTva6nz5ETJfmoAMUXE0lVXV6oyL2QCPepN+UU0+m1mjXkq9QTU2U56hHpiw/QlRLn225lLtRYarpPUK7IsStar8wZrThgtiNh0daT9ac5k4K4SpEGY3M+24GDzfKM9Ynm0FDsSP9WkDTkAUIKKT0wHqOhdaUXSmg43MbkpBXtzKRKwY3JzbKMJI1WuZhoIJ0QQogFUwlpAf1I40cSL4ydrCdjgOeSs34Q8uXIdMHTg6hruCKLaZ+F8AVDdr4BqxxZLLn2Rx+9945ffvcnP/NozAdRcjQGTvaQmxaa6l44aEeJK5KQQjtgOacYO2p5SUUVob+kbhZ5jxarUcCpU+3tzrd69Hf/+m/9r//b537gw38dc+dddIAawiLBvXgIbYEHWhCaFNv49A1RKKGT+LXF9TqYlkvM2hmg00Uqg3EHv7nhgcgVaTkc7Yoo1uZD6HeMNpwo5MvjCTdMU9fpCE3Xpf5mLZctDzM9lo/ajqzA5cKWkTOpLOBArsRRiblRZa1qYGKGkpYZn5yPgBmhgisej+Po3/SN3/qaV7/2cud8PHbuytxduneBUVhKjZ7OhSyOgVAgmj0Io9t3KARrvO6UPGl/zz4+Wh8NTHutq0F3xt/fncFgfaL+EmbHjrdgMJJUDM6JagM9V+c5WR+NWyZr7K44f8Tcfaru+kWUCrEa4Sy5aXz5B4orFzlONzp8l2Z17clEyna8R1/sWdB6peeqbj684vY4hnlj7T6dqpjyjYeWGyB5UE2Ulxv7R1yRW13RbBcjemEYHDyqw9FMmh3DDsGxzhtlCeBZVVPBjKNKFMfUFVKQIlDUDZLboU2YehEEbY2dYFfKhs6TtCtaUxl5KYO7Ra/VQDEuO19COryWrmChKRcyzTfSrsUNyW0J86ePv3ZFXEQkV7Qw1zmwK6hqrvIIPlcfKR5tAiQYKA6bvF83xndRfSHHVHaXLiZtJk2PwnkbsWpZJPPsimhkgTQYwbp6DMCwD1Oq2/pQED+ZvNHuqhSt9d/IEhmoIR/f+h3f88wvfsHF4IjbaHxUnK5InxTtingbZMxVprfQTc54KxybI3G4czfSKQSUQFDsA+VJ51oRtRbNUN0EUp6muQ+UEkmViP0QsQBGJkH4OJUQBpbtiwvF0JQ858etsB6d1IrJD4mv0hx5q8Y8gyADkcoDWS7Dm/tsg0KzvtIOsKMuVQzPgd1htByNYdK+CGHBLqwt6v7RYhPDFVkfAbOzed9CDMd2cS964ct+4ed/qfe+m7TNKZzVp2KxXky+WKq4oMG4cUvN3Y6PPH7ZwdNY94HPeJqLs7h2w23I1MZM+StJUdAPu/ObDdzEWiWl2GzaXSQnd7F4ChIpV6PyBsFBEAvmhpGS3UjrbwU/9Bl8o8v5Br4SsECFHDdaE/KsAwVh1RdDskZ+YA7nvvQwzqHlQTXOD8UwmQ3D4MAhfeyj7VfNHLpKrMsJ3cWV6aAxBJ8ao20k79Zots34OoWEWJ5/I0tt18GAujGTFpkXpALfPxf8KIwtLo7BuAORDwVCdj5R7c2nw5Fw3FDjnhGoVQINLox5ImOsXBrUD1R5FUFSjl8iDZU4AXQzLWODpVxRFZRGPAQMbne1UBnGEQYNVSuXOv8OgfhaVokpS/CkhYBFRlIDdJwTa4BucDQ4EiKi4OEVL1+H3QaSbEIXGMCHbGBIa8qQTIslZKmrHZSx+dRgSqw2oB0+xugRnNtcaBCbT8c+kLS2bHjuC+QRSrSpquqbrOQIqR5M4zrdaKEtrLioF43BHigQKrjwkpe84ju/+/uJZUdJp48dVFyr43tgQJjri2NrjSFtvo5J8ATTDfdfeM1vUAcFo9PguYTgmMrZFd0ZIDO3ubCDNy5KzKsLRTp20JoWvN1HMrG5tCmdaT6l6zDp5ZSmaeUhr93d43JYgKfCIGTvi8fisXhPkeaEWdQzL7mhoF781ZQh0juIGAs1pmk1IL5uqA1SrcjaaE0ye+xH/9AHP/KvnvDk//Rrv9573xSzQ6CbkVzatI8aY76/QT36333q4d99z58YyESaIj4eiyOc5oWLtw5kZXgT38ArhEbM3JNqfSIfppFGF7KPsy4N4RCe+mwpmwBaw3iIZT8lpk7UUX1lzHrs4JNFPi2m9cniOAa+HMvA8rBEsg4zFW9iOUKeYSDNEZYXTcoCkgnBVX1If6bEaOKcUNx/qj41UBtG/qHeVHrxdRirw/bdZudrLB0TySEzWRZH+Ek/Gxjh9t0eqLmKSlB60dQOpySg+Dx3+6x7QXRB1INGzd/6tLsA4/fNcTx3dXbOTJBTBG0xucFSaTosIJSMbdDhqSX51kepilHeTJCTIoGgnYTJ2VM1rqt5FjMtGM0JA8BksKvp5Fido+jiRBp4qxSubQ9M0mByPmEsjslTt9Aa2UjU8T14IsCMZ9mQcpY1F5R5KxVThbV1jD+5YqpytwsHJGozO47eDuXo/a8/+Def/38+4bf/83tS65uvJjT0LfoOOAgvAr+PtodYBzV8TDno7HJGWunLQf3sIyt4wDtds8+lrfUUBJ9bXElcR6oXO8STB5ICPjnkVbh6DnwbiM2Q55n/SajuAovhSqchR2gwiiYKg2ZsEF1SrigFXwLmgNljPrkiWP7vWYcGuUFBGynMFUI2LjrfRKtN34ZePgXQJbN5s0Vncz/6W9/yU//6Sc/6m7/5+NH6bkc9X7Jv6UBit0ScghBzu3cxn/j0I8CjzyAcsVDv3rG7vMNsDFQOgFRTDyVGPiK4i5nqEgYKiSFhPHZIO3hJCBYPN7HKNsYOhQEZ0bbWnEkIh9a7nEyKVJy/3jDMP1wLm/odaTSAdC31u+NzwtYtiiZ6N2q0GilkyzmXM6CL+fq0CEqgnRBw3VFH7gaj4coZwZurP6DOhyJNCyfgSGwrE+U7xm59FkADBiGbjyhmGBX7QrO0x5mCRZ5R9gPEQkOTpbBKL0U7Zj2xabjkOGE3vc6nVbq+VPyRjFLKX4ZEJNUXrMRJT3aKF7/5tMzokuEmxILRgfa8Bi+AvI6eT8Gt0Hw0GDprauZTBOZ3xdp1wEq/oQtUl8i1VV3tb4G1X1h+L3+spYRl//DfFFA8co2PXR+Zq2UskAoGmapOrUVEIGq993f+9Due8LlPvP/43dH7BYoJh/dHCh1DwVxjnTqz49E8l5ZP8GAcbXlEVD6J515foNJoXUO69lhnBh0RukbNBgbIIyD46WgRq5twuVO2pNkNWgnNDQZIZcGFcs0I/P/siry4oqwO27lIoN8ib4sSyjABZElpVqmFDKEFHgr5IFc0doyPzidwabvzHotz/ste9sp/9x3f29pRcreubC4bGHi9FNs4v65co6r0y5A7OZLNkjZPIMzaQlk4IKrkxhPTKSZYzB8fxUrrPxIsSNaPfrQzPUQxQS0WxyVAzrrITMzAAtRAGjJtfMZOt9H4eByaZI+qknQ62BKdrWGEakyJk8hLa8X1y1E8uzNA+lU8ImF2Pe8Y5PSSiRQMSn64dkVSijuxOtWd6+lNN1yRvB0zMOFicLoi+TRKUDjtk3kH/AqUKzqhZzOMUywDcepwBZUsTx3PrujWdSNbItoCvWWfZHAOTUC4nVQtYtJzzbNg4xYHnE45fchdf+l8ijHqRRh0B4ZO16gyMsuRcZpqIIsrciFB4oVSRB5qrtAP7nmEsUQMEJcqwJqh3s4jUU1hcCF7VqA4/aslUbvK3WUFlCLiKmu0uKIDfPW5h1Be81WvfsWXflUIEWLdQ3Oxh9Bz7BiK4R0o+wRjwavB7XyWR9XzpBF8usP1Xc9wUGdF+s/8aXTe5vxQn2MG9uaCWM/r6/7u7wyZgDkJdEIl7JmovCQ0ByYWCwM47jygUyLrHRYqrWCA1jfwDSGhSwgJMSHm4HPw2XvWTYmZz+Hootf+A2LxLF9Gcq68A8jWRGqvc74K3YBv43DhoFzSCgVrEMMCYtm3cLT+4Q9/5KEvfvHv/PbvtdbBJVLlYYjyoOZf4oC5ydWpFuPuvPPJYqFDuLt8f/P3SccBKCPBi0ElUzuOkwGZHDGXnbdOo179+0wlN1AwNQK79aYftpX1la2vu8t3m7/bgypgNEUxOHw6TxyRwzNGqY5CS4dA5NTuV01+r7TsTjiy9CKAwm81FiFT+CB0KSYNK8/VRzHHIh8lFmGek3VSkQ5mV0NQRGRF0uizpQ66arIUmVefVPmk0NwjoicMbSeKooBrPKSWNCOhEQxRK1UeSM7A8YcH5ekqY7lkbMR1KE3Uf+ez87PgekIU/hHDqszfrF5osXyNwS4LFW9H94QvUSrPI/L6YIGqv5xd/flA0XqgShK7IowH+NEPwPWVITULscgmPM0F1cGHthjW5x3i5igQoao2hQIL+UKuU4hwirN3COSDFUD3gAU5va8HAKfiIF0oMMgvxUC1UHabfDzu3YNnf+Gz3/pDPx5Ds1ggd8hHSL3kHllWWKMCOBqH+5ATDGNK3KhIsSu6GthxY4fIX9Lz6t+j6jE60xb0fLwR+KuJ0bLDdpdpJCs1h94ZvL/DnYGLwYvxmxsDUrWuwd0e1tOYIbSQDwvFQLrORofwGo8qF/H58c9dtjBEBnebHFaCMqiYabDsLtGcCBeaXfWqHUsTulAtZnpksjX0LjGRSO1QBqRxbQaTHX2yTB3mgW/UCQs2m8333t/5zl/9khe89JOf+PRxdLMnC9lgNBCM8daEGCtY73ZEyBbjaIEcsnKZI+tRpnbUTQYUEPjNht0lw/J9BpLBUdIno8yjlykAzJtLFEEbiMZnjDWUSkp9TtWH2FLQ3N8DR0WESqAZRpzOdnkoTg4PIRH92k5Izl5rf1URDNRRISgFz1O4MC+VHK8kokot/ZRualVy7qvtIXcnhV/qDSJaMElsjcJGoTrKSbAHODPj81YIxLjqtplBH4TZ2GGgnIJKbvidozq4sNEwkqznLP7H0gP3F+vT5FOL5YDYIDQfR58KpU0YDx/7HC9J4Yivoth0shpId8JxntBPwFc9hHRclC2FxtLAWYVozaC0JDfMTdpTxODawdXk/aAHh8dDpO2IknAx8fE7EDor+CHGoc2uirIbRGpyWh8wDQ9NpCfZtyEdsXTJNUeYGw9SUJV3uuzGMEyKvETm0Z3bA7TflQxAsF+pEsnKyHdJnqelDv2qCSIv7vT5TpHsIeZBNcISQw2+RCzH0f/qL//2yV/00B//yftj7rTIvjRfaig11oMakG9SsX1pLIE/e3X1rV474FMCpCPOK4daJLiEE0An3DkRXCAFF53Q8DVnF23gqVWIEpHdJWlCFHIkxfgUmA9DaSMnUkuxQXAnC6NpXxHYR4x/sclA2RnxIOBis1mYoJwl1FPFWEMluys+tVAO4VMtEffY0FL7JQNaxILY2QvSHTZwJYbae3/99/7wa179bbXUFJszyceKuWDIHjO6AC5kXygucmFKsk/f75NBYhPJfCYcoBzkndUc9OQkSRwpOOVYYQzFknAvlCO17kJahz95MwY8t1gPAUz4rsaoDuUeBsiuDTEwnEXbLrUj1cPniqy4tQYZZ161eUAnL8QCqeh5RZrbSs8uEpyncU3Chb167yJOM1sjLU5KsVEyJxKmeJb5eNC1Q6BBA3aOyFo8KFfgqhvz6RuEY3c06yQJw01V4GXWLbF1BVpIgjU5HsquJ2k533DO0iYvuITtYgUwNudv+Hjw7boFiorktPk1QYv+3nFvCnJDgopLBuoFUhuP2eLCORb8lp7aQLl3wclLpjceq2P9SQ1eXWd72t3S7oUF05tdaBYrYQkQDh8P/bzDaKaCsU5eaFAkfn+AX1Ko0z/XEz204SY63ylvQIVUayU3DRXAVcamUvnKXzq+McYafEmhREi995/+ybc/5anPf/TeXa59MDBz87n4nGH2olZUgyesTzSdTyKt0yUDxuTSQOVa952Pdv3UyBJiN4R/iFvFRjDo7c4+Ke8gvUdB4yEQRxpEejkMcA91htUblbs9WqQAapmkOZz8lSuiGZFcZJIm5KXzXBto8RmasLce+CkceXNPy3qxu8qTVcxVaOdbyN37UnL/zGf+/kte8LK3/czP9d7NHgK2zYY7i3cb7MZfLuZDH/jwP3zq4YTpcmd2iOZWA68uRysDTfLnZ7RntmGHYd1kLpFj0rAO5O1KJFPqyPMs3SzJ6oDxGhznGIcioyR7V0z8aZ3F5UhWdApF5SJhUKF7nDhp4oq0v9kVaVPTiO0ktslws+5jAz8beMV504uge+ZJ6mfJJb7/GAoZXCKUjjYaR/wFHPm63LlheQjZscKBvC7yCSVXcV5mW5XCrivTWWl4kgL6Q9Hr/P/PFZHyvYjraDqP8wcyrUvsjk4c6fgIAr853F3U71H3nhsW0dBQMPhZVpFIXNv3az902uqS20GoWpVRvtqnY32nyfnE+NuQDRO94OGThkA7NTxMYy2uCFMjCShkmRJOEZYO0NNZQ4VA6v90Hc+pMyjjNpgeHUrwpeQjx3qk4xu+9pu+7dte732k3N15+swEkZ5xNNI5BZsjY6F41Rik71aXHrUEzE2qxemRtYeDsxwqeJJJ58D5NoPOqmZPbT0pm6EKOWVR3Jq7NOioKmIBf1hcBH5UoXhy88imcDDIQNzYSaQIl9lLEUeg0e6hXjMIB6ZxudActuGcQtVLdjOwWo1vAz+Vrd2QQ43GZWtS7/03f/O3v+CJT/3QB/+qt272YE2yLu0QjAulHB98/0ee9IVPefMPvyXFFMbhJJcjYsBaxedq560yLWJ2qfCmW1ktVuOKxVEJw1HISTTmi/FGaiochQerpvRa7s06eS+4QjAsC9LwvDIhv7XpisJ5I0rMYUM2a1akCzzDSaPmAlC57nDKFYHKiiafQlnMiSOprEimWG027zwcixholCQRaEzZACeOBGs0Cu0dw1bWx9FFh9Q63SEcFk6Nn+c2TB9H76TFioEG28iDjKzOjE7+ZqCG3H0eoyDpOFBSxTFZUlZVwC6+VlLJiBsCbycmSs36/8oTGXQGL6L7B4Qhh0NLHXkcH5LON7PUtHcfcSrGHbxkRadXQ/GuVCKnVIE/tNTeyIdy9aVhrrCQuAaHzTFlX0MdoEZdKICUG9qU310sL/cX6qK1G7DhRM+IUcYjoKqC46SyWFQxZqGcaX+pEyMdmFpFvxLrL9nSCKFk5EcoMdQY69H6X33or5/8hU//jd/8vdK6T80gzxIL0YUZg7K5qxMDSIV2+0lMT17Eqdh8SktuYh7TrnLwKvZkVVswkS5rE0J1NhmXd2bK6h1zsVTk9yf/4cIA6OifSDp1MVEzMZwmfEMUsIiAvs35Owv3d2CUb3QjDacSKtvrzMT/ZJBE58Z/wlhxPuRySfwrUpL6oGrfI48mK+h8oeIZPZTlSanbHs0l9N5//C1v+/KXffXRegzN2Ly77Gy2JqErNbf/8K7f+Jx/8j+9+Ete9tGPfKyWgxIaR8j+lD+f7Q6snzTATzdO4/AcnGFU3dcmlg6GHE5zQXonWUYPy8WmiwmbjQZICbHukDcXL3bwVk4rQCVxHWOO+JQKOap7ccSwoxpHNYxTK99o2aOChwuNhvHoaPpBkQEmmSN+aEFPKumJSKhOQSQ9kvRafuambFL0yoY7B3kA4xhnh/EI+fC5u9A2RyqLVHNq1K1lOBiyWKgsQeaYFDCRpzCMFss8QXMXMk02cz4biLqP240nGs/lvOgRjGFUlBWxzuxQaMWBKy5sbzfalhcc2HEfutK7ZFvDL262Xo6mY6mOFBdKKDzQNixtgpaHsGA8XKwn/GpsKsySBQoXRhkH+qUo0xzMZcguVEzNYpYqulM6UvS95MOoh5pleWU/zE5SyoklxaGyHA8tLD4dMAYkttHBGhrGg5rYFMqn97ZkllXsuySjN4srNy9xV9fghJwRKvXr1zpCaswxHCEeMdSci7Wu9+Nn3/aOz/+8p/y3v/xYrF00VuZnpha4j1v0IUnG2ueD01/N0Z8jK0HBj6fxAjpgPXlcClUhnkWxF1cErtBlTdq3aLZg3WjJ1ETti4kXS2qnQUu9Dd84wvO6u0FYkGmhCpGYqJrFxJm7SrMwbC6oGJb9Fg1jxUmoVaJ2USLuuRCK/quzS6r9SNwELA0if6YZffOuuOFX0HkDZXP5YmIOx3Z/f/U3fNuP/PCP9d63i99tsr46W/YtXO5w38Kv/Mqv/9PP+V9e8ZVf9+hnL8bmi0kCsm02WRYaAS7J6PjCKTxNsDtM1YYk2tuSDQi4IU1/yp0X8aBCr+cgY+YlmAiTHJnutRMaSz3H8c2JBs4fxs3PZ+xluSWZ7M6uYhHPXxL5tPysEywNDsg/gVCUksohRoe30NDAZXaDrAxNNpn7bR8DfCVyP6geaXGU+v0wfxpVE0bcjMpZEnsBu/T5lO3Hm/MGo5ryCRsSCUDwah8QSN2AXMV4R1TfuomK/COpP+ZKlyfgbnSTNKqmUIopr0AMkC/NxVnoUvgVtfJIMaPp/UzxnPPNX/VLcMVoyiwNzdnUhNOl80udenJFeWx4HY4QUkI1QlV7Vvqz4XBDGyxT7VkgVuIEXSVSh/4ECEtaKbwPzoHGIuifYcV75V3If5LUSnmgBZOUbTYzJ8gBusfDY/beA0Br7ete9ZoXvfAVl8ve2mybQ05KMM2nE2Y8+CGyRc2tegaSTwux4pSfXSd5pwtTHfNnMykgj0ZG51dXhFARKkKxJpkteijo2+aWYaxUR7U4cAnLLRfjsnjZI6Fnp2HVutiuwX3RgtUVYxuI9zI3FgF9PG9R8hXRyUaDUVslHcXrgyfAkV1BoZMz164IpNziqTQ1lQvIFW0mttw/8KcfetoXPfuP/uBPeu/W5M3Eexe8v3vSLE+1/8PDjz39Wc971Td8cyh946EbHBJW5iaNHjfCSFUMeyZey4NINUVWVbcHqsqZFl9p4ofEdVmcK2Z9DqWuSqlzAUM5MFcbzt3NAv3LV6/RojZSo2pCZg7jYVVkoK8H7ekHmVpyRfJdYkdkL4l5op5fh7PUZLh3e/6xF+HwOegPgjSE1dWMHgxUZhfSzfFaEDMRgqRFibaxbNdTRCm/HECHz0zSGyJgg6Hjq/WLIz+l+KfVs4rXLqAK48ALp4CBqQPDHOSB3JmPmdhrTTS/yXjxYqpvZKq6z01VPdtQ0ltZDKeyruRPg6W98EFmSyylO/xSFjdzzbbgUuLyZwIq6COjHQ/3Lx8qRjlXoMFXXWyTAIv8sfYoOhpYwgJVEtPbwOczL5+dAVOiU0uhx3jE2ELwIaRHHnnseQ+95M0/8rZaasgNl7itQCw4TijJ187yodLIP7QrQqX3oR2nvZqq96ATOnd1qFy17c6vZG4SlgaXERu4YvdobDKcFe0u3+2eKhPELr9hI3zapnr34sB0Di6In/MNqL/HT5dgfTIQWfikUR4269K+kuybQcqECI1N4kKk2nFKbMWBD/gLo+OwQq/pg5w5xOJ8wSGPOJvnNxONy0drP/Xmtz/32V8SfYqhWZMt2ejQTDwuWCG33fkXf8Urv+rrX52P/vgGQ81sqfrk3RGHMJ0YbrAO1BHEbL9qQ9YEEwG4TwpvoBSvaTTRMNxpVFmvEV5dYATuyLnpaXZRYBsjYcgKTJvCwewo57D+aRkFQhTlSoFS2UoyAemazDP+CbHMh2loFHfHQjITXbEVJsDCqtuTh0KKCUvEjUQcP2KhhpVKvtxixXhA7DBsGY3GEP4uBz0+6QWkTibgZGiHYIfiX9FqCFOAkassLmTniaXdJNKn2q3FQhUv2cM3XZGG6U5p94xycBK1iRNPu2V32cBSGHAh09AHnw4Io44lLAzRhaLiP87ZHFnI3IZ1PRwPBNHLvrgiGCCqXcX9TpdloWvQ5Enf9Idr/VzlhyY5UAkILW2ekvZJDiE9y4uHwwWg05mQ2OJro6Tfl5DNTpe4IjmSsXavmntCbMn3GHtKByIex/F7v/tfn/JFz33vH3+wHT21BfpD5gcq57rmdoxdGVX4BL/c6nViJ0m85GqomHJ+DE9IRJyZNeBTVmRs3ky87GHb426TdYV2wAKsDWwn6ZKUKhdlbW5m6qAop/J/B4AzCjDJYN4hGcwGs2UdEUGTeESNjNrLm4ubizuQ0EC2uDy/5jH7UEKs8wrF++J9wVBgZkWzHAJXvEk+tIWGjLlQLCYalYap5tLuX/aXv/zrX/e67+u93+3J0BRtVwyWnV6nK6n2b/93r/+Kr/ia3jtgpr65HdPuiCbeQqZ9RkFuoWe0WJwvmEbktor8AAAgAElEQVQg7HwldU6yiQazvYIp5GAgT7QMudO4Jo76Z+2Ekm4OHheJ7rHPRtjbiC2iAP1qIFnMrG/WkApXkYZEZC6ZUMWFSxEzzp1+gj+5WMw7DE6gUoEc8+m5BYSqU2sJinfFDonEbyy/HUzVpwqxWj/mto1GE76lFeGcZ8N6mk1XyPGPkYyJZoSTj8n8LW0MhyTx1kgEmcplpxkNUPxhUA5R4epUc75YuXC5XKiUTLjQINbR5UYdPNSXFkbBWY9OP6WV4hElPyMIiMZRi9OyPpNdpv8NeWoOUbPwArX5tGMEbvtjVHNUsyAuLwhiA1q9SG+TSn0N04GxOlYK0BkPX2UHEoIrqNtcwqneIIrR1frRujs0jgNXFuP0UiuouJSxpfolUB7bZXJgB4uaL75K4A0RiJMo9hq80v93okFXNkfsviy7pvLSEHGRTEXfgu/BH8Ef0dfe+w/+4Jue8fTnf/qTj5SjhzpTIt4VBagl6+ri5c1DEzI2iIu6inarel+dsnl3LiCN/xpK86Nhkeq7K4OOnMeuTP8+xsMkGQxxMfH+5jc7pwottSKIGu6425d/ReosUnM6SQpJRuzmSLR8imIgNPB1t9kAURhU3yvcAMGtT8aF4HMKla7gi8ccsAQs4If4sR09NJN1c8ouZVsI196FMXNlBx9z/cP3/sWTn/HcP/yT98fc70zc+AHHpoeCrvTef+zNP/WVL33lkXsKjXFI3f0jaJscwsnvUE/KK+yKSPzRcp0gctWSXKQ+BIG6/CiEHGgPBJLTJl9bY1VjN1NRE96aJNQW6w7J+uBCDqWKeBrMfo5BHJIsB+I6lWew4JpPh4HJB5MiAXHMNKh7itr4Gp1GBsrukijVqzc4ym/0MwG8lHVZn6QvFWO/mETNBhC73gaT75THBG4Y3fIBInW/NgjZeZmq10LqgfNCFoY4DIx+eAKUkOf6CDlbLv5PmuV1QDwct6PxOc801Fnv2BMWd1131LZPOOsM1qVTqgHhsFAtTKxbDCUNIcORKByrL6EaZOUErmI4uPBwaOEftmXEDJopCO/qalGUjumJGE7EZCEzeVIiMFqoqlYmjyRg8AYnJCCuSKBIcWYalzv1DCi8YamQ8d9XPgVntYWTgZJEAdMg4AhSeioMr7KTCUIltJDjG2ZmQgWaOA7Vw1Hy8WUve8W3fst35ZxDqS6O6ZdX2cyNS+8u1HL1ivJwMra6fCBp3+kvJYGRNy7fuJK5FcgjVAVJX1RqQnXmuWRLGUPVgXYeJHFqBpJf7jIahEZFxUa14tUhFfnLuz1eTNxcEl107fkc82sXcClWxIQwLo85+BL8dEX6AJPc0Qnf0Jdk00S5hlR351Ntv/DOd33xc14IGGPp+gHHDzaDK8fRf+gH3/z0L/ri/Z6r9VCGe7hA49PuIom86eoLLT4E4qEepwXU18kVnRrC+AObclrLxCbhaMAqk0qCaQzoda6XNOkFFmKYDpdEyYZ/WSBWNUmsEatld5mZuzeQd6vaAHRdQYXMS/kaw+mEL3EJcIFkRZW12uFUEz9ph+uP0ieZsopQD5+rLlPNARPpcL5hIBYA63uO71rSWV1406thsdL4SprWKvjYgy5ttrRZtKp1gZI8UPIzw135spZPZryv7YvhrvChuTnLV7Pnmk3zMOgExg5VJMXCckroVm8PiTOcbwYmrVllGFW8IIVWjquDQ2v8GkcKVaPTJ2xZvI7+pWRFBgor1s9GKPG7k8Dii4ZY5DE1SCubkxrPgWVSJc/QiYXy1rNRl1h8J0gTsYHNNCIgp/74Y/ef89CL3vUrv9Z7tz6fxjWd7vA6jj851Os8+9o2nh7tWnFKHs1etdCsagsq9ZmsOS7R7y5fBu+gWSw7BOuHChNVa4ZzWmLYod4toQd3mOfNDt1u+Xyr6u3ae+mpSET8dSLiYGdMZECYo3QnPJAmFsTkgS/MgS/wRaaTWW5snAmsUgqQIpOLeQN/YZkJ41OsfbP4td/wmm//jtf13smQXUyiB7zbw93utz2Czb33t7/tF576pGd96mN/X3O/GNgUDZ+MtfVJigHKNolfpxdUhrvC6rjFShZcnyLty6nqbqBuNhITDGP3UfhIzWAhZa1TBE0znBwPdhO1YwMVwnK6JHQChratTzSKQtIjAabBH4YUMbSsvSqWUnqhKVWUjd1MjCw2irhD7nykE88kXLIiecsDXIqz4uX8QSOxSddOiJrSuyenaBpiLkdDLJhmMqdC5uE46T5p4hk5pM1mmh/I99+kSD7Bn+F92+6yheLjofoZ67W1orztKuxdDIF6uUtSjoOyNYrYGDQa0X3sPjXyu5o05VgNGmZJabYD6t1Itp7CqZsWUAsCSV5IRccHqV0od77+EKTwtjbOY4arwbXyvjjMWtrR2BVJx3EfGkuhy1B5KjeOfxJ4/eN58eebWngKFNC01HpqXfiTN8OpsYGxQGikYOTmAJ0K0AI2sGXfYu/9937nPc942nP/4s/e13s33LyodzLf3j+SFZ2pE25t+9MX5aCywQbjfF0EzyrDJ/zp7IoUEWVwvR1Wy27WuoJYrU3bFrY9cF2nGC7b0MhXjSOZObet7pAsZuvz5uIOkTD9iw0GEjeuzm75zSaSUJPRedSMCaFSKwaEcTlf5PKp4agZVIvF4BiL5yA5TI60ykMJqXq6YiO42frqWPLPeaqnza/AWAkqxVgxZAfJQUJfrIs+5OPoH/3o3z716c/73f/yJ7kdFxNwfGy2SOJG1bhqXDt6/4VffNdDD73kU59+PKa+Q3CxUDcVv/Vh+q3PBmliXqZHg1CMDfvmjQ0IxWP1vvrQAk8SkwFLN3MFWhAcbZWFyhL0sQypT010CXAkAlIdPKTIlw1m2dwQC4TZOSFu6QqaoL620Wvs08HdM/SyovHJ0iZBkeZrmFb8erkaX1SjonrVHIA2Wuv53bnR5TOrxNYnCMVh0dZTqZNVaZaUHkNdIpVHGwYd02hFSg3TYYDs+yEdP8R/c6FYTxA53fNBfw9xoL6BlQBhbDxpMGrI/BrD8tuc2GVdSNNVNCquWJ6USP0fuiahI1+innOLCTUS1SEul5YpG1Jhsj7ztA5uJx/bbMn5VLRUIUxePiqtIIhVAZKHDCanQiC1r/l8aGFMfamtXi0UKg1iHDuBzzI1HlWgt+AzhOrTQQKMIVMP2YGphXLEclDjlMF0Z/CRx+42G3xqoTQiYvDGo9rYeFmqKCX9fNlA1rrMoHhSp6TnOg2Cq4oL7+1K7WsGsw0ZU/Px8PFA38Af7eivfs1rX/5VX78ZDKm7daQ6LfjuosFsaSLfeNdS29MjkWa9SrDcE7PJhby7SOVPru/Sqy+KYzW7UASckLd/dkXiDHZXdsjWZscX2IJQqWfTGMLxyGfwD4qYIB7FDspc3gfyM50qiTvc35DKSNLQOsDlsIQD3Mm/NJFwYDhAYZkcZXn2MCUQPBMzk2ix4eEO1nMC56sLgmuPjge5HPMv0DePmS6qOYGLwae3v/3nn/v8l20mhdQuNmIgRchoPelqd+f77g4D5bH7+6f/4fHdFgN8MxhPjSA6ZBCrASEFnz0kcNHZAC7Oy4/u42sC9wmCYPxd9VotAnFnEsrC8b0F/ui71ZYRFauY+vBvXqeTyaeOqjiqh3wSKGTfJ0gLB2lkXWTgVMPHdMa+7pi0R1HIO1vtOPm7dIpEkko/+OlhV8hrTLezqmnaDp5rIU/gS1O/rDff+4RBVIeK5HMQiwyD4FAgS7p5ukgf8xSHPgiTuZFjkbYNK9zIU6tcaiRzBgqRZulOdM+QYxrnKAaHavysKyj0rJxqVDq5l/18wmZnpeQK1+XU6lBo4dgqVNrcHE1MDie8iIZnQ8gGAwmhjTWEYDBcjHMx7c7LMXETvy0Ym6RW8/Yo2lblA8tKCqedoF+HpszpS3YInprSwugJSbU/eu/uiU96xg+96S29d4tVZgdry7m7oDk7awfVzLn1V5/S6HktNKJVa21uqlEfkg/xSphuZdBB0ei8hWJtciY5m8FmZ/K+BWsSuorY7GhiJUZDvJhE7eu6dKEBX4E7xJ2O0pyLwmLQrsjgORM8Q/xnODVzn/axIu/1NChWXJHBkUZgbCFPnsz1tt5s2m0GLAAJ3JiWFHxCTB7Dq171b7/ma7+p1H63J0r+DESDwfiwQ7RQHFbry+7i3Y4QqV08buAlRjidf23jJKMfXw0JXBSP6DFjEFbhbS4s4+BDCQkfgHWIp9f5kGdxqptv4UGu6GTRtMKj3r56r+sWLn1iYQUK9Ba6MppkCIqWuJ5RM5L1PN+qiPtxVaM5mbXhZqsTeTvqEzhZcP2BYrL1MlLrG4kqiQ0iX0JiMNriwNreKA/oVuk/XVcgVwS3Ig8YstljYelD/FWnJK46mPSM1wpv1wHTDmHHyEb/CLnKoPerkr66vbjI3M13MUPpSSM2ozF5Zvw62TohaTdd0dIWE5sN0tyjYcZsfbIhWe4MGcYawu48LeDIJ0o7evelWn/rEcZTVH1LA5bM55EKHM/dHhAl70W8joa55JeySaxPRMR1vhy9//lffPBpz/yS3/rt3zt6d6qAKq1vzMQ7NeryeirNCI1Iy56XOFWemni2N7DZ4fJjKC0fHYc8bhaDQIt/zooY7R0/AFaPzdm8X/y+BbtHsAVccTZvRFbmGdUC1GoBbxpestlE7ZMbN/3MdI+Vu2S83qQ8QLpYuFi8s7BDoHXxufnUToH5AIUDiXYs/d6EtjufaZPZsL742EDYz1xcRTZJOpKiv/GxoS/TB0AKPj/y8GNf+AVP/qVf/o/16JspBmgUenYh+Tz6n1yIxpP1CRBJqGIqbJ7YMpqCIqbBYbIuoIsI0WOOpDEVagwVOd5kGZglqFRIfeWw9MZ50PH+NKy3TtopGrrpihgsnlDS7UO7ANCzHmM9E/BS0S0acJV4ndsyEjFT+62sqO2Ydpm+Suabvo66vkFGrIoNrXop5FuuczupRlg/0rVQDoiDBoJpyrQA4/Unqq64HFlP+mQ+w4d4a3pTZEaVKypKSm6WrMAfdixXYcLSjL6vY5GbNvHkik6BucVEvpykeImlbVV/j86KdGpyvSWsPw/ntNiARX24bLOoJFy963PxRmVFfDFnzGl9vPVJqQ0gtU6cY58LpuJi2SFCiI889hjETC5NBwqcJE09QOeppNp86it83WId/zfW4wHv4txIxFFL87khhyygsiIXCsZioNTef/Jnfv4lX/bKzzx8L9U+MvWVtkOPqbMijXZaVWxzcZwU3uqBJI9RKXBbFNkXXeQePfuyPsAalaF2Ys3IXjrTFmiWKDVA7DZblwGrg7rvYTfRubzbZGw2o4QeLNLotijXZuK+p32Pu0mA1WExNjkoGJv1ZYdEGK4NlKyQsNucs6cwZQbTY0PCQ1E1IZEmFXWKhIHYUnOihEUz8Vy6O+t6FUtTZEKlBg4SP6f/HbEMy0r6eGCoziXjooVkXSrl+J3ffc+znv38v/vkP6TaKTMFX1ysmIrPdMyii8mFyCWH4MIQhcTYXCgGM494KcT0v4bFXMjgC2KyEHaDxnpjg7HBWG8hcz4kapiz4CxHgqogFir1hK2+fH7jxSKpsw8QlUSpKfEKdXRWxeoCtelMSy0HW+fvcgDcii9r20f/NSSaAVppNXw+IJTNxh2Wf6K9nfadKBSsMHaFbDbri+H2HRKUi6XTRrKYDWbaaTQ0iDqTDKTNRYPD1gjGLYwMzW3V7lmelIAXwQNdyLR69HRAxcjYnMLc9ANS2kS6DNYn4ta7kEmGg7Irw3pUdoz7otIICYmqoki84VGcIq3p1yTpgjh4vfiy4OIFMVWfmqARPhF9VDKYJWsR8N8AtbRTE1XeIdFFzYVSH6XjDwNgHOdUCrdkGUigb/yszrVFQuZnvjugVxpNxO9i6NoNvTWankC8mywNc9YXg9mFEsoRc/vVd//6i770y3/3PX/Yep+poZIrJYNG51F+GFljWS6VpixQs97SJyBBIgAq8xAcQnuYa5w51W6cf+WrvunbXvvdJIFqcalISb5lMFmc5ACqG/HOrFSRcoFavsr6RVQL57IxjjTAjYac+QN9AqYDYjOQhsx5OTA2x6LDpOdyo1ZkmT18t8e7PWyMs41fmrhT5yb4iwVS3FEElWhtdCY5k+yerInOZnDZQyZCjiTOYiWtapSRLxKFIQmFnG/A8c6gHuHgWcllFNnP6A7hcAND55FcwhdYpvu4JQqIEIuL2WCi7bW5fLHpzsRaj2/4xm/9zu/5wVhuNHnRJE29yVQWn3Ub3eyycortcyX2Y30iNWsbMl9JZgya2QJ8gyI8gBF/YBhNrMLPkfTlWpx7cGdjIxE24doRNmswazOq3duJHeBUgUEWeaY1sbohZ9csHhYbeNZZCaNlgZSQrjFbCQzpG5nMUyBm/vtgMFiMStVx4R2RiIDMoSccz7Iijnw7fZdbgVNtrN1JU1y2AabNJuoiIgKkon2mxYqtsqGO+SMwZ0gvcnYzNTkNgEhFxGB0GqQLGxSPn0a68SUPtVTyTj/LRTA4hIP6wwSfWYVzHgimOT8mrtrQDCbJNuiedwjGRwiZEhEdRdnJ3c0uLP91NERPjtytr/YH3TZNpheVOZJSpJFmtA8hHBTjxpS/5du/+7//H/7Zj77lp3rvxESQ7TH2ACTO4Wb1hezyKZ+Wxb85oEiDbycAw0DabTbQaDC06ASGfNzt2Hv/sz9//xO+4Gm/8Vu/3XvfXSTtf4Fe128R1txMsg0GQ/pPzP/c3WAvc2hLyNuB5OmvanjiSjSjkhTnRuLuD4t5x2Aw3XBFFivR82U/iZ+Q+uEgfEPeUXRItTRsci4J08Fj81g9VvQF1IYAlkHbh6Ld2rnJt76IMqhpNBR2XZdDJKO6ptbcgtGJZzUiUAp7xSKIXb4zIP1lm/V3e6BluZi4u5Ty8ZSnPfTOf/9r9eg6ST+hXqdYnvPZCUdI+9HukpDLNWvASpET08kCWlzWkKgiCpdros11t6fdVU1T1qVsy4QWiv3FCI4Qxk9ZSZpc4DyxvM71HuGb8eEs2mdoUz7PRmoK4x11hcFPDZWoLvQiTiGC/linalf2qqLjE5Ffu3yyAoImaRtU+eT0sdoVaURF8MmbcBZQtZZ7XU+lDouSatwGxMxUCp41Xn0J7EaAD/0T8TryORpOEbek6UzaFxJbkjOkaSvllzjU0NkZ+ybeXeIeWmrxB5ZF/JiU38SiqZRlDPo7uSKnKJ3aYWuccIkjY6akkAcVciPXUrJqLNQtXVCN2ux2ly8mySMQaE83HHP51td+7xO/8KkPP/KYz1VvyBnPuaSK9tKn3zA2uHrF129c5tZLMHo1uiy7SJ3UixSv881i3l0srf/4T/3ssx560Wcfv7Sjc/PlZEnIHpBOdr2w9O0Os3531/SQK6N6WkZm4qkOM/4zqedl45PEWCfaQhX3s9m0mTHf4f7mycDtQ48uO1+MjxeHFG9eLNKw0d16Y7zZ4r6F/eKtSXZP+xa2i99YHVU+/6SXqkl3unSpi0+nds7rWqWAlRabW1sIz0XOdeKIU4w1dk5eNgGdBIvp/ubltkvtn/6Hxz7vCU/+8/f/ZazdXDVI35Atl/+kxuNq7Ql2RRTyU0RP/zZQ++2O9LHz9xSFcbo566XOVz7qXJAcIUm1OByeBHS0AoIVxNqBW/FVVjRnR3HweG5hGVs5ZuMjt3YNWQpYSXGoiz2xCqxhsYZ0YDxGwBEGaK6Pqz6rE7IAEsAnCz7H9IFUUwIVHro2f8QP1s74+lsoxxJX5FQ3n1S/tSfDVGFZmSKlR4q7Z3kjFOMjxIyp+NJCXfgdhGDQfoCYhX00o2MM1mcqqrGqxZmIpS+dFUlgJMOr5CWOdIrn7mivLMZRT2wyUCyMNIhJpweV3yT1dGPQ8HV2on9ZdXhBd7LPrR41viSvSW7MKRqb81L/qxYr8Nwj5w9lvit5UCIAs9EcXSUiZADhgNitbxC7j/kbX/PaL37Oi1rvG0fhdMwpE4VUXCgYWI5kzJQq1JIvnTdqtfOJpHMKQyWw04GsASpHNYsNue1pd+VuT6X1zz52/6Vf/tXf9T1vqEcX9+D8xJlP0ZLsdoEBYGnYImlUeQoR2l98ocU6Q4pwUHlMBoap6H9mAhipZjb6kRdXdO/i7m2wubC7eDH+bsf7G9DcVXIhm01K6jRerN9spKLRnSFaNjx+z9677+4uftvDRnJ2Jhmb7l3w/hZUGrTAaKpEtMBKuoykSQ0SC5xcEaeBY/Aid5ncvnBM/jjrnLtYnCdMv4quGsRRT5I7OXp/84/99LMeetFj9zbtimT2oMQ1MgWZA5NINTa5LFLnAZXBkguZZiMRIEt/PPqoQrFYdqrPQdwhalfE+pWkkUy9INUnapjosXRMoxqvUTVlQLM0tDtdjwmV6+HD049oMU5bQEFWKAdxDQjuJzhe9Vhkr+gSS6DnKRg/HLeLWczcQnumFWm0E7mcQ2sOrG5Cp06XNwbteJQfpN6wxIN6oJnKC5sL+WI9XI24xVRT6xqw0gikyhvGdsV4SOsMxk41LRJadaHujrB7ErKjZqMGcdQwqANpdlOFOiqvsXq+Z5kcIx7aqcqcXhCpnIfSJA1CkgXzo8LkE9UqmoFsILlQdpfubLjYwA00JChXjcx5ipWKMQapGjR6Vug/qc6VrjQ3J1hquUTkQqVqjR2di57KZtr9KN85iv/zl6Mp7fD58OkAX7m03FYDUtmeDoppLHNgK7GIvT986IDVhyOk9trveP0T/tWTSznGB8aKaWgVksgebXvHXU0Qx28MZGqVAyl3Ub1cMfGQEebz6eAJrbLhDaQdkgt1lGToi0Lrvf/5+z70uf/iC97xS++ijnuOt2ami4pAKN+roz1qt+LucuIVNy5A6rr7AwN9qhRIsku1cOrts1xk0qk8nKa4EgxysbBD2FzYwFuf6JVI3w8lSfc3vwb1LKDg8u7Sw49eHn50ExU7EVQlQgRpGIvLOcFrktxcl3yu0V7Hag6bTZvNOhMUpV5z1fU5fw4TgZ1cmsHTm/M5JEUVyMuMOZv1xS95xRve9JZcqy9NV3cUPJXFFcFoFBiooL5cyEMkAsdEWuqj3iETj3yzybgFdZwEFcU4okxoHG9fIJbYWqxHyC3ORsJbje7jMJzpbQNPC9RkvsxF3V2mplEJReV5LSTWthHFhI6hQzzYulVOGWebDhVpyZfcLrBd9QNKGKGDYp9pimgK5cySJ/TGsQSW5BmSGnJSFTXVkz+BQMsbWiY6ujzF9eKKVN3iUNtYeg9GG9wYPuQbof9yRgRHUvlcoxNnsYJvp0W7dj9rPWlEHtYnXGYpFYdFwVkD46K8gapco3FYItx4YDowVxezzLCXvaQTOK6KZQkQBfzXJ3pc2ERaxYU5khxiOU3xgXWs9emlgIKafa7EhlWFgCzl1dUzsYnAGvwRffdQPbbW+pt/5Cc+/18+6ahdRPolqiaahg0kbD8WVhpFLZJ5LGOygYzs800V586DwydiFgYGvmCqSq8BYsFY6tHf8cv/4YlPevpH/+ZjR+8MTjanZkPrTxCUXp8RjJOXy4lOh6GhnLVQr6iUaW0EiVnHJo/VhsTZ/5k+IwHlKoeqGsu5OhLudn8xZ8UzrWymUTUqXcZcMBSWiRuZCkt7LRKo10DkulFEQ4imbHW9dxlzFBc90A/6X6lIUb3x2pNhOKwvkqycIhHl9hmutIn61AyUzeV29I/+zd897ZnPf98HP1xa32/Vn6/RHuJEmbVV/pyPu2RhqJKzFNPZ/YhArW7GUovWMHaSNz0VQq+DyptIDq5NP5xiHo45UZtN9y64uXMlzDHZb7UvrH/jq1EjOTSDyCqOxhXzeP6swwWNZemil2OUlbp2qL5iMFJpU/6MBU6qDGSS+5/poKpJMGi2wF8nPyQGxSl4EFnuaM3dz1pznPrLwV5cEW/4BXZWgdchc78sdw5p/UqdJPFNVh1lzytUyqplYLnUeHyiMabdwKDqjWv1ARoJOMUQY6HC7P87RZbTAvDwOvJ2TkkVnyw1f6MG6NY4IOSZvK6tS5vNFqkpdTIsWL5kXIiNta57q/0nf+Jnn/iEp7TaY+4Yu0MSMyuyShCW3TgDmjB9nrxoCAemjqnpdPx0BpHxZ6MEP13MlP6a2UpRfKoxle983Q/8m5e+IrdGqurkLHkG9MCZKdmVQ6eDPE6MBtGAAtyhHBgO7gRvJ8DJjZp05XxIZnaQvEg6GT2xe3IDK0C3WSGhjlLHAH9GFCyVkv1K0lTxsNvuEkFkVL/i40TYjgzmWeZHEAopL0lKQXblYMjBkJiC+wyIcHX2ZG5IHE7fLgxLi4QAaA4YHyRYhsLtjqTkJkppoPbef+ptP/fCf/OVn330sVQ6u5Mzj1lbMUzVxULl99NR0bWlzaT72+haNzCJK9qb3kiMoJ7+LJTu89QUp+5OOR5ynYzIKRwbV5yCYOMYQ93MKDOsoRaFwwXCMneOdpGBskMgyhPEQuVKn6seTXQdLknMa5WM9GkB9Qhgx2y9kwPmrtJKZ3i1koP8RhPcrerxJLMuAalX/eGShEn/h1Ht27Pmnxs3/ZyjItmlRLKS0Gcfw5CUK5qjted7h3BYHPMkIaio9jZ7gvzluKTPUS8ygXUKN6uUN0h7gAA+KzA+e8s0xiDfeAoRjEtEpuIjOYMVP4db00IdGEiDbtj0UzasnvfE5pgkaR0aXom9VuG5QTjIFgmmArFj6AgVXQ145NRb6z/6Iz/+BU98ytG6g+LCAaGPe2aRdecnk0VuwOAYwCb4lYonbndZ6UTWhdmnzIt8UkJJLuRY+2P37l7+yn/7/W/40d67DGpyvuLCiyGmQJfoBM+0uuGKxCaTiXa+wig5XyNVkuU3yfWHL2e7iqpCeUIg4Rqg2xyVOkhTLmw23O2BELl7F3z8DsgbSUguF/3ybjpa3J8AACAASURBVI8XM7jFkiqJGXpAaB8JIqcxLbPJACeFTz6fkgDNx6BdSywRKlztTv55xdGxeC4vuWEain4NJLa9A0kkVOnxlmCNXupmI8SWW/+ar3v1G9741hAyeGpyygbTDpFUyLjgEZyP4KOBcH+zFwMxNwiJIvQbNAeIu0t3Jmw2Oj8ErHbWL9dlM3VRtWnMiYE4XD5NVGJFu0QQLbnbB+HR2pSLTTEYDWSS6fP5gNisp6y/klic9SQsW2mS0w6j40HSyt2lHbLBskOmfh2qcqG0hoRMtp5SRlyJ5hp3MqoN9gSrSmoi51lzYTFN3XFUumcncc+Ta9GfBkqV4KbtkIzEs0AqxDIIBVczBjWSTA6G6nwqjKWienWToF+drzKchjY/t/UUn24rKunb0wTuWGWW6GLEKXgf2hz58CLYmCqESnJqFgu18pBa3e4C+W+IxWfKaJssJi+pCneQEKrK41xFkVY4R1WGHvnUfe7ygSdtQ2VJz8ZUjDiqYd4+z9gU4pgpRXUdYtxRkkQ1LSQeNlbnCmJLqed8vOlNP/bkJz/zOLqbnUOjo8v6sru8w4zPfKq5daDWNBfpewNFJ5zmWqxcRY67CxYTD8rKMliL2rCGKExoEAqEYrjlzmKymAym0vrffvxTX/SUh37p3/9q7/2yh81ECDWkps+1TFkEhd+e9gzMqh6bFB6jxRJzxY2ZRoVtnfxXsj9Ujml6LOpVYDSS2nNWxDnK5Kc5Xy8mEnOBfJK4hBNep0lup4mienKPpCz8b8vQyJlQspTTz+Kep9KIxXlKx52D38EbDNRUz1cc6HY4zq4oVH1gZjgZK/Bnsi7fmLniU3U+16P/9cc+8aIv/cr3v/9DqXQDebMjNeE/JgJPQV/RZWsCuGR22DcD6JzbQxqzYa4DfElaKQ7iozV8krgltQ40NiZyWjYYWeNgKKiH/hWGQ1v5Ezat70db2DWXz6x5XAXt1HAcDNWQzA1bNG+3QKxOTWCS24NAHOUZCT7oEieBjHS7OZVy4VDouFjicV1voL+n2XFEuNDLogPGk1k/pR1rXtjGhL3c6LvGJKFlDsUSTmqBIlUpqRTn6riYKhACXVJZ6/pCRho1TKcV+yEWUoKwPtEvJWMWNyzNlVb17siDQyrGRxt0JWNoRKV2xHqQ8YUo0UAWgh+/qayFnMdXJxqYO462ZhsSLqrfiEbnrt+LVVz2NbKp/HRTupAAYXHMbiK0ycUMUdQiesj9J37m5x963ovr0SFq53fORC0VIDHiKB9GDBRbHJz4ljXLnFR4aTaAQGkNd54oYHY61CGe2QyUdvQ/+9MPfN6/ePIH3v+XrXaPBSGFkEJIzi/6CDp6k6eQ8y4RIek6Ii8LTsaQaG8XiJlovVc+ZqELnsI7+WrBG24oc8tcIuaGzyFsun6jXZFR0/BuFpOuyW8KXLrZjhMNJhl9pBkNV3QJypMaxubioE5diFnOfDYuEp7F4THOVvOFdQ1RpI9Ozo9oBb33t/74T7/sK1712c8+FnPTAKOgZMOXu+72A0zz2Go9Hnnkkdd/33e97e1vdW7HKFHPufZwwlUgFhfzZoJoIxm1MhLyk0TCOJ8hMdo75k7CHId8+EwjFG8MtjkFSl5Jj1il8UNbDQKxdatqsCc7Mkupy85LjSt5FEtSLExQSRaD+KBLx8XaTZ4WULuia2OkIw/5wJBp2NoCjwgB4cSau46+de7F1N46806fLMz9fzMxUmn34ooE5zndm7yd0xPphcI1p9T+VT5ZBIToScUlexl8/uCwQBZZ/hWosfeDKTpJmIux1pttGsQ4wZ91NZr1WdoP5IvwKmnW786FRPd2el+aNCtnDReB8CJu2EAQ9iOEI5X6g296y0PPe3E5OrvzKWyoD69lqohAx1JccWpMH5eXBnWF0bBZgFco6O0So9gBH3tr7Yff+JPPfeiltfQUO7qEkEPIISQKC/xKhV+XpUlgQXv4tKn0VrQ+kTaSRkpT68LMvn6/4niubY6/VuambizDw1vHZDObnWc2i28GqnFlt1nSIFJB5ebHdgLuHpQVyTqagXtG3mqB0hoD0Vytvi7tntGqwZWcTZRzoQcKP+aAsSvqLlTqrje4AK9DlIwpy8KmC7k7X0Jqzscvfdkr3/Cmt8bSdkibjcADK3n3dJoGhD4BgHPgMfbe3/OeP/inn/M/P+kLn/pXH/ko8UTobBg+ZhNhH+WTkfE4n0RmcUU7SSwg8GRS2lLZYCAtfQosmO5Cr6kYiIr9PI+QnMBTSUZ+OOsET8JetTjtCGdFs2hMKBwNQqaKd2BNfoJoXMgiEqje3TnYFJMhhS4xozdd0TnfvdIiYoNe3BiNmhVglfWHeNXpee0V9EGFWCg9knPrsAhlWTshs+ikqW6nIHXsgrnG2n1peuzpjAb4UmtV5KuvgRfdozO1G3ikpsxuuPmAOmLbwYsJltTzdI4wFV/OccBIjlfh12HpQllZW/MiPR6GFsntVR79N7qjVn9AE4BurINekOt9RXciLjbVHvKhXFH7uV/8lW/59u9ufdEINqplUBeKODsspCTE2Eyj6FDaxmna1jA1izZ51704OIZIdTv0WfLmMjXk3t9CKP3+3fbiL3nFD7z+R/tBlL8srghTkfrQ6Uzp96siLa7ADQ4RvazZHE09bTzEJ5Ew0mnj0Q+nit0pmpFw4ZwVnQaHP36Bi/GE7bIzyBcbNpdGGQOIsECM7bRD2t2ZbmdgUulOGRKFwwYoEaEumWgg7vSEqite/uGJtiGfplR8ziEhjw+ZHI9h0znUEgfgSwu5OX/utFUib633/r4PfPjZz3nxH/zRe9sxUkkLxUK2kHfIELgjJLSYY8gWvAXAdvS/+/innvPsl37LN33vdrGldT/CzzG5h012caE40imARMoIm/W7i8SnsAtDnXS+6fxn0gO0Pg9RNc4jLVaMzUmNR3XbnKJm4A5/YPTjJjt5BFA+u6ExNTTBcFQyzoeflnqHyPTZOUKbxpFwP0oBSoxi4TU5p4w6uhdbL3elIzKfx4gK7VwNEmCYrBeNmUrjznYXINK4oAMpd8wa2zkzhnEF6MSx6dNofNwhUh1I2PBrqFu5crm0Zbgw6nwuVD+mGRUI5fad5Er1Axh/c4xWoThMvH6bbq1Ux0ppTcfUbMiOp8vwn3F4R+VGvgzEzfoNZkIgH6sD7ZAbC+5RZWjkJSd/QM4D4hwuIGwCUuUJWQiBh4zvI5Fp66kNefIqfW5SGR2TxtK4fNIib0V2F3k4nw9Q/Iix1EmUBRrG9pmHH/uj934w5K7tzHV0ckrCyGWSIJuBsgP1JB1D7dORLGmF2DCo1jEqupCCYmgwOA40kqpCqOCrw2Ih312w9ePP/uwDT3vq8z/y3z7hfdt3j5gBU4gpJM7+yyE/8Pa+ARu4kCxxLKm3Mo2RYJiqV6GYz5N6yp54VqC176Hvckr6mfAbHTIurkgTEKib12AyuGh/bW7o/cD4XL+rdk4p8Jywb8FhTsw0N8URlL+BYheeG02jiLvLhC+FzDO1FKHIwmTQXu8MiEOJGULm2UVnEGkEyJFQuEUJQm7PQOq9v+Od//45L3jpx/7273rvuxtiYgaCmf3MFHRHkg21rhiTa+139y4veM6XvvH7fqT37njmtERJPOJl6T4h10ssvovC6NYsczSWG24vt34qCxDWSmxsSkFm/ncLmjMs46aPGajuTp3RT1SdxHrjHEZyIw2P1LadaaTILR7OIA3TJEDwJF65sOnkf094yPVFav/yXKruwpQq2gDUJ8g5CjA6b31xjGygwpS0pYa1qUXntZrR6+PsNNDaaMJgvm4YxHAg50mERjhspKAqr0aPPF9qqNicJ4N1QCiLOBsnIiGPUdychXQuPzQXF+8y3nisuKhUdNpsGAmqCsJgpA2wgTcuWqzO0yPUi0lEQyUVYO0dKeEOedRRBAUBFohbX/eZFsgxwSBtYyL4d2QSoC6MUzmJGBbygKGQzT3jkKQDIphhqj1VEqYpobbpsW6hoDCEfGZNS1Ioyb18PrTYj/NTYdL57Ohwrbqr1icbMsYcQ02xIgQPsZX2xje8+alPf37Kh0/H7oi1lCAkTLN7TO4WRqtclURwbuyYDabdJYtnIOp6jJy88dMek1dGWJ9UEG/2/rsH1Yq4MN4MZv7HYXOepkhJq5oLVJSO8ksp8EhVxqlmVe2E6OxRBiavWfyTHSTLOc1Mf44+xpxykUJrcKq2dio+jWVSbVanPSfA7hjtqp6CADoDdXep9/693//GV339N4MPJK1hgKLXWd1lm06zbqt11blaS//Mpx956r9+1g+9/o29983MFGcfMh6MSjO3FcJhIG92HGlxvfuiFVQsiayweqzOGsXYOe4e310iTSN5axLggCoC0/6QSOo08+qqbjR3+dXK5xl4ZhLdaVNSRRqcnbz6uQ4+dXJFEmGdkxImCls/pvTS0ZVvl6eg9CioYS0zJA/Vp0N170rKQgieYhKuOqd06Q4eDfvMOlMsdoiAqHHpszHusCyaIr8ROgP3Z9DwxgqB/EQl5XgdQ5xIerSkm8sGp06oSkFohw/S9rptFnBVWZblltRTkAjIgHeMCNXETGJLVAXhWn1yY2LyMv5K8g+ZB8FDpBiqumLN6QAl8DxZVdpUs0KGE5Lx5Dpf0XD0DTSY6D9uAUjqyJBSlUkTOg06RbeWvYg+bhxJiA5TgUgJdNDBjRvKT0n24cTVU4GQEJLH7Az2o18eu3vh81/y3a97Y++dmMkMTkQXohY51OsmvlP+E0Qa7iwcTuJqEheuOr/MURTf41SBWQ6s7Ao5HfqNSwvHP+aKVPNQoK5MurgUmQ03DOotNXwgV2i1nRUusoovqmOtBM3E00U5ZhMOrqdQ2vTfWKa3WSi7VAhvbYhbUfMNJN36JF1+Qr4g3tfuUizHY/cuX/aVX/uTP/PzvXcegl5dWL6O/PfF4u6Sxepcdba02j/7yOMveOhLf/j7f6T3/4e1d33aLanqBP+OmQ8zH+fjfOiYmY6ZiOkYR3u84Y1GkTsUUFVAFWAVYHHR4SJXuRUKAg3SjbTd2G1oo4KKYgNiCyKFAipQBZRQQJ3zPs/OzJX3zJ3zYeVauTL38xZOzETsqHjrnPc8z965M9flt37rt9qJ6CGGdDIw/zNOGpQdwVKJdi5FsgOrkOqZMMqt7JBQFYk3Ewhitz5Q1yxVGqHrko0EBTeAErOIRriNFWycqUrxIDmkvpsxN5L3JtNorqAQy/FyOoKff6mCMq7evppGDQkEoGd8UhA2egsyDjBuN7YzX9mILEnkcWvx4mw0mqsbozEFLs12H3c1E1ZHjCVtKGNETgwhpVeTDKb7B5KehrJ1Eb9LNBBi61oEgqjSqV0hkfJsY8bOUAjZuGSpXCEHQRlXwWdU+6dzFLvzs0P+A3yj3qkd/Hoz+FCWhpBiJIrxX6+XiDZnGY6QE4oSYYaYIVSRCVHdZc6KjOjoX8Sl2A9RLsi9iQSl2nI2HoVpGEJgtGDJkPTEPs3Y1IV1LPZJpktnTaTH+WYmqo7Gyc42WYjOhra3v/zkf33sY55w3+e/7EK7cfKbcSeNjXTJ5yLPiJlws+GKYOTBfYwhxRyiBTjsUu3Q+MQYg7So8uVKyJrFZfgT4CKZWzKwEQXaTDgbtxm/AQN07qTdSbuzmWadaRIrQ+6ZEu2rZCUn/4FmdGGGyPxJQ1ZUpMETom1Rln/ngkoHkuuFbSVu/qHjZLJok+XabUAJpgqubJBQHkLj45jYWvvMX933+Cfd+tGPfTLvDdntenQGDAnUPlfGZeOLhrypmFK78fD2+Mc+5ZUv+6XWmrIFF8eG1jtsfGX2hwzBdB9EVqhcGaXLwX4dBWmDZFzBTeNiQ4uPRDWM+rt8sjtAECRPLoN6jst4AiljKVZQG2SeBJ0bzZ03HUtBUAWLdtoOP3oJnWuoAIbX1tPNRUquV0fIcBQIBXx2ItR1kb+6ulRtqhCKFiP+eCdgHzcJ6owGPfC7jZXhC94tfAKX7SRzDglyulQhYp/Qqi9gOvzIGABCar1WNNRaY3NxN11PpEIvoVWXdh5wBX4SpKfEArtnLnQ+hdIIoGsuNqDOPAVZsh/lU9s4KcHYuG+QNkgIqFLbLJIzq43FxT7fGmu0CK3bgHD0iPwwreQcl365R+Lgq3ZVu4kceCjXVe6S7nF9zLzhbR+DKXDIuWJPTkJSRkVy4zklwmr0GMIitcmvc0USSQZi/Vgsxog54sJLTdmVnZnWMo/E+MPZHEI1xpdc3n7vO551651gg4J64wSmD+JKEKKNaSkLSR6BdB79vYcMvotQuMDzGfoMmmUB2RXJlxLKjlefjzcPjrGCq8J4zOSKFulrBfnm2X33CkQjUebOoavNo0As1tyoyBSRYL14tY2U6JCVJ/4wy2AfSKddGRyb5sUouTFyowuV9rcYNxvwWlQS2F7beZmY5iSzVGlcGPYRZgWxx9Ba++AHf/tJT7r1/vu/kWo7m3h2RfsqARw0iNqhoFnEyeLKOp/LZuD2O+589evf0NrQhlCQT8qTW9pt2OUEZSY0oo+fyRRF23qGcDLubNyJpVZcxIwBC91kWUpvl7sUyMtjKT33kohIQyzN7hwH4UdlZYuyRdti+2iG8bxa6KqxdRY0ReLy+mpjVTaim+R9bGPhBknwDQd9htR82lGxEYd3YXdt5/rHBgQwKtIgwWDc5xoEYV33bpKRbCGE4vNo5ZHRzBxOTrG28QldJutxSWirUwfZnPlBhIPB+4jQmRQZQjIujWmtfYgOuRwhnLMJyUc3WY0LXBXXhfUqr8wSo+hpyE3uvSZYyu4uZJmsuoOvPmKBJzmMG+bSLHNJ1CyKwX0/lgpvGItI8yc5jY5EIvDVDHeVJTl7FBoXlpd42CklokmpxfDZCRkClqOqTzu33LJ3lNeyhtJXLaHwMSZeaC/sq1jeF2FPYloiwJtDTE+75Vmvfu2bc6n0ryYyAqlbdcEtbrnjvQohY/szOwzsa0bCiEO+6zr6b+exWEyRXxwzWoOLe08sTlldEXoOlle4eXaogop/iGoL37mhH76CGyfLsxIQVcPKqmB4B/y3y3UUr5snEhHJG8oGkQ8GNkguHVJwRN7EcFwZZVtR53Qk4iv9sztMvZOwVY8ofXIht7294uWvvfuuF8dYwRWI1cT9bMs2V1CwhGZ86koHNiIzsOz7C+956V0vuqfUHVwhab7Mi8kIFcNunCxyQKC62hUygJsUOtQubtZv4I57HdU8KVTppNilHWRBn2Q0JyMaGetJVzTey9yezBURxiGZobDQdpnvR/yFtsiP8g/aJtp4uwu7i71pzNhOqnSxhSw+PAxns/gSHhCHH24ItT+UhUbeIy89R3xmBtABid1Ye5+nvIPfgdAwGQqIOD0iYbqbRZ+0jXBQo9/MhPsxDoba/ki6A5rsfqmYNxU4l/Mly9EH41tcRvLeIkO8g6v47sadX4LHj7EOhIz8Ro4acceybZVLLU0q1eGHR2HUi9/skqkcYzL60lFBmWOswfM+7snFFS3blU7NBVrEctsyUOZsiQsi/TDGnXvyNiiptm995+a/+pknf+SPPx73xp3Fi6szQu5yWfPj4mBmI6jz+fibS3rKB8HTVC1eNLmjjqEt/rBmRayqcPPsrjaHp33rImyBDSJRG/Dk581kQIHRuQVV5iiGG2Jo6AVj5apLSk88To65cHdu1rNQ2MWdrWyQPHIyZwj4yAGjk6LiRVe0nFVulS21fesfH3rKk29736+/H9OaKx0eVv4KMnVHjd6gfuZtVoAPXsG11trPv+RVj3/SrZzAIYmO0x1FgknshLgCNEgNouINvi2EIlycpf3FxhLrfvTldE2jDa5bXqSunA0fiSpLr8IEx2Wan/Q9nB5hgVqWuHjzUMMszu3F0kid7QKCPzvuqDNNHN5MMqR6h2kBuzqayNCJ6Yuf1sRuWmyBDE0kxi2P4jaPI8Md5cvO4hHI4l30Pq5zRWwW5Tkff2vjQk/QtvIMX1pJklDDvNMXE5J2YbMevSmnI3wtQidyY/DzwhTqzgsogXSSLFOQbdhdumD0eTGP+Rl0tCrKSFG2KoPgx4KY7L64Bw7GhRtYeXfHoo58WPp5bUo7uqLjmVoiXY78kIYu3efRoEufoYQS+XCxFgdvdlDEuJpq+/wX/+GHH/WY+/72S6gzxFZeLtRxEaS3MD5pYpxiFhUry22sitoXL0PEIgTcrnNF3AnnSIYKyXWTK0I/tA31BNxSHX/rOZPyJx7yZovB+o3NGyRwxcZJrk0SvTjHEpWeYlwvAgnJsopSSy7hjJaKwq7GZ3splpk4jnbVqDY0uZZ+GX1PkzGIBOgWd82BCfLlW2sf+t2PPPUpt3/5Hx7Iede2mFDOLl0ZrFH1a4OgbASfFfjNJGV2bXYNzcCea3vXuz/wy296Z6lslDMTT9kVobWaCVeM2A45MqqirQvC2aQMfPgBIWR5tzJ4d7Hg8BW8f76wAqd7EZ7av0RMMKeSQdnpXWibjS22s5jkDhkXaQBzQQUZBFVB7/5ZDXSoohJQTa+sNnr765grYzsWcUQggZIbyXG6+LfsbwgX6s227M9wZYxLBhffpQ3CZtxJ+U2IlYgHzwtdTQb1MnrlNzvYDQhjUsswjnpiGQvqDag45ZJdztZf3OpolQ3kDBJ0e5GNT6iKhtWpxR/QixBbsTPlaM1JSYSMIP/zNSSXl+wjBlFal7/JAZAW5Eb51tDMsQflT5DMSZeqz409RN9aIWuXjEOUHt3G+GozenIvT/Aj/5epKScbn8wAYPuuMEj2S6hHt8vHXx5KhjiWK0YwFAOMK7W1d73n/U9+6u3fvXEKgsfBPk+qTsACJ87VTRI473o818EkcsfyU7tYXdrBZ+0SjBpHMb6Y0BslbZdc6Q1ectHWrAgvitCLtlHboKw/aXs2nu4YaUV+M/5sPKuX4+TTk4Kz7kyHTnDQDtlWqsutevkAUradOXJbV7+Y+pyUZe81quW0XwvNdJp0MrpPsuMyONylz/cdWpwcF0vqARfzz8ZpF3Jrb37Lu+95yStra5vJ2iYbigkRVXaoE6gPeuGcb4PMCkYhNmXct75z3qBT9dcwWZJxD6QyBXkzLOTcKMqe3ugEKop1HhG3S9JPoP1ixvyo0I4finiuLoVuXNlMZmiOI1Az6sDirlwijfos6wrieVmQbefZ2xjKbBCVC2yhuByKtkB3/r2nTkyWLuxJmFhGPDnXwvS8XNedOrOUdsmyyGkIirTFUI2XQw1Zv9R2xGE4y5y+d2TkS9/+fLeFL8rss1CLyBCymCOHGeogNTCNxYZ6MSHTtrNYnUhhNdJZ4xTvS2/UFyqWHvPO6SOVZxBwqz4PtyQDZ1kBghmZ4IDgiPLNPuCgJyk6ow8OYyRALlaHnBEaQWmHuOIKK9GjXQ4akH/LRf4O88Sd6pe81eV1Od1UcioE/YkRGkK4yVtrT7/1Ob/w8te6kGQ6yOuJiNlx5+PddrZOqMaWjVThsSf94nFYvGb3ZBCMKy7g3M5kXLW+y8tKYQEJLxuPfXv9ja9kbuawGWz1gHAGe9L2SsHZ2D7Weh6VjagXopkIaJ6NO2k4acBc+1LgLDaTcEXUyNlLTVJ9lUhBzYZdmg/boaeqbDSCzzphXNR2o0cTTwHXu6b49iSKKq0S/oLP+ze/8/CznnPPe3/9N1trG6SzDspGCMEl7Hwem2Om1RZte3811jBcQt58ZBaZhKoUkbDxcxDBYzFArqPw50uQR24UPpPyMEPINsg68879a8tUJPQQg1FGJGP+Xtyv8kXgGHLma1K1Q4YdU/uLrOqF3EJG8i7j4NjjOeAyENAHdKAmMm2awzoBEyXoxOgaeptkX5y5KrN2Ry3XYlVneyF8lWN1n7JcS5zBRTLtshaNEGaoECX5vGZObUkmAHO7SXWfEwtcEJ9rSDx+IhORr/dIyI8dCwJj9hjVfihuOChf0IoNWGyBnvjioVD4CmTAbgU4Ji3+0eVIysnF35lBDrlP1nEYEpczyFTqo/Aqz4DGS7oilk7gG5YmwvikfECDprr2Y9/Sg4kjBTVQ39plc8nb0WNGFsblaE+7hK0O4JtL7az0D/zgo37nQ3+US2P3wO4cUVkWRnKSVUH9Q3RLAokRsP/xRFhq81DUrLoZ3z2QUF7mzoSphD9mgsgsc64VSdqbgnxW8Ww8zpZn08z/lYeZEwg2Cp3KLP7J0me7gUc9V20HqZf538wmX6om4HbjiuwUs7HgVyuL3ftTVrT03CyuCLuRJSQijR0fGO3jlbKptT/7xKce8zO33Pe3f7/3tQrKRhsjuqKeDDkuHY+Zpwo6VkkxQoUxRKu3lcg7lP6Guit2Ler/VImp4Hcz07c0csDIB2ihz0aP1v8tDqJFiu1mEBiUYMvSq7QbMXyIuADTWCbGQPRBFI4N93UGmns89SCsV+txqhjLXk08AnsA2RAQgK4IlbXNPu3cTisXYYm4OX6U9mWxuXKRxdf1FhzMJx5hGMRFVwShQKeTIMSPukHFxunbjU8mjLSp/xU1h0k/xIraZGez7pOteU421R0d3/zExOWgiqsR/F97jVWS73ox9NKccd1IpnrSmCz/fDHKfJO0RGs/9eKK0DXiltDUe2DnOh//r0WJILcbW3uVi4Y4oyiU9BOcanSdutqwOtJfSqjSFcmweFhkWzVrSNq8wWgFkYtjRmVlsGOMT6gFs5l8NqnU9tE//cS//KGf+OoDX6+tKdFDSosT2JSJd4HoXG/zwItnh1vfSPhqIgQurkh+FNDRBiHvy8jEuMRwZyNcESy1IhxKdONkz5paXJUTna3ocnDVHDobbDpBFQZcBQTceSlpl3RoyMbqctViOp+ZaW/STuHSMJnipAKSvG+c9c0Nzsb3GobFHnsctbJkRcOTzS0X1YbBo6OQZ1Br+IcN/GadcTHX+u734v7imAAAIABJREFU/Jvn3PEiF6r1VUEkZAxnwWUuWijIOJ6HJ6mTR6zgy1kHDIiuVNhwDpDLOH4GXDW9uQQVUMoGSVO+qG0esxE1jo0p2P2HUkZoy+SxWcA6upaGnsLG0YnekYVIIl2R4pmEUQo+ZgltSyMygSoCG5wMtEMedvNpN76DQsaN4aTH9EVGpvTIEXwCRPnQjtAwSvCVA0YOD0XMPkrfFz3cYnDFnSQqYmPOt9CaGUcVY+zlbndx49mG5K27XY4Zcz41qOcdoOspUcjGRdMzqm4d0DIK+nLBXBzbXW3YXeCMdkWr2JK60IzbuUXaOHwX3ztSXpZuSXFknUb+vkTF5Z/zfzl0AOppk+5Hfp0VDSsQeiu3cRktj7kkV9jdnsusmLzErwyAazfY9qzZQXcoHtYXM9ICCbMji2QHX+3AG/Bad/Wy1WHOvYzPyiLsn1trb33br73s5a+5edIuVp7eyV7ETqJzlVnXWKyijogRQIPfXWg+7W7mvvN7h4giapk+vLqEjX1Nd3hzZx88FnPMeCVXFDrX3+fdLK6IExHBsU6biScdTtpfbe5q61Ncz6bPu2SHtCQ9mrhn/LMSugBopqkrc3ggfm0K8tIqi3wKnrZ30oEE2Tp7AkFwfveYgmgx3oINASLmGrK5VL4em8Bn67O1SSu3t3bzxs07n33Xm9789rrjYKdgLFrJoF2YFF1tRNlg4xM1AmeSsE1YN8ZuXBDNKzYUlB+2HXwv4PneEAorEAt+lHZxCKmhMKLHzKyA78UqnlgltzVFTEix7RO6uoEIeZqXJQBGjBlt6GxUG4qLOJA4LWdGD3XwQ60F3aSYXylDBAVR22j7eG9m006ebAlpj8cVT6kMdY3PhvSDlYDC2IrZGbE5PsKRLnWM1iFk8Mn4YXHAMysSnRPjXfsh78za9YPa28AppmGo3XbdTMqbbVI2mU6OL1YM0MSDsJmobOpz4ahs3l93J6qweV3LY27owVSbKro3bP0+GsejZ3rkP7/ouq6r/Sw+ie9T+jN8Fjez2rCjrq9kwK7qhLo1Z5gSa2G1EnZKaZ+UjWbSlpWpQAmlaheMH61jh31I5zcU8EUNGdnI7fZEkSgQqTfrGhBsWajubkvTade2pNhaay+8+6Uf/sjHUtlN6KOnjJDllZuZc9Px57F0pV0av4RMCherdGC90SpiSb6g2H8vgJFGBogObtQHUZC16/rO2JmEi2zx8oVGFxbtyuqKZKmGKxmoD0aVpEx1DscT6nqKYzzL2wkuA9ri2LPRrtdJbXpulzks850YJ9RE88WfmSdK/N3AH6upa5JdGvjpAEvITkFRpmg3aC14VnmvaxeNjWAjmAA6tNb+9nNf+Mkf/Vef+MR/ba0ZW/voxlhsTDb2kJyBXfxf7XDEw6TNJUChIVVrentjsXFJKaLu9Ccv/2Qcy3BBfAyok19G8VP1y4+3xp9jPLNyMTio9FFVi9MLYn4dR4WGhoTKmFT+E7bXsm4pXw2ND+5zK+TZk0ke7ysjCKaHWDKhyB6tZ180EKnbQktZrgE7UBwtPeLiinocZoN2Sb4I3oSWExHiLIgHH8oL1jdg8SE/oGaOMXnrslYF/1two6aIBxY/eYN00giVR9enxQyVGhAJ4ty6WBwOl8vV5x3n0DAs9sgu5//LtdwGUuB4Cy2/vBC4J6sdM4RetNCQEaplSuESu6h5+qIJK6YtkQb0JcriHMjMlvq6J1q+q69VKi6v3IrrP2H9KJeqjnXzxbgafdNnd+std3z2s/fV1jTpOOAmH6SMGXmWm9z2QlovuGoXkcbtiJNNx437tStQYYmiyd5CIOlXJOBUcRg8GjfJKMH8G6gbwbiZtoBMAW50lX2pHWiyZeujjLzMeBhtQ+E1TpLwZ7SkM7t3lbeZ+4EqnzdJ8OV/qGnKuKyyGNeLhCgpr23BCVTDoQ5lh0IObJK5XDaN9dn57GxKcd/39sEP/NbTnvwMpb31+0l1MpLxyXivnZ9HOo4KCsfgx03AdT80vmZwz0a4amfKo/wcutuJgjiZJ9K0VrL5X8T18mfE99CcUatTF8Szodl5RJsVc51lMGuJuQCzOotMHUAQHyYPKtBFXjS1Npmu8OPR28l/dWSj8mowb9sSFUoaRKB8CELmGtV1rojVP43Px6eTsZGIkAa9ZYQOhMo+siviwzKf/EGQUYBkDSouCumQBUHlCoqhuWpLgQfmlpSLkOYxa/z/yy2h/+NtL7cT72RZzJD/HIFZ5P6wWXSxhTI9CBBVhNve5SIc/Vzcm8u7m6fRy7anoyuSTySX9//VasBMatehnFxRpux7+8MPf/Su57/kwQf/sbR2dqN+ZkQxlV2RPI8uVZoC1V0OHg2XcJBV0YeMWbu4maAgY/V6o2HfpDQ2SUoaGsTl5rTMUrhA4+R7+DW5Irb72nbdhCvlT7pPJdiGsMKubWaXQ52P7gzuDA7D2ytlrxTc3AzieCftJOAmvEIWMyn6IeRecQmsUZutl/zmpYtWlIJ2XCnkZSKbVpQ9GKlPcmrfmIEdhitCGXal1IvvfvFb33hva+207Tg+XNSKvJifjQl+tCNpmCZO2ph5xB8IpIijfi2o6nzwOJA3h3K9gqgM8t8SFWDw6fJipvlzJDzFrsj4LiCNkqm4etbvPk1zMEGk/Pi/GyneWyHxe7TsxifwiRkQODvA0iQLBI4xBkdW2MgjmYQ5U7G1Rzl9xD3G7A/ppyWHQsbX/BShNBREsbG4WL1gvvJtc6P7xWuCEwUnxcVm/YqeW7/DCBr6f3tWRCicpCzOrqhn/0Neoc+Zxt/BDyzaFhebcbuhmJQiGB4O0o2CcUk5IqRRHREXk0vlm/H4a8daHV+L0fynXPKfIPiDWZd8v7TrVqstHaqb3pd0RaMhgYSGUYNDJn8j5aLvquSWUC0sW9S/ScWi/izYG2eV9rZA0I/w7KyLMyPPF/K8o/tB64Gawj0rxfjVp3PIClJr7Y2vu/cXX/ZqrYzL+5kkNznefWRXJHve2f5QoTGHUl3amWztEsoKd8l8G3bjKxDVSB+kvPB3NpNt7AmWfGoI2fiRV2g7A3Q3zw5Hso7GQMjGZK2T1hGgOFvxvwbK2cR+6XA2Udm8mbTpeNbhrMO5Zzk4SS8qSDxrR5FWN2VCQQGCG5gqMqw/4kfwVVtsM/I4irRnf6GryrNvw4+V1GfjWEmhI7l9Nh3WIWyfMWHmwXqcaSlIIbUHHvj6o37sMZ/+zOf21pSZvp0aLXsHCf4T1bkYhe8QqwIKcBDW1AykxeggPXe3cRguieawtAj0qeTFyjYpO30Op0ccHVOlqsjMCVFylNrsQn+hWNFRyFtZu6h6VWzkQObAq5SE6R5djraYwTJHqU20HS41G3cIXPPk4VVCeivs2hXaXUnbzHVg40eJ24nOZZnQ2CnAzy6h7CZOi8Aj1Ls9dNfjGNrJMLm6DKETfEPZXSrKxt7iijUGWkPs14aA712ANi5r27t50NESLShgUz1WGmwoxJMc7ckMFmGNjRY2g0fTU3oh0CXtI+4Qn2so3e9idZ1ag6t2XVRXHgSs6Rqc2zYTyXhBjjnEch31BRarLUXMji4KWeBLcLCcAvxl+bHasth50XMHvZ9J5H3rYrMdpZUDwoHiXXFbyKa0sr/1VW+669a7Tt86B0jKBHkP0jWKJ8UkrF8yKJxShNml4dr6jBum2LC7tNtQzzpskCBUH6t3OcTiXb775176jrf/a2dzjNVJGHBOy45fJ1xCtjRBkdEa3th8S1cKOnhOinx0svq1NLFQxjNFsYIqiQoGhY/JCtBJUE5DBlvAZKOi2oJWUW1BbUGdvdrCiVA7jNEYNKOkByFa4o24yiw4FrYhdVS4UgZ7klB+SrmgXNA2snC9cQVlLn3qs+ZICWJM7qFPFmr/XJNwozTK8mIKvHG9LoVuWUoWCcAwx9J+78N/+uOPftxZW5/a3K7Yp0Rz9wC2fyro9WpjuZ+g05R79y4Mc4lnFQ71JIl9LRjFwSCOTEUGRAumRLshCh8wPo1/c8Ycela32GKZ9MgGOnVJRUZP7KnRE0O3kVDIByFBTaN6jlymDs8SpRBHbFjkuxNRTUGSUbOhVgzGk/nPNU1/URB775eOZ834bYYwqr4cSC4rzwtLQMeooouHnURlFgMh3nXPzjHhO0YkFy/oGe20PRYgUYbDI6DxBUG/WaMLB/42G/qSDrakGK/AD36Es44uh1LP1RvNlnHsQ3kpG5GsuwH3108OQCxpEc+becYBCdIj7bNwAXVOEUaHg2DrdM1ZZbMyIflmVbj9qc/+ke//sU9+/DOpNu3zcsN8Ii6mRxwmHv2QjI34Z6QE9zEZvb+wE6acK96VfW9f+uI/POXJt33sTz8efI2+eLd+9dEPLSvPvtMKCNEcigW4P5cIAKTwUtrB10lxCi2wq0drJt8UXyttAYEvRsy6K9KpO6EtgE7dJ5EbwF9m0GyxHbPhpvRFp7OOm04KMtLBZdssPvYGgYs9SFJA04OfgLxz2QNLY16Z+ixk7myaw/MMIXMHAPktlsruLAmmEYaYfuEVr7vzeT/fWmNW7gIMGmoe6r0+QrmH8Rm8MWoI8GdjtQtydNDynuQGksfYieayOYsaESsXY+X+jrWRKxq5wsEoXA6jeBey5U17441oRB1rOZ9swaUnkB9LOVYiVktfLj0PmiNPM20nSXVRkE8qbjBiZ3af8kk19RsgmwZ8Bld9biFzUYG2ruvuivoZqLF8lq8+vj4bpwAfCIZ1NMvyuioXRyfLGx8vZZ46Q+znLHNfI9p0llcpvgIHzKMmRUdUkNor67jYZHN0RUbQ25Y9I7nCQJWYpUYC34s1J+Iqpu0E6YrGr+XKGhxiCEIxOFelu5aqIN88u7NOxk3xmRWCUlg/JqSUiPihXYV6TgVCfuihm4997FPufN4LbyirclWhzyWREcZx8y8u5/i/x7OPGoYoXYgqumhasclp08m56mxtrf3G+3/z6bc85+tff7C1FkMLYZW2g5CvY+gB4RlO0HP4D7E3VBMVAEKOtWENyXVG+GyXYjVi5wxAy+3IFeAtigfwpK12UR6TuVZkEg795Q5TmRWpLYDJ3u3Olm3zJx02wZDm/gnjdmN7MUDTXLve32NolgRa+e6KPCpsYtmJizcK4tL/z26JWRXEKeqNsSD0WKflOGT3pmv/FXYbNkws+D7F1Raf9pun7ZZn3vHbv/MHsVRZhWagn/lgXCkF6rKUiWovRLuq3Y6zMmUnI5vOJYxlYy25IcOhCuKANMF80pYLC5X8D6WsyGJcjtbWCMHQ425mc8+bezFSi63hS7uoIW4mYV+RtgUNgXbDLdE4ziEA0fvY0bvruPWOwt12RDuhCYOQEKqitIwP/MgSsNyiqIdazE5NyKfiPjmOGY+OVosiHFvSi+d/scLH3zHUEwMxw+GlHD/N+GT89LGLb+Ppglip7i/IcxLQS1apNh+bErm+IdlD8I0lcKSD6SbMc4S7gngymZZOV4K3y2pIS+pzjbXFikJwFxA/YcqH01I0L4aMQBWj0KusFYn92fVvbG+h61GpgqJDUS6pLeRUnv+cu5/2xGfGlM8uKpekZgS73iUE5OOzhBeLI5c/G5+w8Rl8pdmJrVcBU3OxOVeC30vZX/mK17z4nlc4iMGn8xWEC41fmSfdXbzkTuYT6knITkYedKhxbDEP5uAyAQWIUBQUYFUFv6bC0mTJnbxkReFswkm5K2XPxm82bjpsKiqTtUlKR2WyhqJ0PKugbD4fKNcKsrYDPdR2XMZl7bCzISuLNaFkuvJEpj9MG8QNUGv1cuvrQkaifLDXFQRS10Pms155ICMEC9VSMoR6d31Kns7WFWuL83Vv7SMf+ZPHPOaJ9z/woMU5dYM3MmmpoSolCthwDgS+2FjBF3DF2mQh7bW11mLYTajY3wqhogaMgmTc2LI2XpjIp/pIpMEFlxbHCNiEbYF8diG5P/kt/t8FJbgOVGFbw2cM5pwplIaXm1XPF7/bjwG2J1NzFTYtUbFKNCKEbFzqG8ahbGXuWygUtDJos/jyqbq0gy/aZWWTcRkbYHGzaZdRfUu7rLERxxcbWTFsYnUz7fviweYFuXi2cSmkS14+ite/vymXFSTtsmZtGEcaLdhy5CuEijWePmtOVP74WyBkIXSGvcMZT1l/XpcVRFwZMhPJxtovlGqkxZRPOu0f27EvF3EEH76XPnWJExru9JA+e0kIrChM9s0cs0vo50aIQ+Yv4dedexU5cHFa22y7hGvtHUKxgM/aT5bazJizS2PDYDlZuwyhOF9TarnUu55/z23PvCMn1JVPSHCQh27xNDM0Xa7j2iGjgTSqCxZvYtkhZOOyHWwavOe4KZ/TfuPh8513vOC973l/Le2B+795/1e/5VwJtfGQC5dqyDXMVbRjNMO3d/xb9v02ZmacXhOtdsuPB8pGPLlVtqMt+YDc/G7JilBGYQOnrEe5uZN2ZxMVlLOJVyrc3PyV6pSEZT5e/18dcKDDZpFZZ/nSWARCUVRwuC9dKsqmTaNWd2UEhvMJyYhlhyfd0lknuqZxfHRL6aw7KUjueOgdOWMuA4vAWr87X7Xy2zl4W9re3vD6tzzjlmd5G7yvV4RGSkgUiePI1kMdHQbojK82FBdyCNEYtW03H/rm/V/5u89Zo0Nu2u6sD8RUCAo6pjhruWR8wc4glMbBLxAgpqe5Z9NuOzoYcV3OjRbbcdFjXee35OZbrLZ20dLocdx7ipJjjBBpYlviti0ZAuvOpU7aR9KR2onGw/T0Br4ReW/mkfvOZcc79GWPtTkSusfH0TNxYznMvJ4Xn1pGQtcFp5YH4/poY3GBYAaMMae+MXlxoFbBT1osmCjYIMUdpEZwMb5PwpWpHnLn7FhwWpNcl1aY8SyhdKEQx5hBoVy2V3FcKsqGk7bG4+judHEx8U60oI9ayhFD2WNtlsQDjU82lZBLSGLWtd+xrAK+QagyISAtpZXqdvFwGR/pN7NNxaWmbXWppVJuv/OuZ915dy415GZFfcsKVT1LoN9yTCTxfQmOD9upEmU82zjslenYu1cm7Hv7+Mc/9bSn3v75z/9Na+3Bbzx04+EthN0SHVHKxl90k4+wFZfFwWRI2V7WPR5n+lcJuwIoEu1zMeRl/FIrIVe0yKHybwChN2fj0Tfw9FWeibcUPBnXknD2scrK7PWTQu3UgFwXLiNx4Ud2YCjIyHrAr+bfnwva04nVgvAO1DczX12fVBLw8GfrMkC0kHPeH/7uzac+5bZ3vfN9e92B6ONUXhq8eEXCceBHkQNnIhifwUXrfIg+RPPud731h/7l//rRP/5I3RvhqqNrhMqqj0QPBSKimHmqjRVzviUDQnodM4qQFwAin3fZhHS8lmIPW4rluug4VxMmPgFDZkOUsCNosxySiwvSK6uu1wuZzIKd4UtkM7EfxfagCHf4bIahrjFb0yWfTsaAsshxnRWY1s3KPVYX3yk3OW3gpN2ofOAPvasPxvkCEnexodm4uzxxyfhur7m9xHYN5VbxEIHPPIoJa6XCQTLgM+ja1PBwwRUdd474k4gCfcIbdeahgsQ0OSnux93ibma1+TL8wXErci1wbNeAAH5Lqdz9ope++KWvyKXG0hzNwWM/ZPx41+TCd+49WkR06Jivm0H6J9Y44MSrn+VQW2tve9s7n/TEZ9x4eMtpBxNT3I2ZYlNMViRz758SEh3fhaKGWSNYuMtuX2KU687pdWbBrnKo2BtksGHIbeDPCqfnFe42XZjTRJ7ewTfrG4TGXSALNHTS9mys8RFRlB5mhgR+Qt7YgtDHDlfE7lADl6Ays7GPI1yhq5QXmr8yGibwhz7hDTjBikRhr97tFtLe2sc+9uc/9IM/+fn7/q6kZvQQ28c0zrjRsiDLSJpUabULylkN3phUUsuhvv5Vb/sf/rt/9oF/8zt5b9qWzWRt916rgGJ8NfIOh4IDZwOXZ7QYwVbgSIJd0SNsd7mHpBu4bo8eexu/5yXPIX9IKLv0N9r1Z7x4hyBob5oajKaogre442J1704TPEzuEh81J3CVVXCEj5es09Hea65nq18kZfD1CAnoEqX2lwsRqzVY+J0zodFyJDrkMhLrOYzoCxUSuKmYPDTdhXA1zHE6p0T8+LP9OkSZdPR6MuQ7+9GG4nNBlIxxzmNQzI9vfMIKuZv5n4r0NXDbDLn3DtAhRDk8N/S5DJKgVUaqFzJLjHPZQ/qMqZDjM/jqUwO/x5jvecnLf+m1b0y5oxecKeLWlUM3OG7zQspdJiWUu6x1I6QDyNRQLj62yoVcnfMvfOHL3vD6e0tp3tbod++rdcXM2hCSwHnxTD2iK5L03YSZpfYRJmXesaoSyDkmIaKOsB5we6wVKYibCWftT8qdTVA2KTMUsll0B9n6WNRREBWEk/FYYbpS9qz9CTXidNggaUvVIJcUxLMJV8qjRtYGyJsakylGP9MqUJZna8Li6sW4joYbh7J1w0MQUpeMK6brs5VeFejNQ72OpbC+1dWisrEZIGkV9r295jVvfMHdLzUawCSApKHIJln+IhGl4v00PPY2JhO88dG45MO+1/bOX/sP3/cvfuaTn/jcvuMEvwqhYhupT7tLzbi8mYAMY6yiaYuVjCTtGr/yxZpw9LeEIXZUAkqkseJO8As45Fn2yjEv4XD1EUKtixtdmmZpi2W8/AifaSl0Nb3/DKsppRdLOp2h4LQuG9GsNJeaiziPEad6VwjTq+cqiEsT7n+M9QReMUV5PLoG+WOmD7gaZ49j24XqdtL25mbY/srX2kuMPveJMuIyvuCdOyrqAOnZ4Jf2m4/ZxuI7OMlyDOSY/WQO8Laxtwx8taHTopRFbe/dxWZRWEgcOi4mYS+azzt3KXU8J5XFvpsD45/ja5h5XOP2AvL9uiIf9ilqGoxLJ7HMkWhfK/yHY1yZ62qK4HcISOJA/LbaUOw8Zc7G4kLFArCLLaXynDvves5zX0BdXBXb5886bBA1TVuAMJ5Unk0+hpwUipxjwAC8l4xP1B2FNicriAriWfl9b1/5h68+9Ym3/t6HPtxa2yCDzQ5KCNOpR/q4utSbvJgIjm61iwYjmFDAZ9QzxGl4N07w8MmctMeaJS3juPiAL1+3wDB8phaoZnJFiE1zUrJwBASGFk8a60COBRc2cCdjz6iqQPNvbp495jFcVToRZnKs8Wx9jMLwQ0tZCDseIOyGkhvjs5bj35U/qYhdujPJu/c5UerTZ6FKtQVF/1U2GBstZGsymPDMZzznfb/+mznV6Gvw1YXdxp0KQgO+JzPXZNetcWhZvHJhg3BSvrX2q7/2b//5//aDn/+bL+2t3di0cgFYdiVXG4sy6cbJ3Tw7CVGCL5txGzhC20cZ+SIEupg83n+h7DYmZR0n2huNS9cu8DgWuCa6PwZWCzZ10YXI31kAa3FdLuZjDUySIGwsVOfboQuKy0YQMqluHTrArle7aOcHvO4p5MPKBFSyGWVVgw+b8P09qL9oEZbntUOKtCzsSvmbw5r7a2NP4xO20BnHLMSdR99iM9aiO2Bj8aW62HvyqFseo8NqfQPKyYRSRh8oJYEXGZWrObNR87QhWVnByJoB/MGYjxkCjnRhgRWJz1dmDC2C6BeIxV2vD5mBfURev8K0IfsjhITDHnGWY0zl51/8iy/5hVeFXMCXs464Di4u314vDnaiCGNsFRmmLJFZPzVuqUF0hn1r7Xf/w+/+1I8+9itfeSDv7cpmbYuF4mzxaZdHzEbsa56auoCAiosvjiJCnjxUxPi7GXla8vVLx3y5+GhImATf+9pXtIwL4kxF6iOcNZLfJtvR62kQkCyAbfDoDAh5S6xlx19BinZB5j3gd4H7DVGjS66oK4ApFzbjtR0feHSlivpYKbFjVzSbchesz+eTC758+R8eeNITn/Hpv7xPq+BsOp+9BOiPxArFw5AICbGxQIiYcp20b6198IO/8y++78f/4i8/u7e22UDj0ge+pGnNKdYrTJHSgokEQrpDWkkZbXGOP2chJRTcFmvuwmb3mM3Ic3XMkI7u57r06KJju3gbx6+bntcXMgQ4DIKV3Aa2czGdMkK59QgzYlAs7OM/KRdcgt/Vos1v57g+6IlZnfbofuCaosKCEJpeyJkOv0+7C9gVHrXN4Bv4rhjEH6VsxDkv2kU5Oq+3E/k+Wne26UNcRwve9lxruZwL8nMZn7AjOJQ97XsoAyzV1IB8Nu5svIaMrhHHIXKrDbdViBtuSIDm2Xfy4q2ibUWSUZ/Wk8ZM8ZGZIesh9Ab2nOvr33jvs+64y4eobKb91kuP4ysER9zM9Bw201jVpx04Cfoxy864LMHVHpHbYkPd9/2tr37rC557Ty67DtXgqzEFILlLpAy2FRyNsSvifY5vweVqU9E+cXlVUFEqjzWCrvY7bKBxKzmQb0OeNemKJPBgloHiN89ecgf4Z9bq7i4KirYrJWHrw1stCvxwUqLEwChu+pGkO5kVHdG5Y1Zkw75UfXqW4HA47nRguGEIA6j+yWtWtLoicEltft/be9/7G7c+87k3Hr7p3e5sNiaDm9A5Lin3PiTyskiH23QEn21KWN01LrfWPvWpv/pn//P3v+Nd/7a2tm79Dk+zUKbUrsbp3dGRxsxF474YrGM0jbV9XDpHnG9pGi5GavTJeSm0HgP2i3d1XSZ0Xei0PALeM44VJ0p0UhbbzgpGZzBF6wWlxC1JmNDcuV769mUcGziQAK9zxoYqjjJugJCwa9UKrWgOF5bIF+bxjPyANhZSakjsY/SaT7DU/ZhfPqcgKwziUnVpNy4rk/Wgno5RePL3eamVCYgfyH3e6T/E3yNLNAZ8yI63xQFbym55BThv47RS9tgtW8jGgkNJXNzB78buVJHisWwiK8KKde/FGeTJMR2ORlDasFsajgx+t3NWNPZDLKSKWUNMd73gJa/8pTfUffe5GZfwliiQDWdBAAAgAElEQVQz46wIx90S8pmRij3asJQNckss0Qnvf0MGjT8W77m19o9fe/DJj37yu3/13a01HXYdG/gW3B58taHPK4EwiZcv7+WYFWGxVveJsVhHH93NiAPhIst0U2ZFywm6FHYMQ8ExJT/yIvyDGnFisNBoL+1OZaQd2AAEESf0YDPQZgIWErkplWkIop4/RLJZpkGSIPjbxf+KMec2bxCpKSTrPlwEOySSrM0yMt5FpXrpJWFPiYIudse9Ox1vtMFAjK601m6/7bmvePnrgw9gstbJx32DxLxB3KN4GNwY3ZG15YnxBQvs2qHpDKXuf33fF25/9gv/5M/+vO5NOgnGKHDmJk8/ZAyBTYYMZ6iG39traCBNlgMvZExqu1rX+FsZ3bNz0i7amFkEDJFxrFhg3oAKTNJ7HVzX5azoOnd13a/1Z/GZi0DUtZax1oiwNfZvoRigoYY24/vv9BJgH8rSQmn9oyw2Q6zmGLhEQfVFQ/IwiKEbmxQEjXWmsGPlkvVGcVNJRIIXn85qpzbxocVMIpQdOwcN1gmoP2+oJjoZLkwLuFT+UHHO5WJCHr1ENNHVRZw/ND5qSrYgKYtHJiuLM0MDFlrkZCyuv4KoPQxw6YB5yq2y1Cr4z+VmIIdafCrQCycZwo5TtWx3TlnTXcnyFQ6X64hCr2pgQbEoiL3ESKU4rMnpi6wTP5TvYypveNOvvOXed8ZUtE2oCKeAer98/yLqp6FiVawu7j43l7s07TIsZrHa7IooIetCtziVRkFsrX349//kR37gpz73V1+oe9OumFBtqCHWINB1EJ2kEPI81SzbSJ6Y5pYp2Q+K56U3Cewo7YaPhta4D8oKYxvI0iPMPB350mXvI9BsMH8cKH7z7B6+gpMKhpBZDPCBxDMkWIdVGSzMcAePhMWI3LyrPshuFROTiae8hteBfO4tR2PQOOVnaTPs7dKSpzOGgH+LzE6MwqjPDvcBQ4vDG20QnC/ZFqfCk57wjI98+GOtNYM5WWxKkMgnMkXfT0tdrhiXWOvauAI++7T71NCwasEOwku5pCDSU1QjO0hEpEnVnWh8Ek0znRpOmiXrwZbqNcthAMFXlt6x21BfOd5ErKbL6zl2b0vvumS4Xqjzs2n+ngkWR2c+trNODz2sbp4d1tW1jyjPQeOIkvFR2ygnNSiTlMnKZJ4M0kdkyez2Ul5ofOLJnjikzlDfG4Y4JyW4o1ic8JXDfOOTrMQscDm2SbCZOK4MTFrAQ0PFeOY1YJJ3Ge3syxuKcgFJmBLHw+ExIPA91KQQVmMk2SgzKigYFy7pikLpAxeW934dIrqY/mNybHzSlGXy/RzjJ9p+45ZE3JawV9KlEus+b7lBEpPkvW7NY+5dU363obnU/v7LD3zx7+8HX7RNvocCPeHWKAOYcLjcbj3Wq/Y+O8o1CLtUwtXX8GBlOtgDwZgxobcxKfA5l19+yzse98TbTptFeT0bCoRoQjAhascpjkiabe6oLCGK1JQ2OtXAofR7QmBQoqBCazRrmwUJ+XKpkp/CCOQWZlGopW7klr4iBuK44H/z7BCXw1FG+PORUCBd1EXYbVvHq4wUT+JykhuN2QwRGYr8QPZYXHnCO+eqEle2+p1AF0GSJf3j8pleDXbGhLa3+z77N0958q33fe5LJTdrK8OjksGhINtQfdp5jq+NZVTXe2xbxSTdvJnoU7O+jLRGlLjPxp+Uxw7fteLqudnLyUfAWjQuiHE8MQwHv05bXz4pW17+E74f6ZMAe+tc4YbKgUX4vWs8H+ihiyu6Liv6p1wck2IF8ZvfPt08Oxd3l4bJM7733xkfcVw6bzP0mswikfB3B2rSjtbNTB0hxfh01v6kIr0LTKEq0Zl2mgcxkBnwu+mdHOsMm8Xm6kvz0VlWB8JlV2TcDo5NfGFE64h8cgYm4RfEhYi7PKpuR1714tLgmtxXPg7+rXbRpxzLHkrtPsOvLoe+YmDs0mgu5kzEKMM0LxDuhUUW0yJkYgpiRq0jJguHCxJQHQlZRrn3Dkbl2srebBfMntztOAI9N+JZ8oVMfzEz21ueO/nilsfh+ED7mEr99sM3nviU21//hntba5tBAY7uGDCkuBCd+DILxAmFe9H1vJFUzVkHrIYYJ0UIMcDdj2U/uU+EIfVL+fMYkbArWrOibR4gxD+g/ChO1dum+Q4XPBA9TDzrePPsbp79SU0z7siOowMb3DzuW8I/x7Tg4reIsmqHsLlII29gG5P3RpTB+UGvbGm7zADULmgTW2vve89vPP/OF33n2w+n0AAKoojkjXAObKKehlFuXQ9tqC40N/SBqk+7hjzGeIuiDor5y4caxDBBUGHLomzYjGfs1LgdawCUlcr6QTA+uVyxUVEenuW2Yc7r0Wpo8dRYZrOh+TgqvfKfL8GOtCl2bksSp6UnkV1mcfTGd2Y863KedT6rnihz0yUQHiVc1y6nTOJtk7LccEvGVc4zDPEwsdneeJq+4ZlRxqlqISe3T6fUV+0TUMP5fErXsFdTy8hS4On/5GJWhAJXAlWeIhIxVcGS9hK9mmRjdrkSAJhl0Ys9Dd/hUqZasrdL2QzTJQqR35IvfQ5sD4Fj7gOlBIGKS2uCYjMQhVg5hZI7f1K0421j06hoQkQv0tMvZcNmfR+C5cJM4ZEJa+8Qpx1b8ZO1y9yadtZB24RwmXZjGV3XOim2T4SrzJ7ATYK4yMUFtAsCcfDZ/Cyx1Nbapz9330//7FP/6I8/2VpDWSO6VR4nfbhcNn3Q6iCheKSi0Lxm0nHetS3KZGMrTr0iE9fo2mU6PuMrkwoMqcWj2Fi7LtCxF7Mi5phtNNVbVm74b5lfd8yKNpNUbzZKG8SrzZ6U2yCdNUrbjeuk3KYDCUZNuJzkp+k+NI/mVog7oSLK1EjE2ZVECK04Y+yugTSmEOR1sRqftU3KJe/23e+3P+2Ot937zpiL9VWbDLZaVw0ONRnENsReqxzAw7UZNJE0R4cbFKoNXfX54r7BrgVse7K9j6Qah/t1RIsd6jH+aoOT8tgspW1C7TKEyLmPCk+OjTvWWoy/EHtiQUuTOPQUYnc4EatxBQszLnarZ+MaHh6dHF8zWYgi3FAsN3mkHXqZDTtaUFcGHyT3cTIuayfhVrSY/HWk0ubKBqH3rlEbphKjVPtmE2EBLjKEZFy0oWJDCUYGuncx99QKCb69AD4CxjyKUhFFcQqHKVYgmSAq+dIJdY9OuSB/HfMDMRPtYTLuZ+sVBMOKjj4bl3t9ghTksH5m/HiPvEXtgaWyBD38TtFeM+Ofb4NU+3qh1LhMjXpJuQQOT8GoLcm4zfgkwg4eY7PjBgNfsVjFTA29cnzw8O48YYsurBjhw0ZUuUZHLkMx6YpwALHw7liIRbHXTvjGcqyjgU84DsoG0lvDaYQwTe7pKEXv5VrTiGMCOrkrrFZiW5XP1udU9/e9/98/9vG3fP2bN3ysouessG+QOVb/ZNctCRoELEG5WLHfzvpR4gLfe8LQgGhX0PV2Q9Q1M6dkThqus/FnE3rp1Jf+RWk1CEv4e4G2sCBvkrbA7mGx9esFmceuYDB+peBKAQJfmIWctMU/7D9vlnOvhW6HDhzLVCh4qmikCka7m8kI2WvRZ8oAIBsRZSdYFi0X+KytzLR6L5SCUsv+tb/72o9+/4//4Uc+2lq7svmsozHFu2psYCU9jsL49OIOkBigkZ0ffiByxicJHDN4yl1mnMxik/PR1nN6t4Hf8Btx6kHoe6UrYFI+rjFtIlFwhmVkNsMg+xIm05MWF4sjU4g3thwnEHzoRbDgiCNRXFyhzz/tL8763fqGSR74jFi5Fl14EIrxQ1Zc8jKAUH6I8isQLF27NFClCfy0pGitlIvGZZHxTPOSBc5ez1pm4XgKiu6t1gUHVrEFXGLeBTrXxLz3seMnUtIQXZGjplEG2SAkbaMilJvauqs0ghod8IS0TATLo1mUfyX+ZBLF6A/iexXtrBNKm/fz6KoNFdzeHapj5Yi6GCOGEPBhyfgMpQxNmkPsFG0sLhcxxHYV6KNQlRWTq7aVq+vHIF0+6dhXg5g+zmmny8f+LCE3n3qH+1KAkDC7mSf3LJvhYhwAofPOFeQN9Y2MfeE9//fz7ronpM7lYd1065v1HYRY9tUQR+io43EYPDNsx0vXHbyNHH8Yn2DWp5eZvfX1ags3z07bQr1WKG28ZoGHzC/DQW1hLQItayr9xEVXpGxGqVNsfQVBXpQvG//wpO2VNiflbp7tjZPFpIc9H7G3Oerso+ckA2IZOi4JpkByWy42nBGgqeOBSWLaJp4/hMZlg3y1hb22D7z7A09/wq1f+9o3Um0nlzdIxiQHxVyzmS7GOEZgpkjw5SFgMFOcHbUaQMgmsIeY2v7NTNhFR25mNZHJhdje3dVBJN8skVytgNT4kMs0ZfkonqS5VJuOiR27ItkhIS/51FNPjBvHGPxuyXZom5CSIPzlwF7kn8jSiO24TZWuaOnSAJqKJF3RdEhEQ9+Mkk3NBuJ3JhVEpllC2I3Y+UeHJB8EQrapGM/wddJWgHVuVRHsiTgEBRl3Ozd8oK81ojttPqpJOvJ5MfuFXD4QWIq8bfIfndyBR0mioEyVnhaQyBfH0Ar6SPupWwhBVJRyWFkPsTC9WPVhFqKuNr+vjiqn5q/RJKVnrwIYXItk0y/7CmGwxhGhlV1uK+XkMLXvEewycI2nA+/FuOJCe+jb3/nZJ9zy3vf9BtZT2NdyaYo/ZHZFY51nmuW0/rI7jTyTDDu6x1p0vCBk46OyERuwaNrT7uJu/e7Cft3ApCUmu8YVAY6dmE7aYuuP1r8HX9YvWxyfilOik7b4wLrPVA0S8WMWOMawHGlSzkThUv9vlaZB7F0MUvLWEb+kOJtxwYYMMWsbNQyvRmlZMb7sub3qRa985UtefT47X5sK+wZZ6Wgh+ziQZfGGpibTZe+yjTYhGT5CszgpOwM3q6RIqoncPfwL121llO5gCFi2VsguPN+HjfZ/y+nFEjrIzv+l2CtdC7si/J1Y1wkRxyDUUiHdhkqR7M5p92Y6OAOC/Qmc9/BBwojHBSRKaRfYI+K7xqSKp0xSb8QusqLhCYajtQOFFnnJGvO60HCMrJRYZYjGhh1C5diFIlAmnq1dTeSxkrbFLDq/1MDL14hsfEIxG+MqFSeEIC+BybLRwrjlLewuV5c53+qx/9i918qkdsVF20emDlfUz6wtMl8Btxs3sBMzF+q1GJZI7JjmQnN5t0ReFzsqC0XjMrsftGMy0KxGqPLADNDxpqWATB6oshAF+4YnN2CIaUWjOKc633BLbj0L1xllvozLGjL0edAl1/bV+7/2wz/2mD/5s0+21rRNJxVG75FvEOVE8Endh5HhR/hq3v8cYsoONl4uNkHEZkzaRxQqQ2cve4+MrfaS2zt+9eSKEIin0e7ZuHzWgSelIrmO+XXSIY0SDuA7Gy3WTG9VNvQmJAhnjZrfEft7UNLK+KogdrjDRAgFB6kpKMIioK9KfJ+IctINF+t26/EqGpIyyUChOUlITAjGJZdw7CBWtvrz2pAh1Nradx56+Dm3PO+Dv/Gf9r2dIW6ubJCUCQYSUEHC4Afa2Es712yysddjtSHjFUtLpfm0a9cbs3TnWLNB7G9IZNATnML/5YbHoyWFmLG+ivGpT82l3cXqUg108HiaPf9DTYIOIlJOC9rLG0s2inMEzSgKl83l4ZeebyxX6AAdG1Oe6YAaa9olBQE72LSNxrHj71C4dtH4bGMHOY3PLqErKn09sWgXulYQkk36D0GYwknlE10RN1KwzJ10NljGQz20KjKPzAQqBQlFBSHkXmYYE4CmErof0pmZqlC78TiUKGubjZ/SSl5Al3LIGHulkHvrhbZZBOyUbo6br6NdyWdRZbkWoDuG0hCwty+TcsEOfqeiQsHWH5yxJMXKjMtGNEvhO9U4w6zjGbtLTS6yfDvyWGE3IVaOZf7H6ZSh92VcpUrecH5LTq+FYMTkJmlilkvVhp5GOxwjlNDtZQXprAO1Nk7pYA/lXZmh+wvmYnGQprd2dAm+kOuH/uCjP/2zT/3OjTN+L1pO6fmWYqRExfmTZaB5XSwLovIk0yMIRQEeQNowvgdPyNfAZemdXhGhqQtshWOSPWdF1rMOtHZegT9ph46HeomGE1pYbQOv8ON1slNVgLUsorQTZwPnrLCU1gbubCzeBoQiUu8i45056yJWqE/GRGuKg2IhW8jeFu+qxz4S30xXWxhcDI7OVFckDFcKWmsf+v0/etwTbr/v81/cW7txgrP2G4QNYLN+g7SZjK1tONQccGxrWF29NLjgknPJQwTjg0vf/ebDv/0f//M73vW+h757M+amIG46do/rJuliPn7LKxTOYIWq+g8IEAvKrNiCl7OT5VpOqTRGSxh14dsJMcPbkxuaTcm0NbGo7kYv9/S6ISsoGmFbg7T+bFznp7I6rSVUXZM0GTIwqWixoIUjO2G/vgCnrveiTv8EYrapsOs1pIVqYyZRAEZsdvCVge6lktFThLjLFHOBPhh1lCw70fRTeHk1SaAKwxEhJBu6eIy4jV7oMoNemKnTYO8DTIl9Y3ySww/drOACojlGWi7VpzsWl6rgpIkFd1kT88j4IQNhXOFGH+iVy8kxcKguXYVLlQYvifeL0WFgVz2LIWXZBhBkg8SF3L1LfXNFqnbOVMjKYXe/Nz5RDbULsEpejHEsFj4YH/K1LgdQpMjJeK9d1DaCL9aFV73mrS/7xdeV2gwNOhFZewVX5Om+zsdctFQX40UOi4UFKDBv5q4T73bsppA0bnmyjteSEM99RdpS+uKQmWNcBjdRpRm1E72ugTt7rjZ/czMSgiOsI8qi8VR2csn4oYUunfDgONkZo5DV8o59ZeszQHa2OluNTjgB3egEOoEAGG0oPrVew3R9mTbwZ2PPGpT1tbVXv/aNP3f3y41L1u9nHc4aHQM2UVYxe02yNvsgsiU1MT6ZkK3LzmdrQk51u9pe8oKX/Lf/zX//fd//Q1+9/4GU69VmO5QBGEpM0xDYLW0QlmAN8xIeZsWmQYu2Fba2MsWWt/fI+5JfivxhdrQcVk8uSpZGFxyPLRo7JO2Qjz4q3nKrLJm3YG9mYyuX9/m1YiiNRpYcQ3NxEvuSTyog8svQwfFPRGmqL692UYlNznCxtnnd8IPjU0yYAToxTAEEj1GunrwlGVajqzA+PXxS4+13KiYygIbODQwh+QE/XlfIkVnRsjcECbvfjyU2DYf/kr3SnyL0aIOJReB38M2QpIj8amm52HnohUdHm1P88iRksLzEUT48fD4teHGpM9GNHfDPSUWshymbT9pLpvvYIX5gqkS1rdiEx/KAh7udWEJ8uVRc6kUjG+rpvP3wj/7M29/xvr21M+nU8L1hQCyVzC5Gk2Yu8R63k1lLRGyRgnYRfIFjJcyj8M8F4OTo2i9aHrNo0Ckbbm7mxllfKdjAKxex130z3RUhOodOqI8OEsJrCKzhk5COoesqBtrhtPml1KRt2SAwFYotqaavFurXnPOWMWPb0RynkG1I3tXgmjVFb8FCRp+kt2ggKyikB8GE9Xw2YQOnXDA+KRc360vdb1xd3fbsn3vnv35/be2k4km5Gydz0qCdh4CE6UoV2h01InH82sVsg12R9wWMz2n/yt9/9XGPftxjHv2zD37zW3VvV5uHUI2rqo+ClQN70oJwLlicopFWR1N1iO4v/7msFR0N7rEOdNxAc1PII7kiiVa7VHGkI2XDfjNJuCJe5JUvQL0EWbYQ4nZCf0NAGUajJZaGhGxLYz3FcM/x4IhVxjomMS+uCOauSX4W7SaMVLoipI2xfOSxnA6+y1rPw7QS6/FckxVNEQ+be8J4I8aR2OBsY1nKyKLBvo5mEeo4AZI2n+1+4Lcvo2YQIxwnsBfVAWJGsok7FDuRLsRxPTlpBOLGQ0lXJF+HzCRMJ/UNbFkeEz6DF7OiJarrKsMx+7I7ISkLbkTPlFk2bYvxmall8gd0RRyw4oxmbauCqZtYWomLSYN20cZkYzIhGpfz3v72S1/5P/7PH/v4Jz7j045IpnEcDe/alg2m/EN+xdEayGjjsMNXU9D3mI/cZnfI8qciN58UzIyXZOiiF5xc0Vn7zfjN+LPxJ+1unM3VeQB0onOoyxmQUxmBqrKlA/puNAkan0YRqFPg+ENw8EyQPaeI9XdwvO/XJuNKZSNfppcKEvjsfHG+GshKea2jgQSQAbKCdDbxbOJm4lmHzfQyAA28icoE45KNubX2iY//+U88+nEf+y9/UVs7qYBZlEu9arpBwI86m4ANBKRzNaFkrncq7Dbi5PJkfQYba9kf/No3n/S4W17/uje7WI3NyvjNRI3VXVsARcYIjCabWH3a7fj8ygIBMlDlzadHa313BqFgy84FEPm6JIBzF1Ig7eb7+jg0Lf/WEjMQTyl/hTq09+PrBmrCkDwLKfvPpReeTMpB/dISxwQ5FEsmIlk2LuElv9rFKlO0i75ZWn++eTNwpKxdNGJ+EuKKvcHL1/lux39XibmQTcioqXj80osBPr8FQwBjrK2rTiDt0PdGiI2VGEXRC8KOIqEkbkSFVdeFE7Gmi+cLH1aGvd1ihuJT8wlbi3AwRLKhAN2w8clGUXF0q9wqcwowNurtFmKPLUG9ROeQZeDSAiutvcPLmwXRgjPvw6S9UP+zyZB8JbbaoF2yvvO5UcMNQoZQTMgQiu3tU8yeQA3ArG0vA0OvPFUut7ATlfJ0mNuRc0257m/9lXf/xE894eYJNpMxJcDwmpEqqbZuZ6qbE8xY/quj5xCMlRFw2AlOTF1wDzO/wFflt8NJyOJvZHTLBoEXfxH+8ScVTlsfMrRBYh0glvzhhIYAunDWY8SDonGrbBR4utSsCRQ2g12H2BW4Aog+7z51OBvdvqDMSjslQma/I49AuWOChUpcncBmU3EZj00xbrduNyYrFbwve2m/8qZf+9mffsp3vnuztKYgMjGJCo9jUM0GHnehgikK4zDQ593n4lLP963f99a+8eC3H/v423717e9te3M2WYjBp+CL98X74nzXxCVgZ1xCzmT4kiVqdqnG2rjzdH7ZxQpPubCfCRCYqFzyN487adlMx32mxRRLefKlNcGoVrsoZUjo8bMSfCoG613cJWESaHy4KAHKatNwY3RV8Lt2VTv+zbyYuSUpJHvXJyGhfBz9jjB8lkP1bHxyJMZsfB8QLmBG7EPodRrdR73txvfL+h2/6+h7lpRF5kNmavsvRNnIXZNXAC84/MnnCrEY6uXsdWJH1RGs5mI9yWZjUZE2SYsJIdtQuBy1GRIADLtFucJ5AkLfMzSie5bGqcplCZCwIVvSl8MPuP4DuONfYPfD/kwGUlNmEErIDTFMLed2WnIzhORrG1iGgwDPalzVrNjpMoTs8m5T7VbIogVPSOvVnVI4AhQZ28k7R3Fu4+pmMrj4zNuee89LX5nLTp/DV4cEXTgs9YxJairdLThwKC3WhsU5vo7Rj0u7SzSS8TCOZAlS5T+/aDEWc7Fq0LHO6WaS6W1rY7DQjZPl2UJcKGLfI10U8xoYwRPQXFakb31W6WwC43i8xftJg8R69RNQMx9sSshGwZ/zAxYasUJua8QIqFLsm7MVTEqxnW+qFz7vxW96w7217Km0kxr9LsTkSRDX3vjF+bsxOLmLGCKrUNsSUrt5trc843mvf/3batljyGBi8Nnb7F32LluHB0AOJie4iRIv49PSr87+GyECPP/yxcsb1lRJkpv+mMXLsHe8Edt50tJd8Vcs/5ZjLu1G4ivh9fHhLiHRC8M9MRlreGVZ1cAfWDmf/wSjEx42zzvHhsYNZOwMBBdmEoawczVLelZDvHbGeXyeFE0spX1n49h4bRB4rhIXbDDX5w5WBQU5u/2KO1yC7HmzyfclX+7F98Kp2xJY+FwgZEU+DDcPseq5nsR86LH9RraBq8EUNUEvAtcnL+AlUUSpsEcWGfHYfLae/ZAWJajrUlUMZSBMwRmHWTITmjG9pKenri7tcizplK75kR/IOzGuaMrOOwkLUFKhGt87rGVaZmNFHR3E1mR45C92TXlW5m4p7w9849s//KhH/+ff/8NSuYGJr06m0G7C1pZdzWD4Ap8seKb0JdKpALVe8IdrLwPKo2TRqBXxOkuTBXMRdAHourwbznJlxyNBOTYHhjo/pDeSeTf2n/K2loWibmeRiQcT44KNF7ZK+LS7OPRa+JJo4bhcZEacFYg/9gpgPtHdlQsbeNTAtq6CKUbHnNoX/uaLz3zysz/5X/6itXY2eTOZOl1QBW716myCZWoy7/7kUnKpD0X2qeWyv+JVb37Sk2779kPf3uuulQMTLfQLekWtsO6q8LVTVVaeKHQSUiZ12V58t54GTPRjGS5voHHe6FvwD7GIuHjiy2HmJRCJ71a+HUsIJM+9ZkeyrABzT0TVfZLGIdXwXbioofcj/dCkR9fVJCdyB3Lk+FkQdtCshiAM+hLFL8eYG3jFueiTt3xquLe1xQxp8MWNy6j0fDzkSxbLfyKXerHXw+DmalPPbJQYfzW331cpfSvjMC3oAN0JYdKTWsi9t3EOEHutey1z+vEu0Kra3ivacN4ob5jFFV3cWhD6G8HGal4TSZvG16fEDNnJFOZqY+XhOKjoPy7o8WuoO066Qj+xiHdwnqdd1YKsMW4GUrdj3WHLCmJiusHAclzEKrJxe2vtt3/3D77vB37koW9/J5apWoEzALUtCqqyRULo/Op5rXiHcMhyHQwgdxqfVvxf2f9rDuDnMSu6LhmVf26WWpFxtYdpflh/xkyYMke4XO/IQQoDYZfx5tmdlOdEimH9RbRbAWu4DdYc++2zdjj6CFn8m4nY0sSNTTyaTzokbSP1KERZT1Kde5Z4ZGqPCCBsJimdti1qFdrefv93P3LLE299+NunVNvZRNI9pEw87LImZHxCVHTBsvFNx9VdDJ0AACAASURBVNpwejcp5iIUk1tr//E//d7/9YM/+def/VxrzWjnbLQQrY3WRgBmYUmdPdSGinK/HhsUjE8IBsJoVuXtQvheKDxzyKVd90fwEttdzJ9LBfUubSxXCjTxhpeL9xb/W91nJUxNS2RlkrIRB6Vgy9cGcQMUhtjp8bFhZWomF0HlPh/IbFwhD1RInHCovAtjsfNADdPlUAuzfvHeIGRJB1q8Ph9p3KuoqIvvgmYZFNmwpUeLUjEkFIRnjQNwF1FMhMyfjTLEsXPWxRfvAWkItCjyG59srCzuR8HTsBc2FpdmyIv6VOZG3QahYjCE7VAQsg0dSAfPzelJAkfG52V7IDv3bAJHG6h3TiHF5HWYI87JKAcu2I9FtY3ReyeDnosx/mUcKSTtegFS7MDeEWx8Vi5oG2PZ99ZC2TfwCoKCacw0+N3HzprDuHADT8opqJjVqxXGFuN33ctIKAsQFPRrGuZps4/Vp1b39rpfvvcJT3yGtc7HHbuXtC3aVUUTTPqen4V3+cKCMenh1lgbi0pYUTridH9xFXKF4YCgSCzkGNTKS89VMflXK4OO6TeILysbJXeOEXl6bZ3gSMlTPuuIMoLYT6ogbOCvFNw4axSQXjKbk4oKJtrCzc08fFIoWzesgI0bhHGZKLMigdv0ZItjYbZTikIYIZZetMlaR62jVtFCyWl/y5t+9e67XtIaDrliuC/ZWOwjtv7Jv5piWIe+PG2GVcP9w1fqb7/0lZtnjfY6JOyVq75TXYtFCD5kBV5Zv4jLLaS1OecQHTx2jCTXvdqEAVSHIPAVjJZAX+TjCJ+U+WMXNsRSBpAbUS6IGNaJrx6b86exYBgucCTBlxHqOzIjR7EArPNjaGy7JS206Ts+pmwieQvWEq029qFhLlWfds5u+QxjeL5E0JPJvtRTxRvDCuaYjQUPgvHJJnZ7yQTk5lQqCooCvu8EP95m6PCIYBawZsn2fUk7Jvc5Icw7jxuGUEZHlICwkBbv4t71Q3sDUHOxAZdmw66o5mHDbkgw28VRiucxFmj42K0qG7CH7EhbwL4iCL03gPusXerapjbsISN6uRtXXRhjSrg8LJdChg6cIMojI3+NsoHqUkExVjLT5WwgpvzZT3/2ve98zzcf/FZKRVm32WkG23gK9Mo2K0imc6xpDGvMvdu6D5goEFFTdQo6WT1P6+hscq4Y4++84+5//+9+q6RqTTY2m5A26Gm6PTQmH6MTAfYOoQRDvWJASIn0KzKMmNPQC1ERb36XpuBgucwl9Mhe7Cu6cdZXGnqbkvUbMOw2VS+4gGyIX6sgK5M3E/n7xmh6cGfjODBEvXSqNqUrhZMaAgiQfUnr5ANoF+XsDUGgiJzDTZj1rNSiTD6pcNJx03FTQW8BO5BiaPd/9RtPfPzT/90HfguXQk47pnuz023MqP1x3W0smDWiE9I2+bQjFaI2nCWaeRDLNdU//JaRI7N1M3ODBZukDVjVLc9QVWF8FbFTyTejvCExVMVYgUuX+YHLJTcf+YC1qG5DMRar9FjzKz0qJJSMTAMtskeHNIA101U+dzmNSb4I7aKyXjnGJ9nWRPlffkZ+d0ZgXHycpAlbnK78Rl4rO8PC8gcgi28G6T+ZizJ3bje+N3uyC5f4knajK1NW4PjtyKMuGeT4RWgWUY2Nnmj02biIiU69OJCFh1tTlWs3rtKUpuIPqoPQe3Q6L85Qx758akGSXIfL9XeRdnKKnU8LrD1K5ajFRMhzYWOWPa0ypJCxl4zw6KuLz/Vs/NUZWmt33nbH//I//vO/+MSnc24nBRtEI7oepeYTM+ZBcvfD6JjGe+vNwoIePVfEq7VJbT7n/b6//sKPP+qn//7vvrzXZk20vjf6jLiTnhfPHf5X/u1F8eUlqLKx+NxibY/gS5aXe7w4CDv+80f4E7MAdEBZP+nIdVekSXFHZEW9gIRGlmUXFGRDyjGowM341dRLRMP0bMCiMdY2oqQVXPec4LMyUYByRX7793RFHUnAQMZkoxPoDDq3vf3Fpz7z1Kfcdv9XH8y5cXWdERKJuspY44iSSXvEYsN08IpPHYC6iBjIEEYCx5ZYCWwrjWhrlyH5cGl+VO+ZhSjqpV2PThYDDDFnQIAkjJN8z0sujjD93RUpF8Bz7a2iXwFPRk0inLJjnHixvIwXXZFcND6HvLzdNwtSEC+vdEWycNJzGhyxg/N+htOdXj2fKBBzUfG9sLej9RkkF3JF5WJhhkU3lp4evvBvpcAuLvigQcee1susiMDAoYprU0GDi1mgz3vIzafmhFYQG1wJaRiaaasAE9Agy72zrRmRDbsirPDxkexXnwB0IfpkkRRDbT3951BdKr7siAPLS0AXUR5huVGlK5rL1b34eganbTK2tNbueObz/vf/6fs+86nPedv5tAfyBadHPc3VkibnJlc0Qh+amjqZLBSn1+l8sq21V//SG57+tGedTlvJe05FGYb+xlbkmdRmhSiL7KaQah1Lom98wkaRi47kohe5Hqa7lmYibab8qLlW5JHw45QL2iXlIgJ0VKEZpRrJl0MfgH+uYBwSxtD74YTE+RAbaAyHJzM0lyul1WAfKcLkKVFjtUepSDjt9SWhNtnopLbobE2hvO3edz372c9PcXe+yHxfxk3yljgcXq5hNVCOjyARnE6vXQFflB2QC1pV/mRZBJLvG60keyN+l7J1dHIMOAQoIi+ICGPU+9l9QKzc5oLjILlqwrd03EDytB9TWAiZtXgl9Nx7U7pTHGOuSA6uAxdAvRc0aGeVKuizD1DN3ifTX03UNm42aN83D/sJ8cqm6b2YQYrKSreS4JO24QwTa5/2Q1QOuwWmct3FS4aNKKDXzZzvEiGYFSlbFIYmrqAsCDicGYNkRezwSFINiN840yXoEYp2WGanY+WSBKthisYYyI09BMHiYlcHqDbuLu2upyBrlZ7cJ8r6Fc7VSJ1sYDhy2+A3Gpvt5UixyHBh7DGXGGO3iC2jWiZO4Uqdm25R5jGOQJsPBZtCeayOrqg7y1B4WJGycTNp2/Je21133vOYRz3hfEN715TJLjXZKjDnedNUz57Qz6Rtto1n45FSKMDnflnIwZeYyq23Pvctb3l7jNn5EkIBl7QLLlVUwgTsSPNjjgbHzVgiinUXwrvDEUraHlsec4m6KY42Q8fF8tSMXlzAbdkbrVhy8xgi8LJLF7WSuW9u7sYJsIC8iRYitKScA22H2eH0Q68PcbDGxhqPhOAIyfChABaQPWqbFuOqskOygbGIbhcgo3C6CJTW7Adr11wKlows4Z/+H8Le/Fu7ojoX/TPuuD/dc++5Y9yTkxyj0TREUREUEaSTINKIII0oIIgabGIXRE0Qu9iDikGNTUjQ2HBsotKo2GAQpe9E2m/vd62qOauvWnV/mFVzzbXe/SljDcb+9re//b7vWlU153yeZz4zuZgVhpDqzu7mzLMv+OA/fbzWSoZAq+1EH2pVAXBmvTqUmZezQRZSmTKU/msZs46rR7Wds8gX3bMQ4VRLJJKeRmaBjQqpeKKujmxCMZ7aX2bMV75Vmbz/weRIprE9mjYjUWhaWHIOTGJoBQ1F7UweRm68V0Kz0Gd4y6vbGLrSEHY/getJqEltbN1SOAQu6EZRzKeetoVmvSuMNN9BddtTWurLZSOUn3a9u/gOSAUj2WjRDYfe6zqvUvq683Paxtkd1VMDR2H/N+wCehYCrF7aBE6rSYgxdW/WplClnlPoghFlm+YIemOWtrlVHhD7EELSf1IvZ+lqrrLcZQX7vO2uX5A/MFfqvKqBiRnmY/x87W9t99XLb6a7cJq5p5hda7v7SWL6XQZC8fsXhEdzniWb7d4IbPxER3yt9bWve+tLTjwbjc21og/0YXv35EK/wOaZ4spg9tCVaRtG9N2ZV+TNlDJidL7cfueDhx91/LVfvy7Vugt+tAlDGcH7NKHL3YB1MqGZHfM9X5rtzgi/WeoUZIK7v2t+CjQkkGItNbeKdB8M/W0RcGVp6oEtfsh03BtcHMAuZQtiRJ7ch9inqXZR3GJs60C8S/tjYNXQqueW9mEXhc8NsM1KB1vPPEcXZfbjh2ECnR3Mqe55yZniCwW5SZ1ymGyYfJp8qqnU235950kvPevGH/+8THVEomcWhyxXPFwVoehmWIF1qkurTSMJFoEEBKDE+3MViriY4GfGa2W1aFYvLb8vd6AJeb33YrOS7KfDfoONZEp+T14DLjU3btt8/xQm2Q3OdqVUH1NGqXrbGdhMY+blY4Vum0swI8/j4sEwmuYf20KQow3zqSduKY3Ck06Gc+LC4jqwMyOyVUwvspylaVBhHlgEYwpFXfBCL20nsMUEyY4UfiirLSpy24I+rdI7Lrz6AZHQlj6CoQmFCQXVNoIPBDDO9ySQk3QEO7E1UauWlsMjJBdoFu7as5iYvnCBBlLwGVRpgqfMheUXy5OOr3nVLSXm65uDPtHIVAVphKSAdndpprouoRgsooTBx0r10/aFT9IoVmBlGVzAEGutf3vxO844+yKNxvgEzpnQ0vTOv65H5wzajzCr7HBpyAszkt/OQGx2qy2MDRA1+lrrV7/2jSOOOPbW235Ta20wVq2kDrVtmiWj7kXib9tZLF8kfOf7KeneP5CA+tl3HHt7L5giEKkip7EYPxm33yAnjo5lVdR3/nyUGz9pk3ZHpzGjK9SBSE99FY3a0Y9Nda5ES3bTL2g39ilE/eHFEcKIccQ8YlLCuKXnd3uBP27ukOU3TJ25RI2QyxwDO6oPbumldCvIFCYbSE1efMyf+ecvvfZv3wyWzsGo7Uyeo8C+JBCnu/8bLHHt1VEoHmQCL8HGPSRP/Hn5N+OyQpLxjIPinqGIfwyX1RInhpwQ9T8ugLgeutZHEq9akWSl7geT6NzUJoDgcllu0KjpZc7Rf4aDEAFKLCOmL5gqb0b02swDfLnSJdxp9XnB0bwMGky+B33ImBUfKFyB7Uk3wtKVB31kzQVwY5xrThPke9TPuAlssYFRr8wGP3vuf9Xb42gH6SYA8dvPyIQF2cD3BN1kQjGiQao9vtjmn3Jx063SsnaLk2KOB7Gg8P5YFUYjRLb+Y3E2FTHYBQh7Ij8yDGNYxKTVelssftpH6LWwgGLMg2bUatFUawTIvEjpBGKhbZLzz0agK4ILytgyTRe85k2veOXrAC2YCM5R9KIjRZIFPV/P89SMRv8s3NhmHYpN2mb0k6FZYr5pwXaVG5Sptb7tLW+7+KLXw2Z4+L77f/bDG6793Be/8KnP7Q5AnTA2ZJ5tr23GvVQJi5ssaKp+vDTYbb1rloBHrwTmM7xJpk02YRL9fMuK0Czi0OolGBK0q9F51Ky6b2MGiBzwWa3Q7vLoRs3FUOQIxFURKU0VEKkTeOzpoD25ka7sGAaOZ/R9k0ZNIm8Pe2XfZFvAwgeqtHZHtzM46ZWnCGowuZViTWrRPG6BGoZMpMC2GfUFF73xE1dcNdU6aEcNhlpYke4ZD6DZwLQltZ3vtNUgMFNoPTSO+SEZG1ahSCr9VwuL35vacn7UtunpsUPSDAXwCpjzSkEFcYJPgDLl2sav1+jqPojjI6OPdGLakLlIpwrGtD3ZDBE6HNdmxtO4LXSTizXkNsAbe+qAbWg0w61pRDlDSIaKrMRT46hP6jU5EmkVh4gQ5Rq6gTyz29DCCo/CLd/wVWNWy3NdVOjJCI7QaeyO+sZXtBN1443IMicJqrQshNSkvKL62SEys9BHp4eF3RGXocY3/0CaKzj3pVlPnqSsG+YBUWBXaIQ0H8urW8fRqNe1RfNlSretm/3gpbMcX3xQtrVEmyUsVixVcu2Tutgc69FRV8mWuLcaX5Sl5h7aIO0maxfAJQL3sMugwEVarr00bPwlrSgbkzK2lPqai95y7nlvAHTOF/RBGZqcW0glK64wAkEvi0vb9s4b/mkjhgQ+KfSqzxjk3iZwk8aYp5pieMXLz3jlaS9/47kXnHjYUYc/7cAD/tv/OOSAg+6450Gfp93RUI8atrmFBf3soruqP8ipz4RMw6KIWWw3xzMlzxcRIvMQauofUKLxsXEr3WKRtvYamTR5uZwkWetIGELjx5ayBR0B0jg4pTyajJgVBGUC+mxiRpd09zrUGMbRAASt3DharR1fg3Ib7QflyXhUQVSGoXby75snTdgwoUkAHtADeMSAGAECaK/Rq96qLRFedHG5DWalMq08ZUIDxI3XGBQ3VRlPknEbsrZRGz+AGcEYX+6696Hjjj/929+9qdRqQyLhhhHqgP0VravTnHfOXAbZGSHs6ztrk8b5Yc+suIT+ZADGZWuYEq1/EjPkELiquGUVxX/kEOjEzBuedkU4WBtC6CdqDV69ugnZxWLChK6oPl8Omlsi7fZEfBjnEMQH0Id1cSLbbAylncKeYJnC7SnMmgDNGbGRiC5oigyeF5mFG/caUOUnyA2zUgw2O4xIj6XOPazOuI60bI+mjT3PaGHM+Mn41Gxeu8Eo3RDTxQUjhm7IS8apjTkbIVKzHcNKs6uYz9ZPJkzg2vQ/4MvO0FDrSiH4wWXi0oj5H4Hw7RXI1ocrhqlnaXtc6ETPkLwCPbu8PRiQ62+WKcpttQYSPLfXTODyRrlBe2WittSdU9AX9BPagv1DMewvatnuC2eyallvBJuRKg9btHbjiADO+6S1w9ZdPt8TOmdpDt6gPVk5x1x+fPMtP/rprU2J7nInRdrLKUzUdy9gumYnwZeZneN7iPLF2BKxJFOGwW8gDiYN6ABtrdXofV/78uef8bQDn/LHzzrxJRede8HfX/Lej7z/yqv/86YfbxSM6EZw6Htt7edCZ4WLaBNRFrKdm++LnEcGyxBCyzJr8iT0bSKitpnseuWRyGqX1bHcQOktcZNuPEvQfQIq+mVVBCogJIvZYkZIRicNYQA7GlaL9oZzG7Q244BqNKCtVuIySWGRo1c1ZjCF3OToogSkQTQYm+0NeGticDn4HFxxPsu5RIvPI3QKamHoFHkKHy30EewGjLYeXKC/wkBIVFAmjIjgXCz12q997+RTXnX/g/t8msB5cBaFYHoFhfHpJhmUFfzFEBa4bQfiybgKdk0v8b+SJTa/rhS3cGA2gvrb8kBcexTxTFUQOr0F0NS9TBTmERI2yqGiq9xIKD8dCcD45xke0aYoXKjI+ujoQMkpxTOO1rpp2+bxayakZg+cZnCpK6qzjUXROp5d6aRBwCyZldgpuHUokkoweQmKtEjTKbGT12oF7CVvw8ptMX5ysXTupJr+NCm1bOtnHqM+sQEd2KKxgM2ysMYZaE0aZ+5K4IeTNA2SOIn4sUo0+wg0KXVBEUE392NXpJWNLHQtQHtMtKFc0DSjbyZW+aCYTR8WZfQWBcXVPFGM8xFm6WNSrjkLyiUUyRoBvdSaK0wKEpjFyQhuQswIzhoffMqxepfp5BkHQz34fGp1yJH/6F2cYqldVk6ahaYuJjxmjqO935HMhERC06Y7jjq2QGWL9RVM0baMJo8uKnSpTLXUH3/3xnPPftVTn3bAoYed8PVv/PDhx80G85jrvpRyrSFPLa631T6rMOR51TLUZt66bl1CN2nMI9CiXUvS5Y/JGE8PFFti0V/dF/kSIJ4junkN23luYdImacy6syrLviJIBrOzE036ARUV+NHM4xv40ugQgxqNVtaaSJcz0Rhu7sncOCLxa/mkR4hoC2I04A0GBI/g+bfhsprbXyjqiqyKvsrjm3ey/Iey7ECfwXv0wcf01re9941vfk+ItKCtCU0EvC1V2Fu0vcRkOXJo60dc6CYYNpFMGC+aVQko5cJcabFKQrbOSBxPC+ZcypFXUAm/EH8KG4r0tVww9n0xseSG3gO5OJuuoqElRWQbiFAkRc8yP+IyS7WZN7OrNH8i3b2EUagnjM+qY9Z0M5li3B7u/ntCEbQupfmYW63Y/p2F4GJ7qjdFSvQLA0YahUA1FkOmEr/tN3Cx1cmKzfqJq155ccu5XnfOTcy62bCcNilUwoxBMeooiSVJ4EHXI7DnJrrC3RQrFftqJUss9w+GIr6Hyniw0cWJ5noQZstNtSLwTNunCsfR1dWBR74Dk7FFK2NNsMbdc/cDjz++k3N1NlnTBssuQ1F1kQQCTVYz6MgM5QhxdyQPp8wgJ8EzCpNCWWO18sh2n4jGblJzhS1PuOkJl0bnU4615Htuu+Mf33r5QU95/nkXvPW5x7z0kss+WmoNUzU+jQqsA43aLMjahcKo39Wu1/Cxk+J7hCK58Jag9CQe/YRuMq49F2JAu1tgSyjR5ZU9K+dYuOyulbWaBCeWsgUVQEeERDHJYjYuYdjjNAfbwgZiQPDGRGMCeakp5Ip+XvGrgUP8kIyvxiQD3kCg/7dQhNEssM44z3RxSYaiGaPDhAJ3FnKvZGI2rUzh7sugTBiNcSmPGo990amf/8JXp1oVElFPEJ8HF60gBnAh9UnY+x9XvTgyFGmMGpeBmWY5mzTOXkzezlnzLPWRBZBMkI0oE7Vdc0Xy6+1zgSkHroqAR4xoC2ZmXzifUJh4gOwq9LpIlVNho2tF0w59Fi8643XgopYORtzJ0fZV4mJUAMoUrhpp0SMWacGl/jWBSW2cwd6hKPZus8rUumrWR7MqzPhqXDWuGl/RFmy+dk2e1MuXSYx1IVCeXqt5VNNvpsHSJKLhN48+jejQR5eKsl5h4LF1PZHPxle0eY1LEww49whPq2hEKbx0kqWCjBggehUXqguVtwyJBrsbJAMMPBKlgCUToOpCdWFCvrHLlS9DS197LQWm6pmsdCS/KFYpQ8fReFnxFFa7UCCEphovSC4G80z0NIdwwUT2ITKLqsjYDGBLme666+6/Oe4l73/fh3IuwSdrkxNe11xQSn0W2ExWFP2F6IZ3xW8bzkljXqceR1dcY4s92mb0FX3Vtgw6KT/ZNNVaHe5ed+1XTjruxOc/98XXXPPtO+/57fEnnvnVr32z1rpr3MZ4HaOKieyCuj+vOJECyw4lrBLARnnfUMwCpy96AlTRVeNav5SLle6JS+1rQ59amPqLKJg5h7Chyql6ben29vm2qcEqDL3oLCYsAToFES1hrElBHHXoWjVqGIra5NGkAYLCoNBtFCpwSJ2GNoAN2vgRAi1o3Z1miG1WOigdASJAAh2U8koH0FGbqGmkRxsEEtFGtNG4JPB6KnXjiFGZJMlqzmdHWDSHSu4au06hT11rXyDGmusdt93zwiOOv/32+0OoCiK6rC3zW4wgM6jarR4FUo+u6GXfHB+jYJsfZTM9sy2aatsM9gdwI1pRcgXGlEWBkrRJXUbZaBJow6rTwPZugnCSyCwKaTgrG/mH57hlOi8YCtgkzH5mLHEZaAMSG8QNlaSgTYRrUc9sQZeVSQrCiFHbJhuhcp68WY0vNjaQk9p+ZbWkDbvktfuA5Nceiw2TCRMSbxRza+bdqopaGh4KNiOPCRxZ/BFnE+TwOpwbXLIN5EQw+VRtnNhSFmdKoz19cBls4t/DHne995MdHZm+Yh6ojV9rQ1dbq1lDwJQwg2jFYijWN+Rq6eJRejvztMxta2s57D1kNCfQxfa69PhM43X6tEZBApHhqUsU+zvz5AQh7xYiYGimFdQwVLDPllQmjX0X8z4irt54YhwnbVpVTeq1Dp/STp8H+smslBuJCJvtGQOn+XMO0bBxm61Ntdb77n3wkOccc8hBx9zys99M04QYjFuMHWknjMnaRHBJGzFHY5HVJW2J2wutvddlbuWWtRqYbG02JgIExOB9sjZpjMHG6rID97Obf3nO+a977gtfdNkHP/7oE0Ot9Wv/8c2TTjnjN7+5fZqqtlHZpF0ZTcauBO6YhGzWzNA/CDN8xpd5hbtE7YbGl0brivmt8/p3vQ2WB1hEMogqMsmT9Tq4NpcSHDXqNX0yuHm/6Ba8o8KILtFsRmqqW4Qi6myF3g6y0X7EpDCPuk2C6GP0wgiBtgrRMNjEPBk9m4LMIjewRUECSK3egqxVIF4KIbVhd7bpC2YmHzwL7bYSQFldCrhfnEFkO0TmEUyBrEB/C7mW+pUvXHvB+a83xno3qS4OpNpuo3yHgDgFm2sFTq7BFGUCIzD8kITILfAJu2/QpLsDF3hZz8kmyRyaU8ikkaGkbgMIicXoHT5qVeA2VMh3wwhLtBVouaCLfLQx21R4pjVX/UREbduebjl8JAzk8rnozKdGIljIZJMsvAbNYqfFEmfrQoLaRevPQuu/naYxCKZFY50Tc69tLGx4s4SPWoLJv7Cds5x7NpJ2ljWja9Nu7OJmzophFB1dHSANq3tINBiXtmbW2s5cNLhFj7aLJFBs5kmU2xK0NafhDTyM4KJNrW22P991m6e4h1uK6p4e0QsxvGlDbd7VvXODMnHSDRpfwUzS85DbMHgraWSjvEKa4BX1DXbRJjk/4j61j8UXehbRTWyFwFkd2DIqPwwm+jwM8JY3XXbIQS+68Yaf1lpBh1ZVI03rYAauOa6KJGzu5ZA22OCiT5NLE7iF9xi/PWOLd8nZaE1A7azxzkbvUozpd3c/+MYL3vrUv3ruaeddfPMd99s8pVpTmi644OJL3/O+UqvxqRuBN3hJknlz/dHFk9RYxruPlEdyy5M/BUER82oX1ZVcxqvcToIr++VQZpVZAtsLsg5jtI8QCh2M4KJL0zIUCWM31fu2eBDRRvmdwe6OboQ0aDeAMSH73ND8dnagp0qfQed2L9yEkBESeY+CjojZmmJNARvV0pGllRToVe8ckmqf1Rqd1RCQZl9qt/xV4jiT9KY3ZfOoOuPUcz76kStKLjFMiEV1hgBETxKHoj1/j8Ks+igXedzrPqiqr2NH6glwIdcayrTRBoTRUdtdbiJ6eaMCsxc2TGA5ujcghYyKpdQbBVe0AuvsPNNlzxEP2YTs8+RzoWv7Z/b6V4vTfzadtAtu2QaCvKaOn9RlUVs0phEt9favAB+eWdA/cldS+D0/thO/fwAAIABJREFUxbIVpodn26cJMNdFG8+lKZRJDuzhX4I+NeXrUuKBIRmfOQBwm+0IkRNn7PYcXeWx9ZbEZgahkUNBNEr2Re4vbWKnxxLNgaUVKPu05GZZTWNanSb8ebdVl8uASnjjfMkEEUQYawGJ0EXXDQOFTmSbM25yZDdRbUcHyJx9EuWwjpT9Evq0jtnyrL9ZhzLoxij7UBAtKFdrvenGm5978NHXfes7daqA1vYOtsUkITeN6Ae0ezZOyK9NSKE0/yHmrmTMcHbyLjmbrIla2WGjUyr7nti5+p//5eSTX/Hsg4/59298l87hVGup9fHH9cknv+LTV1091TpAAJsHiK1tZi0XXLCG8sTnfN34PZ74HvdTpHHSEIgzaUkByn+7YBAW7WgV5/Hqc7Xa6/XZo3IRitihQPeZmAoT9VtwL6HCpCGBae0mA9gdBQOYbsLttElkpkBri34nYDbYQtGwsePgWkDSSZvQ5t1Z32ffBW29NkGLaUmy9BZ3fDFmzfQBzw1nCK09SMhgGuVL7U11qjf+548Of95Rt//6zpyqVnFU1OEUmEzThgvtIkqiRSgaIaleHZreQY29obV9J2awXlvvY9lV+rs/vOGOu+5xcRYstMyiOcZPjLrw2W38pO1EyIztZDu6gr7NR9n6VYsBi2yUsOKcV3FFNyujxUkk6wb+DZLWWtcBblESGT9pO+9PkbpW4masr75MPpXVbzPLAov8pLuv62JgJceP7RyfQxEPTqT6r3e8Lc1e5yKvpYd8QDMiDy4tBKKNHp9sKG1kOxtwuEA8f3OsicWliQObtiQzKyjkZ23b9xYlEBpO7QLNHWZkZpUY9X7zpV2FmzudpdpFnibySF09UyZy0CVovavURNJU1ANEggR4OYGLylLXxISuVUUt57AFeo6rW0k0S0UUpp3BssWl5FZX9CEHZgWB6+xVLdJlJgSnNzMFtAFRBR9rrbfc8qsDn/68z151da1Vg0aXRZLUD3dbwCXoxysvOewsF+v4qeg0sUiDzcUiMcW77GyyGBEcgq21/vAHNzzrGQc/+SkHvP0d77zp+h/86hc/+d29d+178Le11B9/78ZjjzzhP3/wQzqcY6nGV2Wy7roYufzYEMt2/k/eCm0Sr0BGNbZD0fbG2U5wdZ80IWf0/b5cx5feTC2Z3aJNYfdbWuRrt4WxD8eT91F1a5amPoI0YhzRD+A32o/gwSYmYGgKeM/OqPc4bMivATOYDJgVRKWjhgSYFFD3a7s2yg1AdUzzdODo2KVZNFq7w5qB59AUbdIAfqPcCEHPbymMQIP+aL0S/ZMVplLrJ678wvEvOW3fzo6N3kaXpmpCRBO0iTTSDWxCX8AmZeII1PwVlYkjhgE8XxoDKfHBJhMmG2tTN9pEvJexETCgCbXWW35562GHHfnGi98Go3GuAAbACCaB5asQQdp5V4pMSduoTQRLU9i9MkEhO4bF7UOZgwcfNP28aN4KcoK7EfW4FDithIj7y09RIEsm5N4FUtAXEyZLkwh8AZvkGuOSgjY2h8l+/jbTYt1K1XYQKzKCW3qc8B1YMhnUA0EDb5IyUZkANhFrBS51roh+mP5tfwqOYHd659PcweMW2fd82ebpYEK1oVJPxohhRBZZZXAzN0MvoQ29UN5ot9F2RFq66w6wfkXdpRAy04RZCrTSnRdthKh3edzIfHbP58vrgc592gvEb1H7l7ZJmWj8ejSGqOoy33ltYpvW49qGou9Qk4pPVZtIoYijCLoJTDPRoA04Am1nP2g/gGepBXM8Haxj951AcoP2C20y6LSyKdZf33bnIQcf8YmPX1lrHTawGZ3MVgkZ0pitTc7FQeHOCDsjoA0avHPJuGaUoG1WhhtxEg/+kOgckATGeTQOTDAuo00xTz//+a/OfPmFf/6k5/zJfz/gSf/9qU9/0l8fc/CRpx514rsvvvSck8454nnPff/7Lvnet7/+05t+cO9dd+w+vjM7/9RqXB7BtcZtn9E79NQNmbsTI02Z6nO5RF2+HXtWu94IqedyjyfBA9Fr5fbBt4SUPfNr9HAnBQsRbG1ruEx+mItQRJGGXXwIINqGpDg4taGTOipILJNnsdygqUGsCR/JTIF8BrXJY3dAWLg2tOmuE7+T/p2iZtMH+ZnpGA3NpMfkPh8oUsOz7uULp+fo8qD97mhG8DnXN7z2rZe+/T211qkYGB8bnni4Tjn4qNCpNpvcbbTZ1bgBM89S8lE3F3PXDBcw9bIpESAJtmjMgBG1A+1QO4vBmVhr/elPfnrUEce95eK3D4/rHKrBZCAbMcFhr8FiedBmQEsG0qoPTfd5WhUH26FomQ632ZdsDibRBrEK91u5S2hi+/t7Xia2NIpcGBSSZ09rxXCxCOHDWpFlfJFWInpuJMqwzMLaRwhSYSXES5054IwSXUshOfvugqJFE5j4DiPyVQSAeRwU0YqmN2PRktCzmVavJ7pM1sVKsAHYYn2lBnAC+sEtpCK82sElstrjz8Jvg35hF3fxp24W5hx1hMhtNq5mDFALM47tPGY0DFLNzQD7WyFco4/oOtQ5j8HFPr4I24gd51IGF8XtyvJrngLDmMSyJCXVVvvj3KHVLWMopTN+snZCyKBTivXuu+8/6sgXv+/yD5VSEZKCSB1CUjU36uhstOCM8blU6yNoq0djwFs7s8VaUNFM4q5NOnwG75Qhc5aWsoyQ77z7kWuu+e5HP/yFf/r4F9/zgc+84dIPvvRVrz3yxJf9xSGH/Y8nH/KkPzvq//q//+q//z9PPfCvDj771NMue8ubrv7oZVdd8f5vfuerT+w8bn1EV4yrxhXjo/HNPJPHR/VewzlNZAx2e/+u/rgN9Wu2Kp/LUMaBZxCVJ6qI9Jem03oWmoMLYCKYeekuFXS4KETYFoHjENH42N0NxsWgIBmi6K/mhbXINXAhiuPUeBXz+ri5GYtgj7I9SvWWtTU7JhY79NyKBcoE+MSdwfpY9j346MVnnvv5D33ii5+6+gOX/uNFrzjv1ONO/OyVn51KBWH0MC41x5ZMhWORb4NRNU7KtMkDJDTJ2uRsdDY5mxB8rfWmG3/yvEMO//D7PuYxJz+BjtZMxjQUaxv/RTeBK8oG1ukxqxFKpRGZRhAP8hyRlzx6CNBjLUPH5RiuWevQ9vydq4C3XX5xEUY24eTGPafzjVIu4DK5Y4CLVoZPpAGA1XZFL9EPbczoNtkeMzXD9/u2COddVjSnJswoyApDMpF7KmVMGxo50frnV0FXBFVeF5YHlkvbGat0sfpUfWpyUxsmnyT8OBv9zffczhPWsTeJ8+ZiIFqCVAo9jwpcgydLWBV6y510nJKV2erRy5DDl1TrSJUmnYx75iv9VwV0xae5kYU+IDXkMs4j5HCFQbC+uxehSNyBhG4KudpQETPoYLFMpe7sbM4+69Vve+ulqKM1eVCB0gJ5WI0QtY9gg0X/6Y9/+rd3P2CU1dpu0O1qJ0cTrI4vEByzWGP0fqLxk08ToYtTXfwXa91x+P2f3HT0iSe/7R8++bXrbv3kF777yU9dc+k/fPKoY8845KBjn/T/Hfh//h//7a+f/Ywf3HB9rVXbiK4a26+GnmUZdaDDvByN9rxW/rOrx6RtUOhoYGCTwxkGRasJdRuvk1LYFQOKLjGSOULSZjXFVXkZTsQwujXrqCCNoiQybiI/hT4nQhBLLSWZzUkZCGb+k0aVr15UdzMo3mMjRG0K2EU6vKgfXQFbuN5SmJXJCjMr1HfHsDN6bQs9/i//y78ef/TfnHz86Uce9tLDXnD6//zTQ//oqc+/+qvfsbUqE3ST3obV/tlWWDSGtqfDtpl+TmCK8zn6EnwJoTib9GhqrTfc8KNDDz78ny7/WDAp2Ops8a6imVQbVLpXD5otUnPJ62k7IeWTZZXqmuVIEtgycZC1zrZoVb4ud9Xs79XlHaOwR8fTRpvd0SpsS8L2FhxtijzXFisYg4KkRS9qjyvNjsHGxrW0/WObYmdu1sE5Y4Vm4M2NU9xh2i6WRHKf/15NGFP/DYU1x11Y0dsyWuVUjCNYsmgsmlz0ZwS/kEafdhwxYfRrjS/knbySLJKqpXU+uSqn/pBFk2ENt51GiJuRJukFaoNrwrmYpYjDxmJjYs3k9nMHFwag2VqZBqKr2RrDq6UBIy82ztV4YYhjrsFB2Mw1sgl5AKtNIJWKVL5JsTIfKYKmjWQWALZQ4cuJILo5CVbYGoDQFGeKM6Xk+thjT5x80svfcPFbQygx1pQbJYPNJ6mALcrmMRcs05233XXY0w/+t0//S45Zo91xbnSz4yULvlZVUV+Bfe3ZqmDSZtImKxPAeRsCOmsAYUSjrNPRjbHW+q2vff/YI0669577OESFWu//7b4773z489fc8LQDXnLyya+5885HjJuU9SYE41Oz6RLit1UckvHpDwIeM8hmA8lSwCdlg25ec70u787cYLMsDPg3KOObQi8kE2YvRHQRXQE3cXvfWkG3dXVMTNg9jRA32m2U5WsAP4InuxeKOh2amHcpl1CrwLN9UenHMnne6pxZcKuUvKiNCzBpiGgSYkDjNVgwfuPyEzbu0x5tzKWmEG++/ofvveTSZx148AuPOfGjH//crb++51d3/+77N9/5nZ/cNk51jOQYSCfjHO3Qb6UJYmQnS6rQJ82UErhReY3RuAKYNoOttf7y1tuOPeYll17yD6Bs8JOzybtibTY2o0l9anIhBq5BQHZGWlhmRqM+VnDZiuCRK5JvGv08xQZOePeHyPFRQhjRnhWS6a4KK5BN1mrgIpkEapuUCQo9ugQmUg8Tfy4eTzWHTBO1Teh7XwsZDJKBm4mNcSEag5pLPLUy5NY50YifxKtRKoahqXUnvuifU63GZGGnebIJE7g8NiUbUXoVfWNNiJfqlsyR+v5858lMKNZTyxHB5dwuNqN8/Xht1SQf4qI0YZO3AqLRR+QKk/G5tcdhaCuZSFaX6YPQ4qSITj8J1M0WCthEZO0IQWHo3SeZZiApDAN4JkVME2vssVRkXiwPONuNAPgTMULYJqzTB3SZhsKZULolVSupeWoaUYZ9o3l09KSStnHQns4Z7idp2iuMo7YAMfoKg3v1Oa973QUXw77d+++441+vufZt73jX+Re+4fEdHXLT0Y0QNzbmWv/1K9c+84CD3vjaNzsf0cZdtBCytpkcm1ZwukzE5++7SWHWSLlCsaGASwod2KBd2mg6FdMI0Yb8nss+cs6r/tba6P00KqswKhNCqVOtsdbf3PXQAw/uhFhH8r0OAQOtloaCCnhjoUaxYjoRb2GpXQIXtQvKBLTRh+xDcT5bl10oIU0uZNOMJUsn+ZgPliZbot6lTeQy+qJNVBia9aKhuV+5gyLLUCTh+H4lbcKg3b4N7AymRQsVRpj19cq4Ee1oiDjxusnzOQltEklZzMokYsHsLSdhyPSHL+KK9MqA2QawHjAZyAjRmmiM01pbY7y3A+jRujBNKaW77rz7XZe867BDnn/os5936HOPvOLTX/Y+x1IjwVwxaWNGMOM8tc+JaC+/XveTgqhIyATXxsJde8RjbbTPpT766L5TTj3rzW96m1Ymp4l0Nd6l4LIxgXCz39x53533PNCpr6BNEi+aGKbnJNT0BiDKpun/Kx5S5j77u7YBZY496OfX3fNXoZDbySYkMYpifqtA1FT/JbarzmQlt4yOizNOmzBCpDFXZgGD5GbbbBx0d7tmgmcX49U7jENjdRYYBX+KHvLpvc3tWfQ26OsBrLKevY2hGXMlqiTAJyN+W4vW3HxuZwSbhs2TyRB50JHKHLprn7aBBAI2ZZsW8lns7IuezZzYz6k5F/TcrgkaGdkbu4c9dLZfE6va4K8ONHWfrUGHDp1FbTK4suL5TMd7VwW3TM/lWcngMC+S1eh3JLOAfixQNxWh1vSs55ebbyyJXDgtIIuTDBBB2XFH1Vofe+Th15z/6kOfc/jLTnjlwQce/bS/eNbpZ5378Ss+q43j0VYKIthYa/3wx6588tOe8d4PfDjmYkPZKAuuKEyyzO31OhfNnT7s3BVxUVrMNyJJBbSJkXmAmKZp3+7mnPNe+573foDOZN2NWrTN5Elfap1qZSibmjJpkcstKffp9naWW9gI9YoJ2cXiQwmhpFhjmAwGAGdNQPAafNuMoimNDmFekEshzMIpFRe0a6KZy7Qj9qiKKOlgl9mugvOUiRDmIFrxE/plgSI4IWqMpcRkVcwy1rdXKbYWpI5yJFKbQ7HsHLIBrEeTDGSDCSEAWABARARVPWZUv33gt+9+zwcPPfyEw4486Zqvfuc/vvX9U1527o9/elueqjZ5UJ6UPGAtOzmuTtsVOyVlC6tcYH7Yfh7bg64ojCHXRx8fTz/jle+97AMxZuciaOtdpsvaNGgbcrn6C//67e9d7+KEfuq9F3OckO9qf7FhteZWKDD2xtXVuqQGe9lXhA3oz+JoXrivQvcR4CYqCjlrcGmpBwM3d+GgTz43MwgTmjZ9mxiXAILCwIuEWiOx2Q7lbggdZd2GLjFRhLK5oZu9ck25/TFZFda/uZiPKZeHRMYJlmwEmAi0/BHQJ21i7/CNxrcGT3QT+rk/iUsHyjDk3ZC6fF6fC5iFaO1ecoEtoge2jZJCV3yaXGyYoURB6bj0qdrQeidFO8Q8MEy2LslQBFvMZVfSL4BcmXbIm2P70HSigWWSil1vrc2K42yf2rab2bqaWlJrMmyyHyIC/vyn17/ilacc+KwDnvRnB774pDd98J+uue3Xd41K+1TAxn70tfqm1vrFr1x78KFH/uCGm6ep+lRGCDbMg7j4Xq3IdbBZrLSJM2+OqcZPvIzpn9daf3HLfx1y6FHX/Pt/1Fo3Kpgw816DDpvRj+DNXltepkpadNwb0eHeV0vgnp5VrGobwSVnU/BNgO5s8i57IrzFyHbG0rUN1C3OXeS8DGxsy4+dkBq3ZxPjJXq7r4irWrp2R7czWBJEsr0jJfh7FwdWMj2JA1tXv7ReVAr10mOYC1t+KttCBsZ8SXJDpag2rSeJQlHzFMcAaMdRTXWapnLPLb/8xD9+6EVHnXLSy17z3o99/t7f7au1XvGRj555+tkPPPQ42GJ9UhCMy+DCiEZbv+dZAwIV/D2FxRwjTRjBsRxxo8JGOZ8mjfGcV17wzkvebdDXqbbH7LK32blsQ9kZrEJnfLKxmjBR/kVaCZ9Jp9B4/lW8gSWNzMsUV/4xC1dTOQjcywAgDoXMorvtlIovZXyfeM19GIUzdBl4sONOHFZ7XcJ22uuDbBWKtFn0wGHHrEVVNCfg7W13IyXqd0EmdZabmYs/MvIyIUM/NE33awhlcrnRad3YcJ7u0SHyzF6Fq/fTXs436/5uszYDdDTqggcgUVm252OVqa4MRf0HqEmgoCskK0VhZS0ZdbB5UEH1kc1EkjWu17Vhu6KngtWtqeF+3dBhuyqS77m9PZG8MrXAT2qPPbWoirh1lADVeQyuuCcRbfOF4/S6a3GzDfELX7r2T//0wL/8y8OPPPL0U0993e13PDDVatyUSnVx2h1tdyxrZ85U6/U33fyMZz3vBzfc7OLcfymBn6U8YSLmTzpf4HKGNWdRsgkJbHFx+sSVVx1+5PH3PfhQmuqgo8bE/3Yku/E+R3gV13nTyb0mt892VSTB/PZ1yOgimkBzEqgnl0oii8G6uR5qp033wVt1LO1dFQnlPe842O4r4oJdVCezQI46LjUPdNnP4avmJ0TpGAOpomPDdlciX7Sd440MSMs6SUampE1UrfUnNWYbg8KoTEabEJxHW+tUp3LXnXd++KMfO/HFp51y4jmfvOJLD+2inYqvNeX8+le/6gOXX07TfHdHq5DZ9VYVbT859ImnpPOA5+2ZQzzVVLtAblRUWdLUWrDJhemCCy/+2799y87O4HxGk9BE65K10bpkXHIhW7RPPPr4ZlcjRKW9hsDGrH23s8X4uhLac0uL/Hrdw9iPg1kiSIFHrlc+l/lMxK0TXBk/jwVzhXkX6kUwYcJuYMX/it+DttGGYtNkfDa+uFSJhFBLo7z5a5t4UAKZU5BAxoS57DNi0DsPKKPVu9wSuVMUqRnH2dibIbK2aQTPHTB0/JH6nIaMaRtoVRM7Rf9c29gay3zWNg7ajegNucx11y8bMrEgjV6KpBMj0/HATB50/oyHNPJZI5+sDIeLqzVKF2pX0pasHSPYRO1B2L0NtUnkPzZC1KZN+mmwXvuBWV3NOavCxva14UzUMuUS2ZE14zhDRq6kD25aR/n0t9MUGbDBhdU4HD4iqNN5UQi26JXAZe0yuNw+C83TCkkl/72bfn70ca+6+p+//7GP/PvJLzn3vnsfqDUrcISlU+8azcQbdFAYcpl+fsuvnvzUp3/7e9enqZ2TJLfbvoSyZmFnx5AdRcQmZuGJ1X3ezRO7cNHr3/zq17yh1OoC+fKF1gbnZ8/D1Y2SGaRdGnTxzZF/tSdu37OlYkIGm9BEa7OxCU0EjFp7xGh8wWb2SNaRlaaLMX6+SpWMJ/UZ6Qx4cAb5EMZO4sZ1X9E2MSMpn2URulBU8/CIQdsO0NFyiYQAGL+Y6AM+susRuMVYEaGAzOw9KiV5/fRpYjNZMO1ouwtQ61RrffS3D3zw8stfeMTxL335uZ/7t2/+bjBpmiAH5c1U689uufVFx5/2jW99r9SqjKeBTP2KyvQh6GDJoFPqUxmMklMzOBfgE0HboKxnCxwbKtg0gkeXXSjveOd7X/v6S3YHrTHsKjdor10E57T1xoRa6/++9psXnX3BZ/7pCg82+jQqI3/zeuMtCRv5tVysrE2XnjSmj8s0Swt2KdhbxQ/cIo14KbdXMYER4YUZsCsobLsWECuuKUawZTOG3dFQhbE4bsipXczD7naQhVcmvdt5iG2zRJukk6x0LbOhElUDpgmv9eypkfuo6akfMXO228bUNhCszItZmBM3NzM/r3MbJh8rD32xkVyXqksFl+Zv208Zhb/t6vt7/jBXSPISYE7ozSjSK4+1MP3ye8wsl0mkhM6ge44JIeisw0ZXzDLRWZW/dPUJW2ShNL+6OJooh1jTVLrZWPDgV0JrOyLtJ7AJbKi1/sPl7z/y2BPuuu/BWOqgk+gNii5yh75XGO6693cf+vAn7773IaJ2xDjglfGK8ENahihh29pEmKI5rIUin+r9v33kxFPO/NRV/5KmOoAzsS14E2jCQDZxocaWUUfi7fQdohu3iyf+mnUldOv6usp0cMHsAZiBzNqlTLQrNunr1fpsS9dG1nn2wFy2L7BLZ26+pyuFosSOWWa9AbNHcQB20F5oE2Jjid0kByHz+rMxg+VpYFk+y7lB1zcd54pe0sKoFGgqhlF18g8//NBnr7r6ZS8969BDj7/yU19yvtZaXc1PgHpc7So0tdZPXfGls067+NFHdiYKRX0uOIeZXYWM9a9yUt7eq2lAEpxpmAN1mcX22MBSN1WqtV5x5VXnvvrNDz+6L+a6M7hRe/QRnFfG7SqotV51xVUH/vmBF5x9vtbgfEafh87EyHN5O+SAUK/xibxCFFfvdkH17Y1A/j5x3V5g3Xq+GTYzsUUoWlwCL6I8oy/xdXsNNq577uRgwn/EpLEdu/zRTMgYsjaBsrOuTpxfzsXJdThbdlCO3c+XJyVvny/a5EFHLrOWh++iLYmQahDyKoUk/JulTczASY5tVZfLm8aHyCpUrzikdZ209MVoL7HMPLYggWR85ugCa09IWRCIclOYDnCHrzZZY5JZnYT6Fwn1bEIaJGTC7VNgMgjzGA5FsOVuxRvHhkmbuG9jXaho0xvefMlLTj7joUce96mSX7jkxSl3GXRQGKkH04U6wqIPF13hoCIVCqvFT5GYLWVJeEmN/Ax7Kkyx1Ou+c/3hRx7/q9/cG3Id0OFSrSNvjnx8nBquskYuffb3z+Vm75kBuTrNRTCDjZT682PthekEtgx6cbd5IWkbqEvdeB7hMZ/qfQlNRMgt+orIeGMprV4oCCRXtKLx2yHedQqmtbJP1JNIijuWM4l0eKamllLvpYoBFoXa6l0pk72faq1333LbaSed9Ud//IwL3/Due+57LE1VQxh0UZABA6CxzgUf3vj6t7/nHe9PsbiYpQJn/sLxWRzkGwYXeMy5rJMYoFvs+dBEqFLavlGh1Pqd711//oV/d+99D4Y4DToMQNSXH4zbMdaX8t3vfP+gZx589AuPeeTRxyCkwUe97CjkV5HlKcxzFdeoxXYIARfpY5LeT3ZQrT6ITMH4O3Nu1bFjPrZgOaeLF1yviuIeKqmuauumwoWG5bhMhJYHx0bIZGGeYBG6Eg0LNn7iebXK+PaeQxrRk6MglUSc2BJN0v9If8u00yQkJ4uCYK8dMSPMK9qAAWr5A4TwaNva40m1oS3DpHl1jmwDMlI6P18+EhMjzp2IzBu5yC7dRLUaoS7pNdDaxmI7FOHSxoJuGgNN88df9GMVsBQ8sjZJWYlD8DUfKYt17uYudRDT/LqrzZqmWiVYwI4SxhGYvzu6kOsTu+qsV77mledftG8AE6q2Gdyk7RRLrbUOEJXJ6IuCqE3aHS0NJRh0UJ0vgDb8NHc4p12yFO5JWOtCa5702GzmOzXYplX5OF3+gY8f/aKX2Nbr3dztQD5B0auOXQe/0YbEU/JnsDsmyCKbV5TpmlvO81C48fZO0Pbg+NFTG1A34WRqPyuM4Bb5q7aBZhZLN2p08wiSOaWwhRL0ORTtDPaJXdwZLDlwk2CBf3quQ4Gctdyem4FAD/7h/m9pCLQf0A/gRvDiEvynlS8UtQnNoct2pyOTNKZRxyd28bF9mgOnMnlU4frv3Hj68acd/IxDP/2pLz+xa1OtvxvMPusHVzZQNjppDLXWB+9/4LSTT/33L19Ta9U+aRdH48FFRQvXBOuTjxONPiSEXWHQGJSJI/p+BWUaFK5MpC3B9RDXHK3dytBYpqggDBDApZ0PGlAcAAAgAElEQVQBv3ndDx9+dF8qlaa5oEsYsrJBueDy9PhjO6ecdPpTn3LAddd9L5VJeW+EkQYXNKtaZ0XqyJ8XQSi2T2STslGZAJ35kBbLPi8sq6WWzPQeIAxk/UlTgsiHig6OeQGIs2kCN0F3r6JWAx7tA4LAN74NkO5mr2HQpKqnHiMicjK4vOB7XOdFQrPXI6MmESATGcr1yUbUORTBZRNoBDj1Fc2z18i8g43veEnLrKjDU7mDyWxNNLebkFaiG0YI4YDLRK7YVMGmAbx2kd4e+NnpC2yiiTjaLULRDN9Zamna4+otVtQql7rwuq9tprhCtiTVWXZS8yFoegsI7VN6VzPO2TuNtImqX/RjSPuaZlO5Ynz3LiPuyhAe7qlVa4/zxHltZ4Rm5WsANqO4UZ2fW5PzvCQUBoVp1NG4BCZc9No3nXHmq554Ygyxbgat0eWpPvroEzdef9NmY1BFrcKovTJho+zuaBdegvQRyGi1fUfO0ZjQFW2TthEtNYEVuicK46C9MpFcCsFm68tGOR8LGnv+hRe/9e3vqrWOuK5+mL6VNTQXH7rLLHsH+uyYwGqg5TmQTMgdE3IbbVn5qdCBjZ3+nLRNI0ZuBuKrrSLqEHJTW1fzWK/mmbm//lFlEttCrt0WlHD9YRCM95tQVMdBe5oGRLdghrDQz27cSxS1sfeYBgjLCrfZCHEF1i8/oqVBn9p4nOdPu1GHx3fg8R2g+UkjRBvqw49tTn35+X/ypL+65G1/7xFqrVOtfqpQ6saZjdGjxRFtqfWb133npJNO/8Uvfllr1S4o63cVjmBNyM4n77Ntjo2leQmL4UBdN5FHsStGnAsUtXSSR9/7jZqeuB0lNDgZu5EMY98aPaL1Lpdc3/D6d/7Zk591yd9f5r0HRBulS/S83xb4Q5y/v8JhRMTKpk38TLoN6+xpbKNhaMnOn0im5PzqypA/5mSWzvzdF4fg3CSZlQZbdSKB8tA+Xa3puFZ1BjmZGtfYdYJ3wBbse8mGbCMJrKlWK7JYl6Clibm3MYl82c2FYKsFQ0afMWS0iUulltTPQ/xmSJl0PWwHoOdyqvIKFxD5ErizHY7vFRh0kcum94PTwiPxDvpJrgGuHtBFsAWo+0f4R6BdeKIbX6yfqJvVhqpt4Q5QbbJp93+B98pyn2tNbQOK5FfeQEPZSSxmbrKmdDuSykP1cYgk0CUQZXd0u6NXuFCo9nUb6DTvBes8h222XOLl1F3SjZ+hYLketIlgy6CCgZRifvvb3v2KM8/beXQz+SkB1lp//YtbTj/ppYc99/D773kouclZqQqLtDyaUt80bgLn7uMFHq5tGJtjiBvAjtQITwr1Bd1LiyrVWn908y2HHXHcv/7b12utdKyvShm5u7cjLo/3Xunr5B+3wTpsrnFp5WapbTA+2dSaCpQN2pD+ew31o6fkZt4pXQtToLODgs1l4XTSLozGD2D0toJuXLryyENBdUPSUccRgmRKZH2tu6k208KaTXbFFA3ekxyHGKBnZQR75lPt2ZYUenb+Nr7w8adNvOKqa//y6UcffPCx551z4Qf+8bJrvnDVj77/9Xt+/RO187sypamWWmup9V3/+ME3XfJeiCmm6k20EILPIeYQivMZfRzR93buRcLbdnIf40S7SGHa6EWnkUQsZVjqgSGZQEnl3GbIgm8NXivwLtSpvuniS//4jw64/L0fCT5qDUrc8JmN32pvlijwGuhoQTHRII+V86PCBY2ETU42l/nyJcBFbamoTQpmOwzoek12B6F2vz3pE1YEdLv0qZMBq8lgmQEufttgOzphHMn/uEZkUYakPeShKQ7xxVgNvdRigInU/U5uimR810UKi+C6fNtTz72mZSha4HvbV5vBuNaONuq03To/MWttqLu2K6G78ri9NF/GNf9G4yfrWwutHD7COnKCJbXNvVF0IZNZrTca4cORRmY8e9JUi1rHtkEtZK0CfWYEurLaLOCisjTauJlSLrvgFytqZuAMWWUvWKh2mUgZQ871kUcef+kpZ73s5LMef3Sn1nrPrXe9752XH/bs5x94wLOv+cq1iHb0WQnZKq+xbmwfyAyJjj5KcegQoM7NFThB/0oZP+IsgzQht/ENYYq5fvZzXz7iqBc//NiuT5WKKr5pZtnPt422bV/y56FPLFsmyjNM12dIllW+a2JePT6zmAff1fMuuVhNd9WZperL+U8rf1ic4eJliytTryAyKX66tHQGHQcdRz138K0YQrCZeOCWd/dIJtSfC4iDoqUUR/RXl/AlBTzfgKk+bZZPAUrufMg/u+U3F7z+0oMPP+WZh7z4mQcdc+IJZ5x92ivOPOXMc88+/9WvvPDy97zvqiuveunJL7vyik85b7x2fsckTDVVo6xBr03YGDcanuU1cV9kV3YVGZXpOwoT5Qtt/5D81IXVUxf7wWsbmR7n+SLaZDQR0MSQQMc3Xvyugw86+off//E0TYBoOBkRyDjFtv0AcQ3J4dwNGtycVCfkjS+zg4YOfLKAcKuTH0GeOGoesTqz0wppFtSsguN0pH1AAaP3Jz7fYT4Zl8+3HfQjxJ3BEPm/+pggDB85XoqtMif4vCc59ZM7mW9XmyOsIwU/ul2CEGJpXMGZqF9Epq2qaMWcrS9Gn1bsFHSZLxLLteSl6YhEF1fdGzLhE7ng/Cq6e1r37KF9YWMlZz/2qZMBZtUDtNL4YYcuerYUesq8VEk0KrF2ioVnj87TWueqyEewEZrtiOf7I6dCdF0Af9iszFzsdoQq20jY4GR8nUp94omdV55z4XMOfP473/ru1130puc9//j/+SdPf/vfX3b7XffXWkOo1hVjEtgghSTY6Rlw1H4w90SjABLE2RXIp4MQi54g+vnt2Thob8PkQ3rL29990evfNNWKvnk371n9SOH7KvzIrdqlYXuEq63eo7UgE4VFyOLZCeZ4fvQ+EvotmNQ5K13aCc7MMXZFEpG7awUdtwFuc7M9XwsjhEE7CdDxjL8BncK0M5idwS7oJa6oehGwUZ4zXP5bkRKmQfuNsgq9NvQS9EUE24Qu7LvaQEXtnIVSp13jbn9499+/f/uFb/3MUSe84ei/ed3xx5/3gheceMABzz/w6S945l8fcuhBzz/pRSeccfJLLzztFWcfe8olF/3dQ3c8kGOy6DXa0VrtI/bxAVwAkWmHlEuAbe706Gqv4ieXJuqypJEhq6N8ftIudcyn9NquGayhsc6GB+5/9Ctf+ebRR5/8L1+8VqMHY4yLaJOlfhdyGDMBXaZ+o21sUCRTxSUuz5MJfTY5RvK4mxEPgSs2+N5GagdZpbrgIrhgQzG+mtAVur6QtkqZpG02zXImdlSzdaeJa7YWFVX4IlMhQKYPCiKCIRtfwZKjneOcnctQeXrKUxIFxyvrRXnJb2o7E599AAF9wJ53Y1LYbJmwWVUl0v7RDpSBQcYJWf+JKMWdKIW3IbTWk+xidaEaNzX7L5/5+BjADdruJ+Zl1Q0kFUYaq8PAe++eaagjrQfjmPmLYKPxrTUKBIa5SpxXZeVywberYUf028yelitJWzJuSNS2RT8PlnjWhvBLio6eCN9eLsE7RtQbxXjEjs80/sqGyfkp53Lttd983sEvfOZfHfSCFxz3Dx/97E/vfABCTLVqyGrXJUh+9ADUaDFT+sZnavo2PhNzScPbVHMsXNBsM3frE3qyJ28MjWqsswObYpl++7snXnziadf+x3WxtNYl49eHvqzdcUYO945YfRe0c6AjqGsJgwxv+49Ve4SiReTrTD+vbQlfrwJKe4imdbLTb1iEIrZI0s22JygkTUtr5UOXtPVjH69LomfqvAEXB7C7I3YgJeyOTr42pz/swtS2ytKUYenxE9nADUxRmEeaLmFcL8W6aM3RKRMUNLONkKr1WYFV2iowj+wMN/7011/91k2vuuBdBz77pGc8++RDX3DOsUec8ew/f87/+n+ffNShx9zy01+mmLXWABqMlcjJCjDp5+MiwyWZJoHvtPk7bbCIQ3IZaRuVWaBtpH1CEwHdfQ8+dNNPfnbyy17+3g9+WPswaAuDjZCMCnoMRhcDBZv9WsPiJDy46roVmWkyoZ0y2pKCK/GO1b39e5GVu8ks1u56aSK39M5VVJYuVctLtKrMlhZFEDBLcZpdAD6i1lzzCriEK3kL8e7lUm+Lz9vj6lk5DyMvLjGxT4O/HLsh2Nh6NlcnI4N4K3pDFtYCpI1iOVUZUWTQ4jWpMCkSRrdBpXOQm5+gneuMFXqBPlGeTgyBbhqBCCZSdSs1zegm42cSbhmwF11u8hRrw+D9hH6yoTS1iMsam2BaIvMz9kAjgDFznc3lMt1PLqC7yKVzkG2Wbs8DTFGYpKV67+7qs9Awgk133//bW/7r9ocf24Rccq0+toqkAZ4kGZ/N2jMbQ0vmT0MeISp+TCIwuDRRx5hPk+kmTCTstr6incCVEYLx6Wvf+O7fnHDq4ztjyHWEZMN6UoN8fFoMr1lVqPOObjvCyx2xyr3YTWqVauwP91sVW/Om9os0Swp85PMFyzZU61H3a+MfOm1pleyObgTHx6WUO/PFIkLa5yM4UsSNzcRzTTsxFkGxh2dV6d7SwTsNxFwAEcAmcIUQqhX0RHgRl240YKIVKNYPCNM0Pf7EzgWv+7urrv5izsX7ePsDD3/4qi+ff/E7Tjrz/K9+6wcuVOuqxYIQtchJZVgizTFvgH7rJ7b506bYUHxqbY8rey6SsvSERQDipmGPAzgT0kZhCOnWW3991JHHnXPOefNEkz7cBNEYY9A7Exrmpm1cnRGrELgHabRMpsAtBviKhTWhEBb7XNgvDrY04nzcby/i7TU9/zGSbWXtDmkiuxduh4uXcGH1/rH32K52GrcBys0sb84qAi1DEbtIzPsZhFTSpWICxfiIfu1xwhjv8qoCWVqMiTPznPgFC9LbclvHJe2gncFRxdlP2PmSlkjgZinK6qErYRvIF2nMsM+jE01CWe793xOK+KIakTMMJVRRK7iF/49NdNAWHu8+LQYRSdiT75sNlTuIBVy87m9jZJhSRiL2fKqxzJP3uuqBZwdLrFj2We4h4seWGq6l5CZk42YHPwID6JPaUAftcy4f+NDHX37WeaN2pLQMqRKYwcuebjLbtNvuZE9VvoAr6Eo2llhqKBPN8dqKVfOe4q+322a3r71xP7/w34OlzmD1TXpk6DOIZtM1QEdqll6gJG0jy40oDmuhJGY9O4lJyAt5hNCf39q/h9ciL0fek9wBx3FLBjABcBewGVwg5VvnkIK2foSm1CStAenfBx12BwfgAYwx5obrbzzmmONu/snNtVatQPsSa021plpdrcoXCGk0XmEQLQKL90bdA9vHTfvjTCZlsNSKLENRy0OV8QO6Nu8nZhrjwfF1V5sdhbXW3z74yIuOOv6Mk067/ZZbbvvZz370/Ru//Y1vf/1r3/jlL261YJ314NtocK4JJLDLX9CiUcIDbZVe9Qwj6G4rwB2dfffOZkIy3Vt1Ysq65A+GIhNbRwhRHQwTyTIf7CRdn0Vat87x51BkvWhaCpyWroLf4vSMTPBK7DvKHwbB1rbXsp7u/M4Iuwp3FW60BQoMbVQSN8z2bUnnMokMe0LDU5Hon0DT4GTZmMLtolwQgCmDjuz4uTXbdE4mVjdw+2bKx4c+octmHgA4sUzAhmrDojjmC32iMwV8NJ2VsTHzsDGqJFZma5Ik43gjKsLSyiBXwRam62QgV6K/cHX28W+GpecFzYhi/hts2ihnfKIeZ2w/MxPbWwdoe0ytPcjk3nXAh1hRGDkUibCdjMs9dShgSpv3RqyqLzGVvznhpX//zstiKqYrIcHNv6pvlpmokwkW/1+KGmhVU7gC4a60wt+4lpXzI2SgWmWQMnGZ/8o3ioguPj+3QWOGVTkU7VEVcRyiqlybos3CuFAMZSAUyA+a3HHszgiDtmAj9dZ26JyXRZ9r19KiQL4D2mQin7Rp/Sh8HpFjmyBmygyXIaEEUdtOMoMj4T+1Ro8QNsoPVBuZtG9Hgwoll09d+c/nn/facWOCywadgWB08rY4X9BFZd2uhcGjDoE8LWgr8kZqSVl3JOofKmubwVBfBTEuBUzWzYRmTVTQzB4T0sMPP6o0gksj+EHbEf2AbgP2cWVcnmot37vuG8cdcdThBx1x2IHH/sWfHPKU//WsA59x+F//9fPfdemHLJYYqsaiG6C8UGrK/2sbyJqIMVVOadEns3LrmbvlV6XJIgjxal4VJfOvXdKncz7VfiyTO9nc/uIWCmnOkcFmsFE32RX1mQUiHmgsDV3EKxCloUnD2XtoSHzVuqa21Iztg4TWdkctR6sPtUoVwQWwwfh5MkL3lCt9rBHbKookkdaPm9BPqo+hsmHSlsyx4ojM3ySfWlM6Q0A8Ad342mWyfXES5iMKAmIfhcVZv8khz6ZwS9RuCdokbTPYNoR7gKBMoo4Z9LRJk7z5BPay4xw2aIjaGPl9zgF1O1le4rGpdSz1N8BHATX2mzmELzJXSSCxwmgG09pYHdJSLWI2haURqVcy6QalzKp96FpkYV3IEkS6LZMJtRVzTSuf5AbsW2DuN2JmjlpzXJxuv/O+Zx506LVf/9821kHHnhHSfmkXIepc00uRPXa2mPeaS5lSK17D1Ckoo5TsWOexMlIgt32ZvammhKKtiiBZcYROs/twP1vATmBn+eW6KpKEjcI4QlrNYphhOtNiCYcHDjB9NTRxgTaZ3BZkv3Rv3MvaZN2JNXSLd4Y2STOYFV3Zw1XmektjQpdMC/XNL2RAO4LdGYz1+ZFHHzvn3Nde+ZnP5amiK8YVBYHm7IGdy7UBo7LUDNSUISLpCOCSdv1wdFGbQIZ1IzhlZjtCnIVtc7HS6iGw6KNz8YqPfOruO+6OYTKYDGbErG0eMKHL99//0Icuu+zoQ5799D996ouPf8XfvfOfL/vItVdcdc03v3vDrXc9eO8jO9oVZQpi1MrisvuaISwU1j5MR0lXvT14ZjHIh4tasKk7ZQRcdmnwMCc+zrSYPbMit0mIrztzrjAuM6Z1mtxr0HkATPsBYUXYrtYQXthvkVrzYKHfW7Pr/bYEbfqIz6XaB4Reg+I3ucSCDWiLC0233fGipvsgpJS9oPqVbW9IpAwAO8dG5zv4xjm12cGmzRmSOT662cTPhGJjQy97RMzcLNEvJjYWXTjQhwLTNlmlDuB5Pzb5AB1/CsPiEF+Y6y8QbLB50GFc8NW5x4a9RRwCzMyNQYzFxsmwgs7KXzJXzzA7Asy+/tpkcNnG7HMb6jPLmkPRZgbrdCNHi5hP3zrPTLN0m4wr1OksizxSfMhaAUmn119rrxqi3U9ygqfT36aCLk65fuITVz3/8GPve/gRyHWDESAZzGaRgvOmmIzPnNcO4EgdLnNBXEpLTGs5SiuiV1Y//ePPvHIH4vZOKyVgAK2RdiGyoHVuXJZhW+YicuqNjWVdFUnBgzaZxoEwE059DC1FXfJRK6WcIFdn1qcLLidJCfDR1tA/371JbNRi6a/VFyir7OYtZHrzMJmp8LkJNtdab/mvXx9z3En33P+Qi3l3tM3lQeRTCrPGrCArk2B+JB3UEg5AIIbT6FmmxVPLmLGfZ67Mhxr6PE133XHPq8549W3/dVudqlYBIQEkbfIGvC/hJzffcvCBLzr1RRcc94KzPv/5b+BEs7Iq9e1inHa1VybbMPkwGR9lMxO4SMDptheRnbsOkwwb8zq2i9jPvuzShU+qdQkelCpVmDsTFzSpNqGNcDVJrI3mgyJymtSFIQsS3jYgq/RQQQR4ZX6eW76oWrWh9RLIY07bObRQwqhoHCLGZrXgZURc/DyTQ3wy8rRi7svRJmnhBbkEPz1pw9Q812Oe+yLOBQpjHkxcsvFdAeGztqEN3WCMtMUzijdkOrBNUNFBICmTwjinTHUF8rZGY3p6O60uaOKCpoXrPb95xYTtGXuWZ1PxUfh6NOSZaq9FJrq82m/ofhb0rHnnLkmyhSVV8yuyofo2hmrhmeIymRO2cCUqddK7riUARoS91V5bXL1tqx3ZLpVczz7rvIte/+aNC1jq6Iqx2WLWeh5K0A7PRvgvW3+WsyH4wfFBv+2Iun5LWwTzqvqR137+4fr39MiXmQbmcN6yN09+Yy0fWldFu8qxwHqEJAE6Omq1DSNaZTwDVoTkrgzrJJhLZw1rIjoI29JecJFd3eS9YMWnIIpaKOLJfktJ6EzR82mobVDWaZuMTZ/93Fdedf7rfKoK00aRwG8WSqjZTIGUoAuOWlTZi9Kbnzc/fs02+OtQRCz3pG2stX73O/956HOO+NENN9daASJCAsxgygB28LhPm5///I5f/PShY48654MfuMJHA24zjgNqg2CNCUgTytsJ2IaWMknD22lPrfOeGQ1dLDkRmvugcIYZzTygdhYyzLea7UfbzQmyv6phXGIOmG7yJE42CyPvfEgp4cXeBVepO+QuutBIrzwCxYlC7vpzAu6KVEAwaaeMVxjRzQPlhL/ZguPlyG08vVbWphjh4kNN2dB9VpZUVvJ5CmVqxF6QaaZgXFwEkkL4rAWnIsqaJPu9RJIUJB4oVQy8qjvW1KkpX/opsJgJqfsgc1JFkijJxGwj2zCvr1WCOLautb0scZdyDMkH92omatccIPuG8gq9MokersKEi36AmZDonRUdd/EzljUvcpuWbvGl/dE3qWG/CW230sTYLiLP0v7Oxol3AS4ZF4qj8HtP/P5aIZW62VHHHv2Sz1z9JZ0myFX5ybrJ28malQFVReIFTaTMxoTsUqGlRaFUhqLVASVD1/7CjIxnMsRu/60VXUcoUJll/ZSMX/CCcjETj84n/1q2oJAaenyXt7mhpcBEM4Quh53PrNXFEUiEtIWZUAfx+hKUat0G8bc8Wh6Li/UqpA2UeQ06bEY3IunQ4oiEBTVHInD5d49uzr/w4g9/7FOxVNJxclG1lbgRDPKH0geXSNqLzSGDeiCCNqGnY31BmKBd6LY0GXyqtX77uu8e/IxDr/3yf0ylOlsMZqCazIQnFD6hsdTqp/yy08888ojjcOMmU4LWXg8eMLhgjNcYtM0DxK4piH1dVtobNhaXFpaaynjqh5Al/CIVEm7o3MMBds68SPfJOKo4vxamBv37gRgaGwv4RHpLnkuGbnKx2n6xpogFVLrLVTqnmLSJxmewXA1LdqSpvORpxTwz/XGlO+A9QEPfOxUhhOx+ptyoXFC9rQRcGSFqm7vwdwbo+A5IX1o2OUW/PVyjXTYW4wmHcCP4UbcPoheTjgMTpeCismFEv6FFbgmgy721PHVGc62vaV+4NCI1Znju1tAmKPQjurEZWdK850R/pfcuSlabKOs2WC9tRx35Nf9RiFEXs8lniho8xaF+wuQtjG6F4RdSWNDac3GajfV8y0vaxY2DqkHWNLJd20A9QDREaoQ4QNCYjCvGTdZP1k9yuiaHon5qTzY0b6o9L4YuBnS11q9/7VvPe+6Rt/3mTj/VMRTtJ+uqs5N3TKsI4bgpzBiZ1jVYuMqXb0NuSdzC1iRAt+e1+nQyLO0FP+4B0KFvNCpvbYmvErXBgPkiFIGOBgtA1DoiJGuKhjhAHDEN2jdlHQTaujQMYva2E+FHirlJGUkeU4KFEtHFFm2bz5hsM+KSiM+j7WshzIOgMCmTRoxkOMjll7HTr26984QTXvaDH/w4pzoMHnS0JqPNvBxnfsJVGr/GLsXywSx9RyQo30APnI/FAqK5HRznVjHX+rmrv3zQ05/3yQ9/2ttoMHlXAAlhd6OCnUFvME61fugjV/zZU57+i5tumSBuNmaAiC4aE4KPJWUH4EEj+vb+TdLyjsHc8kkVOkGXctXapUmirBvABeKipfMH45PgYhto1seZoBjH0nqQMWrTTahorL1riT8dDczHUh3p0uTT/0/Zuz9rl1Rlgn/HRMxvPRET0xEd02H3jLajPSAK3rg0KpRQKHdFKAUHQRS71KbxitKU4A2b7haU5mKpCIiirQIqFncKiqK0wOJe3znv3pm58p65c35YuVauzPf9ypmIHRWnznfOed9378xcaz3Ps551uMTfx4wkU+ZRmUlWomKg/+2PzwhhlYIUMil3ARst123j82GpR3iHALFgyDlpR011Qc+qUW2j8cn0SjEpGxRluMi3G5u1zS72M8uhBsH124LaMHQkoYMGdVl500FT5ymO7kVMcsko8cTvPiA2bxOuPsIPB2k0BCEUeiBd4KuNg5DH+0+rumixnBRRPhcxeZmJMnNmQ8MgjfLrhf+T1ZukxCS3h0Cri/RmLrz0hVDEL7H3EW1ZHDh4bycOD00ItUskpMr4mPDWachKObVbrZ3awUL0NuGAbUfhDUPXmGoG0bgMos+JEqwKvvp8mO4oGDQO4nLpWd/3/Gd93wtPCkI5dogQMGXpDkm0+KeTRzpw6976GdCIiAOMLFkuxiEufc7DD+50qdhefmb5+SWqTbxsLNhVxm15+IubcVe7QVb1jCva/HZyeg9GJ62iUXEjEEy6RZED0AS4Gep7kGtdLtOlZ2XkehMe2vfbQnCpM1E47wGE6Uh0gK5xB/imqNHXuHrU9q4//rMnfffTTtcqhqb34KAEl0Hms74SFoShaEoKBlswLYjLE0oMNTr41NCYllJ1HGVdj9be9N9//+v+z4f/ydvfncLhbbGQjSnaFgMRjDEQNlO0bx/66D/863/19a96xauOUlJpxlcD8XQyxlitVLDWKa12S9PKA3b4op5SjnrEk9SlanyWZ6sWpia8KCX4gx08RkDeYv1lG7pjf8hjdrIT6jt22gZyIKS3hJihF1dgINHGTP1AtRs6jJHMo4S1oVMX9JGLT0csvQtH9WEqfQ/bcIBo5LKznhViR2JpI4XNOOwlUsLE5VzogZ8CB7XZOPkdKMjKZGWyhgLCGAm6mxROH5BaHq7hxvxpmQ7TzJvul4MjZCfyXdUAACAASURBVPC2Azn1IeklD2j0G+Q4jVsGLe1x8SNGvemItjp0rw7jqiEyhjk8viQmfxb5Dk4aEF9iuJVWRY/BvLu513WhjujEYAX2Shedo38UR0vnIE1vYdy7l2Cmml6mVhG9hRiqwTumoCiTrM21HNZaCzbGGnyxEMEEY+My6KQnT3zyWMw/ihlvuE9YQDn4pkOq7Z5P3/+wRzz21b/6OvBHrge6wNmUXMokQcRHXMXUiYGecbYEZ0yBXKU3K4nsRBNKGKCEcsTaRoeDeEUQQwA4pZNvQIYiMXBnQgs1dQddCEUWijXFmoyhCEzaVdxm00xsfeUAgCsbjUHxkdNImK5sQayPA4/cXUgjMevD9Q1vG7koHwIT4IVuyQeMUqdiXPWp5VR+8RfueN7zfrgdWPYeYMp99z7wwOduGJFo/BOhyHllvZneDO1AK+PTwaA810Yi0JbNpKO1j3/sk49+1ONe88rfiK4Gf2gVDQIaLluw1sUN6mabi8dzn/PDX/Mvv/rtb7lTbSdnTPLee/fOd77rEd/wzX/7/g/Wemg02BaMS4/o1G7NvgDcHCfTnHOqk6kdCBMzIeaRdAaIBZNwVlzKLmAE3PHOSDx2uSR0Ni4x7ETGe9191VrIzcVjN/l691eb3XTgm0A/g/FyCkVLOOFST25mzu+WrHD5dUwtlQub8de7Q48o3BEyeaKTunWvIODEq5+hYpxa//7FUERWPYeLLRZJcbGx6VQVbTreODm0Ptk0ziTNXFd19RA2kxrcSmU3kaLIwQFMApg2HDIy8ZvkIkykC41lmfxQDOmYaOxNpqNjhBb56sKCFr0SBrR+KQ5dqKIEDJMx7+FDkJ7pGIkkFljRUJzLoMMP3fbDL37Rj11f6xSrw8IoZJcr86ZUIRUbuOBr4A+MiJhtzzlr1Ta21t729nf924d/+wc++JHWmrbJJxQgoONqubj4jSt6dgHn7AoERPxPVkXADO6lOUYsdrBxcMNO+DeebwS+zomls5fgv3mgX9osWzi507W9ujLXV6B18iScVeTDJikfNunhwlwBEsWIeh3gDxsPNN/cTDrtftNh11GZtAOvjMpQHoccNeRVYzPzDt/ORsovSDQr97Ut4Fuu7epa/9APvug1r3ntUZv3xdqaYrMmaYMuI7X7fFhu6j4EmYzS7X67OanRM1cBVM/RBsP1h6RIJUizGwOH0j73+a885Zan/9LP3pFiTvEAUwCKcQVsMsbu2m2QNzhCaZ/65Kef+4wfePQjvvmJj33cT9/+71/32t/62Z/5hUc/5juf/uzbvvClL1MvSw9CCvJGtaZ2K9clZQWUSRWZrRAslo0IGH3ZuU6PG2ol0T6yX5zoB5zIPHqIrPLPRmRJ0micDeWkza4iV39+vrIMJTVOPw0pMYrXe+AyXUFmGokLMsDPGLIhKFJ308y6bCe8JzZx51ZZWsQBdQch41AJTW2tCspUzNmsLJu9VpgX8LKM1RD+SI+Zykckw3Fm+M8yvtTbq/nPIjBiXKFpEdhn07QrGjJ0fILHeWA4qXQWDyxdFjRTz5mf1El0aFYKG31KqQ2jWlWzIoOfnTnrYCVAMhvHOvsmi7O1DO2QJt4oGZn6nbRxMCiGtDzYVGd9b2DnRHkzSUNurd37qfse+U3fduuTn7rvqpYWXPYue9ad87mMQjInKTpepagZw1moFQvTTcWjtlf88mue9owf/PKXH6z1wL40E7IJEUKEmQwTivwJH1vIG6lX4k+6IGwii7pIFI2MkKF7WUg99LVkkxdLMUscJAPmM0CnE4uUwFUtQsIyT4iRMUU+FuQykLr/AqAKJRkfFVADCoRNY19L0Jat7aRZXqaMZmRbmpqfue1JgA+TxxHLInbDcttSj/Z3H7z7aU//gff+zQfz0Xw8jKsuHDE3nw4zdCbF+KxwQnPoiizow2OwiSqp3rKah2cPXuzhSF1+Ph0uUa0dK3tKsshtN/GZz3z+699wZ0zN+txHioXkfPG2YpsR2Kwhl9ruue/+H3rBi7/l25/08G+85eHfdMsjHvmE733GC+768D2hts1V47j3bbR2kpHllPLzF7hSl/YXFwum1WrYLPXGlJ1E+Qh542bAQEsF6NQqz8my6c7lhU6ZosDjWAc1G+XxnsECTqABST5uLhckMLsgt8gx4JnFSZJi60ziIfickuiB/AJnlivIyhXua6Z0e+pvA19dOFyc0mrszernkR+PhibaZePzbuS45A6ucnlhQ5dlu8hZDm63/jWC0vgrjJWhZHYcYb63A6MwAZc6HQT9DqNoAkfRYBeIIfO3ybhhAuKmSRkcKSWMxk9NVgmiJiAD1iBRu9GvKktGeUnVq/zL5FV2oRnAknuIiwf7JXLpgPdEIMnVuGJ7AZqPo332M//47x53y0/95Mu9CzEcYLKFArZoN1JA6tPHyDpyBf44yubNlY24vX0PztXtZG+77Ud+6Zd/zcesIdmQtcXELhrRVo9BHR+utgVnSjE0d6YjOPejGxJQZcMoUBw32xzGZfBVu7pDNh5nS3ZZhJ3VtoymLPzQOVZ5sygosUEu2qZQxB6Fu4g3i4JAXhyisPZHuBml3jg4/KTdtQKUsWGbJLZYYteL7i2THegXB0oPJ4y5yYWoJ0FRWgo1GTJ3k26cbMj19W98y1Of8QNf+PJmFr40jKE+PJMYfDI2dWSW5ul2ENkJr5r5GchcAEJ2YpDiAgThtIuYj+9+8rP/2xvudKmhKsz4aLy3LjmoDirobHQEl3ebcKrUP37p6s//6gNve8dfvPdvP7yBrUdV4CFm+WZW2LpDEGn5GUxV+Af6CvMJfLWsNwtTCYL7f+/jczgJmIYO4BGAcUI2qHHdbFwZaskZDWOtOb9z7aJ2AdyY0SlhQMKB19k/g88HNiAnekOlbmdFZm54cR83NqtjOASfwI3fnQEflJUnWvNJ2+rigYQZX/MH78CmlE0rF/RoCcf7yZ5yVUG+3juYtgsHGkXjHuiPd2KScTxRReFzHDpPSXpBSCAkhVykKoiMJvFfZrhbMFsy6B5c+vNDX+LB8vPkmNCLMBZt7iYpYFdZElvfvCuWQxHfEFGZTT+2aXLZEYyFgKYzNVPjR+7ZjIZcS7vv0/d/yzc/7tW/8hspVgvF6ASmgKsC3udg3LStm45ECmInTTauGl9PNl9D2iDtOm2bS6m8773vf9i/fdRb3/q2XJu22bhBUsDcdIV3huwMxqjic5aIsK8LralcgvQP7rNxo+8TyVdcUeCxgy1LQmiBDZYDR3aknddA/QpFvluJQEyhiEEwhOP4v/yAz0PRwvQoyAi2YLzZjNvB4RvFgCTtontejOPXlvYxV/hE6+CAmBAj8VN5yeoN35hxJdf247f/h2c/5/naJkLJCm0AHLUwZocgPKogcjcusBcW+lWIiT4Lz8G7nb8pbQj4JXbjd3BHa8+77SW//4d/mmo7qWAjgs7Zh+xtsVCtyUpFY5PN9QrStQnW1Vpaay2n5nzWYA0YH7zx/P7nJiHwpE7prWQM7w7TGimzcewfiJYtdUFjGL7nYZqcGcgUYdMRmUJaMKzgz6ikMGSlJTsBZa/liN8xW1+lyJtwm/E1J0ycFWGJcFKBty6elajsGHUSdFobfGadt8+HdvGkrfFpqXIegpbAE5MhFAZSODrKTTsdEMMi4ZjDLTNwhcL/0IAYYiKlhIw/Jp7pAhQqDMkCWZX3Fk4xWo2ZZOMSFwdY/3GRtxzuy8VOXSItmLQ8Ytt2uI+Gx/MfyUYYV4qAhDqITNeUmHIoYriYj3KOgqgTAY81PVKho0HY+KRs3ExU0Kuc3SSNT9OW42h/f99nH/XIx77+t9901Obd4Wz19nDY9TFeovEzImYUK9eAzXnGH3s4Nl93m5VJ3pfW2mt+5Tcf8fBv/dQ999bWlE3YSEPhfKA+GJ4pKczGFdGZkG2aYoMe3VHrAbXsL5swrRzWzyLjGTaPdm6hPYt8/b8sK/d5ijQy5Jy3dTM1NYUijjdyRKkiUlHRoAesFk9qwus0T5ZzETtI0C9W2bAZjyJ6nhPDH1J1M+/RYSrTW927GpMmiTYDZbJCZ8KAc9WTCrsJm4qptJNyP3DbC//Lf3tjORDrG7UzTufjtj7jaX6GGO1F504/aC5qZoyguDn35GppoeyMS8p5G/L77/r4vfd9UUE0LrrOTiUfirMFTAGdjEkuHsqXzafNZaPKfpVAlWCKM8Xb4kwMLoVEDzgViJ3/gJDtfMrzirGkV+ZPTe82E9xUbKiik6Mr5ayY/I2qOTwNKWfH2JCID8fg0Rh+6fLlVG3q1T1vGDwabOpCT3TcwGueGVHB9+IDfCVPfgbQK9r/IP+PZwGZH0+iYQYPjavGTr0sE5Lpxt8HYYkE/hBgXUZkg7ZGt97ic9YGZEyXURf0QqTaMt31uUcdOv2no5zxKEbFma/ddKLpU3Xp3mDcnzcdP3FOSBlyMT4pCNRuPDF/xlU9yUbGHVCQUUYRcjNuRc84ZsiCCU+MOapVbXHmRc9gRig6q4pE20APRWoWvvNtpGSfQ1ExYUoidXcKyNqxtq0/BW3LrmMp7cMf+uTXfM3D7rzzHcfRLBQHxUKxrhpB4PHnJSuZJhCCZFy1selw7L4qV7QtITRn44t/5Mdve+4Lr691OdpmkraZRshzvxrnxIdxB8UhrIriDk672KvbOGAPhbPMHU7pDNjBw11HXMT4jId5VcQaGld7uumKLLwWLI5BNplaLaAclUF5dtEtELNFT6CHCEVSLMCxgZfOrAhKykblkqaWUtzPCiIOHMPAcONkb5zgavOb8rzJl3Zx44eUCNeNiyhCyzYQke7SDuiCFZWNyqxl2aajMglMNBB3Gzcbdxe09sfRPvL+jzzhO7/3r973oVIb4aHJdB+5zI1yvHsRK9CzcST4AqGbYsknsdS/y9fGJ22TccUFaiqyWVtUbaTWWj6a8cmG7OOhbFYQgVFajylzNj5Dwv6PAq5aV5xDhjwaSC6UlGpKR0w15xpisTZZiAYCXBp/QPX7iiNDyOATDhYzNAePU3s6FCrWGQgfuXDY2N+hDRUJ4T4kLRQbCnhmklC6mpRJykUeN8WhCM/9TYfr3e2QtCiOZd6NKZFxmTKSqJCc89l0qdvIwjof4zCxKPggztId5PAvquMiJeCDMuHtIJXHiuZpaYdT2pKNxfXWtOJicbmiQUP/OC7zxUA0IkKoZ6MwMB2+VFliz1yv/2Q5eLU5rCQQGhrxLI4smOshGYSWWk3byM0VfK927NvrgkbmvfDcGQoxmE3z+Ojg9TNKSRcNPjg/2suUS5vxCh1vY0G2tT9HkY4g/skQn8CvBnIjI7oZvFevNZXNm4mbDgpQUJO08IagyqMad5xUSKX9zfs/9NX/5mF/9I53H0cDW8FX7HWV8hAthBjga8hd24ncm4stpBZi9bGEcFgoOR2fe+Arj3/srf/pl3+9Hi3kg0x1CxoMSj9cWTgik626W82Bt8LFBtTijT+26aBMMlRbg2Boen6MFQymjMLSECKaIvYFw3ZfjATKSkhiv7LQGSvKFyCqdTdR2YyyDg2T6A7OjX8Y4uA6l++1mpoJwm5Z/tRht5OGq00TeYOJT29RBHcAjUFEx/Jxdg+b1I6GhYzA92BBBEOTwE94NGu3rK3OROvC7sPmwmaDhdha+93X/vbTvuc59//jgz61k/Lgi3ZJe6+90y5SOtaVSIwGDJt3N/zIYWY1JO6/QKIjD7UJ/zL6xBjLh0ulqaYFIxD+mLbF5uJysYkDBrI4yYSE1Y8vh00FzdHBJwsh+hJcsSYEl4MrziZrgj0bLi5omHH6iEXTQxF0bXETgP7BPQ3oeq5tCamBz2rMYUyk9o7GSqVv6fZuroIv0udGvj0lVFijf8IfMg3iZ61tZnclEPPUEUlAvILdd/gUNlS68d7uuEpYMz6szNBglCxWp2MO7w8mv50ciocLJKX1BImQCNO4YtYuxQM8VYoCX8LkHfFPjEw8I4cmxk6x+Xr3X76hv/iV/WrzICYbjTAWhriWCz5JbS6HCEECPTkbgJtFG63QF568V45VfGXW0fX+YhkY+h8XzT300pkAnGx8JKO2hJm1grRphn+lAI+hY1kcr6LE5ZucQAzs3U+tgZYceHeTamsf+ujHv+Gbvu0d7/qLcjSDxVC3npqYAk1dwGp0SrHxx2FtseCstdYE0LEd7YMf+OhjH33r773lna01JH2Zv1AuaBs4AUIdFqPlFCwP8H1ECK4c66tPo2EL3GF978bjLA1IqN1V48RqY59QKAyyHVJ7LVV5QrneF9VyAPLpp1xQNtoeULt5Lnr/+zTNbTHnQyI43dtNR7r4kt50CpIRgINmm1jtpLiIqciTiswVsUSq/7qb8heCjCu6SC3HpY2ZQxGveDzZna/WBANht+HkwmZDTIfX/iU/9KJf+NlX+VhcbJxTQEgQIvg1FaIHH5HowjfMWQB/Ug5ODDOuxRDrBVz3JeK7iq9ytfndJOOPa+V3E8WUoJXYXwhDn49YG6NbNuQYCpjgXfIuOZuCvxyK5MM6z3HOQxFvs+X0xJVARPFqy41aA+Mm1+0+4tZWbDBEH7YV5LSZSfKFk+DTUDZTGzcVfMuikveQQxG4Kt08x/GBXjv0WDkUWV+4TU3eB/5fbEUgN8XDpcOxB7kNvJm1izyoBkOFSO8Si+gYjeDTsIsOAg5jbChllL9OzygZl1AAaVzdZktsDP8gWCJD4gV2N57z2VESmT6pgePH5eYqDkVLtOZPsZQp4Krc2oPPoHE7Zgh8IoRswzSTkP8ahXAenbfyefyUl+9fjFLyBxhh1raWo338k5/6xkc95j1/fddxNN7CF8prenDGleu9sz58ZhpI1kXrgoVkobTW3vD63/v2b73lYx+552gNU95rBQibU8f0uI3y5fj2yppBUysYVn4cZfsqnYnkC6AIeTrjZWOJtaHwiu3mSMiwWq9yhS3BIbpQi4jhp+O3NrSQG+IolwG6WbFdtK2bTnhPT91Hh7dNRAgS19Bm3GasssGGsmkvA9j17q82d+NkdzPG35o+EiooF4yIB9oW7AtRUGYzSnnEJA1FCegAd68L1UOyLimf9pCujcvl+Pu7P/3kxzzxT9/5F6k0bQ/C03O/4072rHCjOCF4dJbxk5Ax6Zx844s3vO2DLCc2VXUxUtq0f/BktUuooVSQbUAOeWptYWKZF5BsPgWfHnjgi1c3dmcTGO99Dq44SKCDdVMo4suui4/XZQdSwB3GskCrwGQfiTucsJEzQ9j+d8LoqhGdIkUBakOKS4WN1Pr97HVhkucF4zmsZNHUOWDcAIjw2JIYFK6uMW8+ZG2pAu4uAI0NaTbTicxrZdHrAeeDEEPW60LJFeFN0Lb0BhEdu9e1G/avOAAGQtK251uGelwW7BE8mkr0Y9p0DU7mBikYo3dYypx2YmhiaflALKFBv10DaUBFjI3FZ/Y/zTZWHmJiuv08yZ/Iu5qPjw6IpQZxFLUEVKxVER+d5ArRISDo0AgupOFbI6EF6QPCyRP1/TCHlPk2MmSnhbz+PIWaAS78pyEAuRSKDsItym5SLO2jd3/qa7/+G9/z13e11kDod7heZ3EHjMav3ulFSUMFm52LzgVnU4othHr7S3/mqU957vWNPZVjBwlZB+2CthHPUr6xBNlVFNRoMZlJrK5Ke230XRlXrCiOJUYyeNm5PGUNHg0cIG0wD4DAuc9k2L8wF/1U8Qk8TqRjk+IiQimVwuehyLiEXQjGYz2esB1hM15ZbN3CsXVJ2XTSHmfT7SaelN8BsfX+wgJLKaKszsYV44uCpAT3MxEzNqnu8RXVIlXAC6ZFLyDpCD66mLRDg8h4tPam//4Hj/62J374I/e42Ng+hNQ4szcBwREaoyA1HyxkryV3pvPwI+sMEbcmk3IORa21O3//j97+9j+xNoVwWJcBknMlpsOXhnNxOPDIjKNjUL1duULIn//Sg6cdrM8KvAKvbXCxOvJdvgDChGxcUTbvEDcdTjpsJjBijgg+N770r11Gp1oIle07OSQ7cqEWla5M3pFmZwgOO8nyDpHWQ9XjsfJEFr5YODCOCUSrlO3dY+QtdlhfIeCctANIH9zbJF1RFmNk1TYioWV8Ni4riArVffTDpkPbiZqUu1YCgVYpLKQ3UDcdTxpvYx8916kdmxilYXaTe58hIPQRjMvaRtP54cKD78SUtgZIJodiiVzxufncMOZhnxCqAVEdyowdNz9pG3cTevee6zd/vsmV4RTjpHa0zQ/lsOHQDtXnUrJPetfempoUBHK8jtr1tjygtsrF0YPxQ4keY6qubFQ20TSjCqFol5XFJdRHVJzXi6L6IQmGL9jz13XMYypdVjbN0a7jGcfR3vO+v/nqr33Ye//mrlyxKrpgRcZxDllMXGC4j/p0x1Csr+CygVKO9qWv3HjSrc/4sZe+LOambaKxNbEvIdKD8MHNGQynGjKIkiyoU019zqTrRD4ONOLUlgoa7Ikczmci3Ul9k5qoIBG4FTYdtO3Ty6RCzwiN+JzgJqA7DKFApy37JWXfZwDdaDnsGaXqcz9HKyIpMUZzBvZqLLoGKfDfyR9oGe6g0KRLjESaUiSYzL+1LTyqi9ssJKqG98j4sJlwrez17mJtL3jh7T/8Iz91vYOLx/Xu0RWGTrRjXrtEQXUP9rEl+BGG0nA0tYgHWcYnmRT0awgBJnCgtfYLP/9Lr/6VXwsulHRYiM4m71IIhab/ZQx4oTQ22zZdvF9lXOxfp2p8OhnHLWwrAiaaRrWQM+EtxXYiJjmWQIvHAYSEHHjPj3JBoDmU/m5HDJ5tVKb7LEZf8wpZiEkGpnDAJeFOyBYgwdbPSqRq+KAEMmdjHAyoDQBcBT8gCOQ8emkOybiuF5foDR6phMv3Vl+CyMYPkFtPJvNNMlwwGdlHBPSBiBNMmXvEjfiYInZv4N1W1iuIpPvquS2m8LvB3oOhenep2tlbZU5csuyQc31kbQ/nnNLxvG1wB+JdIXcVonx23GrmaBimJlacQK2hvEcnU1mXy/0izyxG5C7qj/HCQwl/vrdk9YxnPaAlrksV/OGEOXSf0zGI985cyrpKuIfU1tofvv1dD3vEt37k43eX1jgwoIhGdrPsZHNnaYIXkl6KDN0RLtt0jKX9w2cf+M5bnvqfX/fbrbWTsM9Yeocv4bFFklJiSmTRdursYXyYWQZ5cBmflIvG5455kDIThNMjgr2yuRNC5SngMPNDMhSdnyE0oEteE7k+9xUpuLHpB0/qxqZFa2rEtHcDx6tkB39SkW0WwR/csiPg0R6oeiOh0Oax/OGk4m6C/LPS4HYpq/n8kr+O3WRUpSbtvbJeuQg+b8bf+j3PefNb/jjktpPVruzcBD9yDa5nNZRNe2U9p/xn6OcqnLNn3cjj+250hLjYwDdss22tvfzlP/9TP/kftYIUD3S1Ci6HnjKsHnESnecziIdFYnsEB7CHwA9dKuAz2x8IbqahEP+8tjM+sTKFwOKK/Tc0R7KvE/GpJ7Rk9jOV5hr95vD/SjBzIISeIA7qMWLQjLUVIhT1LyRAAd2GqrOvdG87xNSHKJKLJQdRFLny+wFfY2kYrhZCgrtJ5CrFM5oIcBm9OsIT8kHpxTT7WTusXVAZXImQJ3se0Ugvw/9Z6jAlQ9AlJ0wGS33jTOT4w9jK5NaQLVA87tdk8ccGDfN0XWHIK0dZsvBHvtubbTF5SToQQnax+thvkU9dHbCEIrQn4DYPhIjPqq7hzM03RNFoktbaO/74Tx/xqMd8+GOfzEeTyRM/bg4VvfyaX0KEosO4uul8tPaud//F1379I9/xzj9FZmSu4UbsWfghRhr6HAB/2HCE3EUWEOo8mmSwcTKlpn6+Am6aJSi3JJCCHNwwT8EBGdyOxuePFQIEPrtudgRdvNZQtBnLJ8tJO24DwvCOyhlDfZqb7iCmFLRoW7hPFttjRap7LJftLlXEG/U6vV/gh5pcbgn6X0wwOQ/N2iYIcQe7g9Mul9be874PPO0ZP/TRj92XjmY6FYTHWaNpVAehH1W8RKfE6REmwky79oypI3n3OQyszF4cakt8ReMPBOj+0yvv+MnbX6Z2HUPRyhntwXgLAcFZXDdc9kqQ8DwUaRcV9KEP2sfdIoc/tVWOrDnSLFTfwB/k7kyKCXr1WZcx4hBRg10GiasCsx7tQmdKfJJVET9EubUo2R9OAVp45lK3TZHz8WwoLDHnQLX8WSo7Jhle3+FnXb39lKQeewX9eSHTe72Hk/JYwRB8gYq+vP7l6eDo1gmda4k4CbRyDSfS24oOLhAzklWaxtaBHx1+OOqiI2ah2yHfLCuSq4UkJJmBTSwOeJA2a8fXD9LnlUSNTCEF5r0XpsNz0jgcnlu07fIKyeKYoTxKLmYbi3IRnVYMd7jDoJDPA0+PuL5/HEmVQ8im942wV0UhLmqEot6Zy3wnjVdY3D2oQ2AI91VXyqTW2rve/eff8YSnfOJTn66NVSerkoWrot1Qe+IcivglfDpciP/h5b/4hO9+2gNfeDAfjYRarO7h47RytQrDors7LclO5J70hOPiDZSViowi4LOZ0ItO8vXMjyAH4uMruMO4C96mMqVwwi/1IQLP+f9OoUh3QigjEK+g80ObxtF5sRNF0PvpdnIpZWGPLFy46WERhUt803ZbxoTXzCElkXGI9W2pEcHhWq/gs3G5M1sQtA7B5qO0V/7yrz3vthc98MUHY2l09lXyEeCCgMA9Cng4r7cbjPpsfHa9W7NK6u9iqWSEWLYfDf2/3X8FFcZY9b/6V379xS/6ieurLadqITtbgivBV+mxKA8aGB6m0zex10SR7Z7GHiybd4jsK7pA8Oigqm1G/zHUUCDhp3rjSOYHrSCRb02CkFwsO/gbm1Y2kFlfcfGAUBSyTZ2AEYqSWJn8kBcXNMtpDp4nQ/P3K50RnLRO9oPIiKiplN+t/AAAIABJREFUK24kesZV46t2GUI1Lp+UI5IjI1ypbc9IfEKR28Hb2/TB5H2ktOrN14k7bGyoxuexaB2OCi29Z8XlIUkgMSFRKYUF/bqPnOmkhXGJasG+OHuvN0wr7aaV0LjixPD5omxSEMEXGdcFXn1om5lUMz73QTsI7veKkzdg5r9jqNlj7T6EZFwGhxOqqsE3YAcEJ4EH4/GuZuOyDdn4vEM8aX+9o08YSYEYyut0SKZzQEzAcuPtGT+cGrRL2oU+ts640ePYfS7GEtLkOlZq+/gn7n32c55/9yfvTbVdhGowWcHSBAU1/AH5TNAW1ZIpt/bA577w6Mfd8tLbX1aOZlxmPwEQEzq0q92gxJf+CHyFUGkG3Si+cVHhddGhR6bOAsjlLDZpl03nbzBVReFldb2vC5vWO0snhZRLRAGBvspM/TwiylWKP7a4LZRNJ2VGfco9NwyeIizG8m4pT+A4tIvOU1keLRfxckQCERXEf0ekz1WcSmkDp7rIfZpabXwFdzhdWmqnL52e930v+LVf/S8bRI1OHiS2IdwGpUGsvxxoDJ1fB2l5+5QmBdT0QE3Lom4Y+2RiTfhp4RR3n2zKxqXW2uv+8xue9czbvviFr6CbSPAt+hbCREEZnxAEo7KmnC+y3urvmobKowe0rZIYBMElGmlI7KJNBUJS1m/GczmimUaCoqEAOQH3YMb6TlekQ1LPnQnvYoqeAYQ5HSk8boeDEG3ssiQuFNj6n0WsVR4Ecz9gpVjFM8iRYuwxrFsTUZsXwUqV+A+ZKh3ivWVyZO+CIlyBgPYQPlnR8YeMDoRsU/Gpcrgl+V8V2yRqW2hwtczV+gEnSqhqXOVBf1NSf8n7g66hjoOQtAva4zmeZMUprozD6bnMMmQihVIrbCjkPj/jM/sV4QKYjwLuH69aNNXJ84vy9F6lIc2mO82MQ2Rwx63duOOYky449Enp7a36fqFSG40ZJmRy6OidVWQkWENuX/zK6UlPefbfffAjuQxfcDPMloaXhw2HDUSmLiO3XQZfNxPr0T7ysbu/5dHf9dtveGNr7Xq3BOeyKr2/E/RZNj4i3tDplt48npgfkSp2eWMvq5ZIHYeNRMZjL0qyqQhHriot7GwqoRw+H74cPDniZkXP+b8ui1PCOQJtimtfEceVTcwlUtRejsUa6rNlpxFnQ8NQVdBCLFKQZwcXT/L7chHLH5vsgX3Rw1ZyUoLuNu066S203N7z7vd9x2Nuee97/jYebTODhJR5N9W2/WhgZosUtAc7geJh5/opMJUmQKi9jPYrwjC3H2EoeuPvvvUZT3/u5z73pRSbheJs9bY5Vw39qVCaHFqMOmOX6jm2cN7cZ2heEQcefksXzyztcUh8b0+Wz0tBMTM/KXaXxCiyzE7wBp5U+MqVIfemiViWwJ1xleyahpONJvMVkZRgm+fqiIiNa0QsDYWbpbE6FAbYE2htNMGleLUhAzo1+hhqBtK2+NSMO5Sd7iFzwi5VHLiOxlcDI+08RNekdcqwA8KMIgQa0zDyYnGIczTKqPrlJbGcs7zMlpKaDwUbS6yNnl0T3FW1NHCWUxbO6M8Xj1gPBYM06d2HGG+RZsl5ppeSdxT+sdMKqyTQAHSk1aNba7hGDQqET7qLb5s+Gsu6MgSaFUKmDGxhgMvPhuNLD26vfd0b7v/Hz5dK8yGpaqetNywZRZvBEKxrH41Heikfrf3XN7z5Ud/6+L95/wdzbZsO/HJn6Vpebjj4rGzgOWG9VzTQjfXHxWd0XrXwjZKPgO+YS4V70SCseNr/38ucSXlZWcOvvoYitrTiiMKOqLztZSW0BBgZZhiyH+i/kE4hS8GdE0sl1L+mwZH9COvoQTXdXDL26Z9DChUhVHCHh9qO9to7Xve0W5/9uQc+l452EgNkCc85kM+kjHhqccV3i1uLfJ9wUw0D46X64fNIGr7xlkZ/WCxubCzG59bam99053ff8tQHHvh8zs3gBHdTnSN0LmYIqArNaBmHaBvD66OyQTtnS7A4yRBkt+ylQg0FLd3qw6ZsYxmwlS16Mvq7PO/O0CR1fDQ8yQnmObyitJ12mnD3KATQzwZxMz+M5zhWDDLe0KEwjm++2FEX0UtpriNRQcy+cRpWD29EQ3L3MQ3tRX8UWXkk4xNybJR5YOynhmjT+77xg7BpDYUB5NU7qEhwmSgg5Insy9Ke/BDXxaoI320HacWr4L11sbl0cKGsPbdbZrRu46NkeF8SE2a6fGnEclSx0wfPDLMbl1mgq12UrS3acptORYwEHCNvU2J3HoDnACk/7FQmCrOAHkoNTsrw1I0O2dEKIW/TsptwvTvji7Sm5AWPR2Kvd+2giDAtMD4ZtIkxOZVjU/rZz3nBrd/77AevNXfLcXcK21Vg89zcixkpDS0Us+ui1pExAFX+It503RrKjoR+IS83kKuihy6wbpbxnIdAGZWB3A5NF+wcmMDNCrrd3zjZq83xnuQOIQmh4nfsNC91Enhw5SR/kXo1wkn7zYQdwkn5qw0UBFkJ8RfQR/gU9H+zsUKo2mVsY1IQtR3E0qb9yYTNppP2JTV9Mj/6wz/xip+/w4esPM+qqYSNDCnEFO3GOV77VMdQXcTcAaUNnaUfEPMCFNyETDbUPY6/eDKutfam333ro7/1Oz77mX88jmZNsVDAVug2ExUCAuvRuGx8oTl4Q+Q6nzjF9AFCiQYjJXQg5uwD545AwK4ObuM/bOxRFs8m4vk8ZxXaFjYKEssLD6Y8bqxH7VDuHmU9ER7ji5Z1ItMC8GNfMfDN+QHXQNz879OB5JCLLeSDTvYmQgszRoWgIbQI6TnsknuSGRo6taMYHVfdgReuPWUTuGwjtW124gS7fwp+zY8P/PDBkw463OOioGDj0WbC9W53CMxqIIFEVVEhuBhpm6kWP0815ArRLgI6BJI4XrukICKPIu5Db8/CbcUWeUiu7CZs2m/aK5uQfXGxun4HJHLOoFy/SJs6DRACf2hX8A9u2u8m9rXnCw9SMn0aZGfOpFZoSa7xm1yGEvRUaPBKgVANMZqk6BsuYhyKEAAE8rbw6eCbZkMGX0JuNlT+mzbg+NHmYvO52Vh7n1P/gR6KuIaDkG3IO/jW2r1//9lHPPJxP/2yX6hHu1Z2N16m8lSyVxD2FrKwwKpO2bRD2E1Ayz4bis8t5OM8DEDg8CMvIV6YfZxHkXqprLnMPlyKTHKVLhmSnWVf9lxBx3CHhLNm5HdgbhxmlipKllYSHtHUpYRiIb5YtM0nDr16YURe2bBbnMWXlY2bCuAwHTtGB4A/Nl+utG+tfezDdz/11mff+da3p9puQFC+gDiDNJknsgqF05z+hS8dT++PhxPJtHRvcJ4l//chClUMYxiKXvua133dVz/8/n/4TGvN2cPa7kCsuoqvWTqgDYpn4soS8YVZDCfmjNtITogWRNRWepNXLEDlo6dUQNyZeaiExG0u5z4W+Y8eh2T9IcPSxepn+TH+Ji8/1UcsMqYaCLzqbS4knh51EqcaqOCfADpHRn+zv9S8tRJCo70Q6Zq0SsQVD7k5x0gPG5uQKqwOLsajw38GvoFkfyc9h/i2GDc99wXm4vR2GIj5yTJnATAWiJIuhEAHcK26GrD2ET4272f+Q2ZYRg05FmFcVei+8J9YajjJ3oyfVrinpJ4/jhFiDU4BeVnSg8s2ZjMr6MZbdWVxdhi7OyQbaygt1gNCNPNQbURfGSHsAU9uQDGWW75DgYZVCKEc7U//7K//72947Dvf+eetNQVeO2/7oKAVElj6QM9PEpkT00useTCFoqHAnkPF/yeE7eLFL30u7F4cNGQcnVdvNxa6EIp40cPc8KGJQLpxsopGwkhUHR1QbpwsV1RG+CFuOkk/NwaadvDKrg6PBKrkZSIDejTd2M3VZplXEG8vn2zeIB1H+53Xv+lJT3zaPZ+4t7R2BfFkhrBHdwZ7jbUja0MHF1qgejYmkQA0R3uZO3BCdJFY5scQQ7n9JT/9L/7Xr7r3nvtrad4e1h1GtERweKYz9JDibHlJuxRNhrPsoScuO4zaKP/ikxHFXZTMyh7PA9zB90EOnYIZhZ/DUrG+O+ssx5ZcTrJUgguq6OmfpCaTsx9ERTifoLbQwpmQJK7MPN5iqoApFPnc+Z6FDrRkKnHSdjfcKF2Nqy40MZxpXIQuDOqREbn+hW82TpkNn4ngMkXWAw/xXurpYOYck2++FNGCwIcl0LpGylmPDp4HfwzhEkMgxlVDe2d4EIfxcbBd4by1eVpL000Y+klcZsZPbTF8YFlixZZ/Wr4eybtHyGTtGLWhQTiWgYF8u3bwOHtabnxqmBu3d3nR87oBBAYoIalQKgRfj/Ybr/2dxzzue25c6aM1G5Kyjj0bOfb3dy4G/JzvNQgdY+eWdn3mAnOxXlne7T8Zih7ighk5lOckXxOcO/ckyXh5IRTtY1gnb7DCXheE75flfOGcWtZMjNdterLgFG/da5Lz8wbokicn8QeceumVDcZFhjt4oeOrX7tsc8v5+LmXv+IFt714u1apHrvPJz3aoZXwa5CZGm+JLgaj7FjCIMspsORWisxrb/bUTXdEThBSre1nf/oX//n/8i/u/uinWmveYVXUNUh8q6dQ5C4TNgzycuY4/H3HyohkLYWDzyu43jbP5xSlvQd10fc4ZNwUBVHRJ2XiFyp3n81sZsEVgwxFXOUowUEuWQKnR7Iq4mrJxcP0ie9L2xnW7nnTaddjriPBg0X03h8QUTs0b3JBhguvlGI8as96roZ9QhfbFTrk2FO6qqGgxHEsOd+MH/mjWDk8MQs3IN4o7FmZ7va5MSWuN3pAHtMOej8VxCBExjPhbK7d2d1ONDIxcwyW6juusWYS7thNwaFECjL44mJzYeLJRMTCZTaFIrnCZfvRzcoOl6olgA785arI+LJsT0467ahyMr1cl0dCSFIZwVO+pCOfiBNSLyA0PiGFUnaln/nsF/zg83+8Hs36Q1mvnaPpvf3darqBNlSII2qenSQMvg3K52K0WO7SdMduAqydx5vzS0ZBno2ELKCsDkM5+BJE3dS2bxeuaFNhU2FTcddR6aRNMraPmqC5XhlC3SFuahiYc1VhuwfikC1MOSnp/RGOVzZit4q2Sf4R2sMH2qKQ5VTFuSbaJvAZpzUzStNPN1dOkHw+vvylqx+87UWvvuM3gy+bjspn03HwLjYDV7FphjrLmEYaAILxwxOP/fGMxfAz5ANatDjsEHBck7IRfZ92COiajM06ymYkDzYI7Wi/9Ruv/6r//Wvv/vh9x9GMLgaqsQf42sfYQNx0UKL9RdEqXGKAshFfl3RB3XVKQdSdEsDuGew3CsQH9M7w3SQcFHS9e/Sj28hsyvBcUd8BX15AWvg680kxUEHi/wzp1th0QNss9SxSaUlyyhFsFrh4qai6La/tBvAcs8Gj0C5spjsfbiac8BPNs06IXcetha0z2YXi08FmS+dFME595kqaYmrprJKvhu28xAxZ6VMwvg44LRA50Yz/1S7idCWOQxvNQceVyWtgOUf4tKLFidOBm40NiU9cVNpm0xvsDhHwEJoLOLNO3ORh0ODTEH3Y0LlbYgfR167AoFg6YYaNR1JmYsMB8//278wddVwBgICF9TrGrdiIahQx3MhnaossRkwRNDRLkIckgS+W6D2XDqIGK7KzmqZhoaFcH6wQcTt0Orb/V5wS4DOeudJhSLt42qEc7d77PvP1X//Nb3rzHxytbSYrH21CWq7PpCcGrqD84WI84KXIyf1yuy4BdOv0h/NrUdMZwcxdLMRlzedzJXel3kcPoVN9a+yfIxm/4hSKwGSjolFR47VHbeJu/WbsScNJAw4NVBB27TEV1eQyR5aUldNqLpLwMq4ay5RABd+MPRaghpkAOnQqcwDC4OcgeDBxEwP+4kmFUtv/+Mv33nLrM/7yfR+oR9M2W1/BZw7XxidDxyU2EjJJKMEE0s6VaRCZOySYI+IBooW9G2kqtjpONQoC4yq6LfzOG+/8n/7n/+2DH/pEqu1qy5uuSh/aFo3TSlyfsgpdLoi5RmHxyXjAvijIm0LTmkO26aCszri66XTj5G6cHHaxSOYWhOhLi1atHnGt38HxJ91hYp5kAjvfje6yochVgU9t8MduknF501OrmQxLMuRwgiJTda7a+SQlF4CsbUbgQuZc2gftAltp6d4x2oE+zcM3c/OpuVBtP78m4ZAoWabZIoIjwU7+2N0B/KhgwEcgkRibgQIqqocDU7X+sL4HS56Hi2UECvlcbPJcZpRbHtA+j6GxnOwTGiHKL8/LlfXcjU2V+J7QhSKFQjZiBeuJeSF1IZz8jj7TtvU1s9qRDT0nYWXD4INlx7RWBSQASUGGriM/wPc9SzaSeBPw1TPqxWU/r51gQyS0hmX7UPyG5tiETdhX8rFg/exDL9KCvjtctDbXdPz+7739mx/5mM9+9ksuHtpnk5pJDWspMsPuu9IKnx4/6xHkTQDydrlYtVwsax66+sFvcpbJul8OVxKoFKBcpOqWVaxHnwQ/00v8K4xk4uvOfUW7V3tQe1R7UHtQW9i1Pxl7reBqNyfV+5N3QOnLqP3ZDm6BUKQFqjxNhJ/udOjII0meQTIjluif5HUV5Kst2NB+7hfvuOXJT//Sg5sNB568J00uNTbgZ9nBG5cwcDLQv2Dc5ozmXeTR8vBF8QUn5uLqK5uxJnzPodT3/PVdj/+uW++97+9DOoyrymZEYObFRA8+oerxwNlWcm3tZshD2LWQeRFi1MXM40sqLOkmJydLyb504xPOMO7fgUlGqIWni7ZJhiLJe9ExV5eqmhfG8s2ZZZH+gQv30MVaO0wKK2n+yKkGVd6UJvupcME1dr0HBfF8YhYSOcur94joqnIRxTUYD2SjJd9wJeUkljXuo8cAK0jyizpE4YX1MTsBrnIpI9gCFPLKMdLoq4tCSt2HqFYibBprHTUZDjHmxpdsc7mI6iwAGgeSXigPLXKCM8yH07sdwm6o81TQYFyRi2YGtmU6zmihizKibH11oYGvc8YzCYDlZuHkmEkBbYu4ISN5Hb/r8g79wJERNNcWbPzxl/zUC57/o0Z7bbMJVcemA7qqRzqg08WbeR42+NNJqM2lSmDSxMQsequLhY4myllGMjgjk1D4wNw/QQVZGoqTLgwzmLFCpEpAu2hj9bnGcsDCFYFOeo+gE5gMJltTjE3K+R38ydiT4VDkNu12E/tk0uHbn7kZSHJIkjLVws+bKQERvUYYY+RUEHqDMmUWSr5EzO16t7c9/0dv/+mfa62PGtO2Dg9monaUDZuxmLzzG2C7J6zejEW4VgDNJGuWIEnfXU46qvWWCA2FkywOVMbVk4qbdpuBj9z9ySulbUwQkvZRW69skF0gwu8ku2HOPap+46IygfErjna4IbGwM676hGldT96N6LTgz7KBu1JwpeBawbUG1Ddu4LWPO/hrZTbjsPetW6cYiyNcJfOHlsma3Ps5deD0ArsFdpNOKspnh2mpHgQSW/tMhNNsWkyu212MjklrgZBsxG083SsFqdcW89QDfp/dQMwyx1CEQXsXFBgKRfLkogSw22zTwbpqWEcw4xDlpkPQdjvEosnkm/YRh6KEmb44pzqpyQcNCr04P6CfxPXDnyXZgGMkqwLO8yrXARc2oD/A/xOhiFL77isDBKDhO+HGOOOTy3Vms6vPFR1J+NxkqcJSFU1JvdCe8eIH32wcz06I0DLOT7IeFTrJ9PaJSYy+/Bf//qYTvVBvNwZhcijfgHHZhGiYhYpdflWP9uUv3rjlid/7qlf+amvN2GLCoeKxu7LDgLiVHV0fF0ucc7BuVMAd8qoohwHhTCopz5txRRyH+BeB3DXPq6JzbIYVK90NrxsplWXNyMypb4SYVoBu34Mx2doCthjIxmSDLAXEHcJJu2tlN+2vlT0pp2zSDlVY2K+Apmdx04E9FBbkjcMMYyNoviRjEv3BCr3HgrJXX5TlwNuNKdnTRbtqbEmpfuITn376M573prf8fmvNQDnt/nr3OHLppP1u0ZKrI8XY1WF6O8gEZwMZycjmkqWrA6Qe3yGj23FnM09/kZk+nmK7idrG1ppLvX8QQgKPg2WL7X1UOGAUyYwONGHT60iIIk7ZOWxojFzRhqx9xD0k7IdQkJA+kUmQABOCttHYqIw/KTgp0BB247AaNj7agFAn9twUXPHY/7FD0C6BL8rFzfSimdcA0R5dV8Y27RKao6mG1YbD+DLj++PQF5lBAbx80TajoYay+Ez7cj0ph6tIQdxNwKlXuv9M4vEw5F1U+Z2Y3jmIQ32yIWM9GtQkeSnGdfHrzBNi8NnxExyMI/uk+axgwiRtnwSRN2wR89USMmbD4VJDrgJCAU9EBTEZVrAFzN5ByC5WGw9smTI+6z4lJCqIuGFpRk5SNu+dDz6wWQotGHhHaKHSlFmdclG5pGi8GS9X27tH4xK6bMA9UsQNQeM+/OFoY7KxW9XJY1Eeyj0+xUa5yJjzgvIEpHB2ej+Cq+5btUd9i8RS1Je0nbh6baxkt9hPJ+2KFouT8wlqBkLOr9NRysaT9jG39773rv/r6x7x7j97T2kN/UZ1OJQtWDLSJ72Msy2HOG9h/j4FmyKrHwnonScQS7mDyltNtrPyfJDhZFHYI2ZjY0WCs1uDUo8dAnT8+KzsQAgFQl/GCma3hRubVd0aPXHzeS9EZq85BfGkgYroWdAFY2tdJAP478iMGPMv3JaU8+IQwMRGUoZwdjzaJLWgbLGuRnu8+Q1vfdpTvu/eT/1DO5rWqS+vXtBIgRP6UheZeiyFQp/xdabrl0sEqM8APBKYSAygYCabgAfZKOy0kGbsJmFfJNBEGZAodtcaVeNQdlVtQKHXTFF2u5QLsJXxhRGPzaChLc3MFlqD8XldNDo4m0IoziatHE5RMsppm8Af1h3gDiUSQAV5w8SCSuHdJLTnmDuje+aBcv+TQmAKJ0h1SlxBYK3/vJwil9RM6WmLJP/EeJlBwHQDBQWZ5kxXbFzHc5NeJSkbyOWzEYlVh1P4mkWRrNSNvjSJH0r0b7pmJqzTVGSpx7uDAbreW50YeOE9jKPwKlPxI7czGPMCD+wY65lXF052GJYHg+QDn7E7Eot+ZlZg6k+MegZzSKBcJrdifmMms8P9cgahOzj4g2ayCQGLdEcU0JMmQyOZXNP4DNwsMi1AsQy6NGGqilfVDv9CYmAAiRxsthM8sewzzUgBKosjp3vvFz4LtCQXfhNVWfRTz93PlIzpcm13vPo3H/HIb982pcAjkQyhWX/Ys+ae5b5dBMr4m24MrCoSZJOhiCNBv8I0zZl/gO+tjF6SlVTCVsou8sXxroqhisrnamNGS4U5CmYjBnNoO1dFCPJczw4o4pK9cmOGDS0dIk5uklzcLCzJqoiV4lo4zHOJDZ0li4asmqXIKqQDdvvSH7n9JS+6PaVsdNAKrV1JpE8W6yKN7XZ2EiGVgIxL3caUj34rOENeMbQm+mwo8VBXXoHOqZ7X7yaS/TNX+qOxgCMWo67ywVOZHOXEEYEzFNKtsu5oLAKZOPeSyCdtg1LOKGe0N9qDDlo5oxyYYGxidHTTcRN+uDtNDZCuzJJyWJqB2EdK2yKWWdqNQ6qJ0GTXL4N9OYVAWn6aA2aUYKmxUWYq+xjGfEDHqabpYRAz0UUDRz1fotzVhMgtdPPKRbmwBKEhuuGVLxY5D3uuEuTpQGufnDJaILSLG7jNeEmn9V+EoiDtSOIad60Ab8VJ22sFChLraMTnyujfAWSfyCjZkk1fPIMMWQl0eJAkDyiVJPK1LFMxRxhDr8gzT0JuomBoSIJItpvEjD5N4/vQd6BRigyW2lB5OIuLzXq+DrlseCPb0DemDEW9IqSlMt2BkK0v2uaTQn8jNAJO2Dwgi340QtQ2hVRf8MKXPPkpz8wFI8HRiTrfZChaqhb8sOcYHV8YJ7iUuVk5JduE5fNdOhbO38bylmSRtETHc/TP5yPWho8MyctxVIYB6OHin0IRup2yS4Ke59TNycvScxO0C8oF5SIB/asOSuRNVSrrGM2TiA2dHZeEgA51rrWjvb2JutbWHrj/89/73c/8rV9/XWvN2eKJ9VEwvToMOVxh5c+8Bwqyu71WmJNBTf0fTN6cM4G0XikUOU4D++IbM0OtqIrE4BMKz5WfiLaJRVlAloXGT1T/vBtpF4VkfHKpwLA47CXCDv5KmWtlrnZzvRu1O7VZrZyDqJVTu9XKaeW06aGIAVVmFOTyUNQhJE9w/ifRksIz5ou25aTC9e427TaS6sklblz3Hsb6hm2zwQ8oA6ber2RsJ1doeZDkgfyKdnBosGZ8UtbvJpiu+Dio6qrL6sXJkLvJ/AYElzAkWBLjHZvFLILAwrmX/IJSkENBVZBQwTgOcZdQiM+4JfrP9nLKVeO70pINEvvXdsQ8eWnhb2aHrDZPzMpZZyVfxP1EG7Lp2VV/V8ZV8M3FBmHIfCbUwQ01il1CUbxw5BkhQon1YCLKhsz04Rl1h7IdVp/TRfOKeNn0N+az7sTkAd3DJffIhNknRl9GO3y3tiJ/pm4nQZwfqxCrcfWkgkv1s5//8hOf9NTfet1vx3IoSN2B4iwUGUH/GPKx5qjAakP+DqfRjKrx7y4RZaRfs857CT/noWWJjjJFWLDEZbVYYWdnpAdS9xcX3FI8plCESSvma/pMjS3PIO0KrfWwGXRMIFDF3gxyneRw8uTiCITjJ642t5u8GNzyzbWx8ARJoWIoMbc73/KO77nlGR+666M5N6UC4HSD2Y5lrlH4Vna4Bqsu7uKk9qAxW5bH2mKQ50e79Prww6BdV4Hn09CORWiOJtaMAh/xaBTp21AVpKvd3dhAviXjExLCPh/GrbEWD1MknGys3G+EJxp42Vse+dkZl4wJ22ZO13rfYNuMUs5A2He43u1uIvjqU3dj4/u/lLbnAJ2CLL+z5DR9gSm/TFEDAAAgAElEQVQc9hMQICKa+kAAeoesOkEo/Y/XBIKzLeYdFenItS0K0knbq92elNu0Y/zHuLSbSJKBbhlgY8PGF2St+PGZ4U96cPMNp3WarA5ZDXHxYlPXfeoHZ4BuWZmTCSk2A3G0U5CVzbtJyiQn5sRMp7+fspNRu/hhJ8+iAFbZQlccoNPa4bCfpmt2MhJU1G9QQEw4pObC1rum4oUjzLi8mdQ5mDiIVfBFPtOzU7JbxWAQ6me0r2KY74KRZuMriCelbSGAbj3KO8VFAJ14msVGZOaiAt8pA49S+GRDDbmxpSl3khlX0R5J9/m/Odf2Z//jr7/9sU+460N3x9JwuPgQ4Ax9f0Emj5IJ9m6o4qFM1wKR3axkWXIOGY046ssaiKUi5zbnFws4EB4T8jzEv4wn51zYVfBFPPo6hSKklCVidh6KLuJs2xiIu577vEAlqqZn6aRxdTFd3U3aTAe+5UfSDu3Wh2rrxmZ2442Pm4Yfe+nLf+ylPxPzsZt0vdnNOOX8Dk520cqX1kMo0fWd2mZlJyyRRzoi56HsSDcYP+F3uOQp/Gj5DWsXjc+UngccVrtsOWJuGUZzm7HXyvby0WGjAya2hdspFrrC9N74LoISio+MFcNJBbQaE/5JeIT16nYzXuo1tQtoxWZCgpiNT9faXm2AqjNG3higk3d4seoRoWKQJSxtwHN5N/Gk4tXuNo0ZgD1p2Izls5KhlRnGWQfISmTMRoL4cA1YlKUcPmNHUZVzbuj5erwDPcj1KjnL6eAMq+4wSHgGTIihrcsDWkC5JXotUJVll5fQx1MhIMYzJpS9UJQDQVhWTF0CmgXeP75sqnMH+D6crOOQTtQTDqe4BswXsdrQMABkPFjZd9y44+LELH572gXc3aIay0BdMlPG7RKp3ocKXxKHXGvS7j5wUiURPJHfBj4a7PSU9QcF7wikVjU+7zbsxgEEZ6P3GYy3Jnibvc3eJuuTwPpIytFPp2RccpAcRDDeat9ae+Uv/8rjv+vJN05qcMDdLqQyCjWny4jurtgSlfhT+XIRu1vst2WJIwG6BZfjvOdiTnCxfuKXk4XXsnrVmQuarPNsPDP+MUITPEQBgqbmcmdBZi5icTiLD5thb4Knj+TazPPQtMchOmERsHMQ4pZy7UI62j33febJT/n+33rd77bWrna/aWxlCMqitfvKpmhBv3OtJj8jYjKct24qbjriQaMIl8f+JJm9cg6LP2Zp+Jgim16pTOUNwMQjhMwdi2Pp+KR9ZEcWbhkGMY6eIXK2tAFfxPS/wqgFH39aGMTtJisYUgh8G4w9KuGnwMjGZtz1bnFQENayPMWKcVdDFKAS+n5ZsizPRZkxwqqnOxDV7JN/xupNaR2ZhQ8MWkKXVFEd/AZcak6g5Gb4Bw4SUe4li6ysm9459Baug1tre38Mi3TtbHM5f2oJK3Eouph72lDk/HX6FcSdLju4IJqNSC+nJmQPOLWALBvkDEIQ5kA2c8PTAsWDH0tOuuwsAZJJyvPq54Ju22c6kaf+ELl5jauT4bofKeByMjJYtDArIHrsTtoqG0xINtUQSgzJQgDjLQTvMl4awjWxm1yMygYPgGiUO11rb2Ky+bYfeMFP3P6yENGmvePqXIizH5JUOclVwaIkfckVl7+ASwgb/sC589uSIuBSHzzcpfAGM3Aq757s/TrXi59T8sujvyBbkA6n59FIXJnzEVnxLGUTG1PS+c4udpkBOvwBbKoYr+UySvJRE9E/API6+H2H4/L8bn1pxx/+0bu+8wlP+8v33HW0tkM4KWtcsjGaEKCP1Rl5uvw4jJPM0bG3FDDsi4e1TQXIcsoXKop7AxACdwe2TBsxGAL7LUI5sHliPB7qzOdGyOXiVgCIZdQNGseHd35YW16yo9WZz9xxLsx9u5gFM7KnIO8mSsd0Kqgz2ust8WAHrwnTIEOH4cW+kItLvsIniExxaJL9CEU9cHYcaWkdj9Pmp/YmQiDrspmXw3TpV2PQRu5e3JAYg/G10NINOgY4/ixXpdoWfDOYbGq25hSyUjU37SJBaIiaomeEU70nroj+lDQEEuHNVxfHOxcdJIUQM3TI7pUiInUSluAlxLFkuYEGx5d4xMQ4+xkBQHUwalCeypJ7pPAR5hMfRLP9xVDEH8HnKqQEDUhuCm6c1FMosod2SbmxYkk8SU4TMaNAY7mIgxlvNZbjM5/57K++5jc++MEPp5iDSz0U2eRisalaOmRXsMsn55K32WifY/34hz/++Mc+4W1v/5PamnEp5C6swCyBocUz9nFBmLpKRYaiJTac1y6jPp6Ruos/wyvfhJuGovP7tmTYF0MRqyJxfbKx1uVQtJvEcls+WS6FE8woMQKhyBUnlExoHv48fyELkYso34LvIa2qEZsmuydqREjKBmXCbjyEom3wIbz8Z1/x/c994dVmQ2rapk1j22kyPmohNlWzslYLDxj5M4hl7WgrErp8VttEauCMeDHJFgt3k+jeRBIJT0/aYezsWa0JeXyQXsBW4i2rDQU/LPhkQw758Km6WMAnMdyhQKCZCCwkpQYmdGbDPhvTqbLC+AYbHSE5YcOB1mG2E7BJk/HPDn4zfjNeuUGe4XrqnJkNqLSWOYpM5bhpRi4hw/a4YiYF1VUel98upuhCb2aKOwTw2aWDBsz0Q20DvxmPLSnKBm0juMuhiOfyyRmdm+40lZkFx3hU2VjAFxsrwneoHTA2En7SVYKEUB008lIqeqJxyY75FDLtRaTlAFc1JDOmamEoCmeXVzYqm5XleDaoKZeGQ4w8HUhqnPeuPs+4NbCs4cDDhx0W1tBHg1dS37U+r2sMfefyDgvxMSxqlEruQu7MFdJymNJ9Ky4dLvU5YeSZdthQ8YNb1liLEbFCMcE0QdYu2pB9xmjRCaEdorLRp8PnA9BKDrlSG7UdFC/7zrXWfveNb/pn/+yf/8eX/bzSNsXDuexcdtS5MX86qkVidbHGcHibHMTW2mte9avf+bhbvvClL+ejoZPFpoPp3e4JD089OI4Bcoy+LiKbrT9cvKlHuLyWO79oEM4rJ8ZFRZRaItblyhu6q/0IRctLM9hwXgTzF6tsgViEkcbiwSE7E2doLiFTjRfb/Gxi8h6XQXwG3azSEqaWzfTjMrMtRw8SJlsoFrKFYlRSKjibtpN+8q3P/PlX3NFoLPp0gfQnXquic1BR294wyE12fLs3Hlw9TC3xIGgK8vXue8OgKxAO6NYg1YZD0wA0g867qB0iI0jSHR3WF7DJ2RR8CaHGWEs5vE3OJfTNtIF3b6YGpgtLjX+GbB+zTIiA2iPs+MmobbSiz9e47tG+m6RtZAcglvbu4HcTNh25PWiJ95sOOCiBMxisSDgaLU9E1kwc1fDN9CwbawvLLWKdcKKnTHH6bE4BPwUy+CkM1u8ma7d682BqbCMKhSvawbnY0MtV2+hT1TaetDtpe812RxgvQ0ad3gShdPu7MiN16BEcNVJQfHC79c3I0TjGJ3QChJCRbmT9FYZPyVO6VG3II42j/lbjsaVUZH7DR2BsBEWD/tCRD+8/MlVLRcUkPH/fhuZipVl2HaPmo0dm8ZqsxMEXYwv4w8fDkemq8ajgn2Rj04FLqjZZlFC7ZTYW3VoLmo1ij7ANBw400q6KDziQAzoiSmvtLb/3tn/1fzz8zW95G7hofTUhmxAhBOYRoVt0d1PwkGrwzUEN9ojhCP6w4J5y69Of/azbjAEbjk0nPjpU586HDpaTFePIMsdnK6K1FLbxPeQ7MxV5szpjyQO49FymNgCxkiiU97nZiN6YyEomG9cgJOVaE69PQ3OWH1jCEr6NC1zRPtTDEy3EtLPqneED5ZA/Rjt8kmvj95VoNJHF0HxeNPkdsVW6Qleb7G31tnp3OFu1ijm19/3V3z3usbe85313xdyud4/kPFVdmXtfHjoI0VURqpJG8Zzq9nG/1KoizWMYIlDCnb7fHMMGcQOWEfnOsem4Q1ZQwBXnsoPoIDqbnE0xVAcRIEjcYM47IjPtA/FIF8hMMwjJVadkyBpnSRTwuSsbN3DYp8LmYMoO21N8rFzoMDmEacrFmlgmB+d0owCy8GjAbw5NBP6WHr1uxbhiJjb+OHtGY0SmEX3ES5nFnbA4vmSJlNhUBKQRQgxTbLDEfmJyu7LphhIMvw3NBuktlIkGX1jfzO4+2GtJiAefg4UPdHxdbg9aQpqleb4uV/CTkGea9HphU4yMcMH0ZOBnuFLboqEYxy89JvecL+BxeNmRTxD6UnaTNhWM4yEOGeQ1n4mGezO6PJUb4fHRZywHsUK1YTLvuXi11l7/O2953Hc89b777j9aUxbDXjQBUffR4defWkzOFwsFdHZQtIox1Lv+7sPf9I2P/vVf+68xj/NBlJUYI3uAB1/N6DYZiSbi/HLOQr8bZzI2GYouAnGWJAYSMZM0EsQMsaIoUQbpjm+fYYNOuDPwmuR/kq/Ov7W8qxWg28Q8VobXpLaNQ9SCrfEBwYj8OVjHTYLyU3G5wyuej7+lfhpnlk4WioXi8HnbklN95S+95lnPfN6DJ+NTc7EY10fAiURjDbHnJ2P/AsoOPRQtAhvtIh5GZLVXhFXawKaorhqhiBljQ20unHXKD2jcAa6ADoBNpiZ4LI98ARP0mVhclsBSvyuTESOYW8pEJjsDZIa4xOEHiivhanNXm92MP2m42s3VbtgddTPuagNEGyRow88USyUQJpvUndMlKsQyjlAkC3HxW2n5Wv7WFIr6njnIbW+yXCLLxEEqkGcgdeAvwBGpXfDBYRTxCW38M9ueIsfA3N45HG9DtpRjMQgz5MvTc0w8LlI+o7mXPGKjBjP//E/4Y3i4uDxC0QzoV4dXN9HnUM3R6J84nXlP9eOSLCjlfUaZj3ZJ1nNiTU4xaaR6PsuO4OEQCFPaNLt6l7VKQEdwEgWg0g+6ZRSmON2lqcsaJ5XgWDkciv7gj/7kth986X33P1BbU4C9ENH4wDJLTvP7ZaLaPQ43OF271tpv/ubrHvPo77r33vuP1ljKrwyaBqCEBDs6yF98JKxjfCjni0hII90Sa28puVnIOSd4ZASS5CLDazaSqcfgyGnSrj/AFwkayzlSS3qB8MkSKWUoWqqllSuS0QijAnYaEcaSOFQwKIc/wJGJZVQyVvFfk+0m/FtL/XQzSV7/gyoqGmOxnVzwZd/gR/6fH7/jVb8OviqbQq44ZBqNFXhlM4h8XhvNs/twp0015ki7XNGu7pB2k4SvRFYmXyt/0oGP4+43Q8NSTZ9HN46h8dFcQecSH1uM1bvkXPYuB19iqMHXnA7nkgKvrJehiHidtBxYvD7kdbPvD+NtNz0aPZqR04bzczd9tRssjLqy0cTdZJk3SNkC3eFVe6lnDYUMNnhJbnIzEftqlR1mu5rU2OwTyofpcm4uGBQvBs6ZFOTe1UHRiJuaHXXyK0Em45Ni8ZVFw4tu9TZa39dDIVRiXxafG7kbEUpNcNYvNeMeSQ1fnMNGNFuLNhRMmXvmEUUNlDqTNKQxISHXy5DDXCG18xuInJANB0IO/M0l3hO2UTFgM+SIxxCd2oE/F+JauCx9quTXUI2rLraQcDLsIc9ZGzMNeaLPmA6RBCC7PMplWm+I3CC0M6QxxldgvJSiFMNl1pcvP7jf/Yl/+Mq1NjZSnZcg8ACXdX6YgQgmeVeRR2itvfjF//6Zz3jutu2xdB9ehe20Ql+jbcGnMKNBeXG3srH4dEitxLLSZHp6MRRxvOEvLs6hIKy+hkwe5D2ujy5aflF9NrEaxDu8GUBHWVSHE9ZQRAQyzkIeTi2yVFouXHyczOJMcT7UNjIfu94D6yAkm70EGz4mODKtLkQm7eiJp+OmQq7tnnvv/56nff/d99xvYz1pR58tIueGPYx0vGY5X7m79RE6LI6watx0W/HowSNbuahcUBCUIDwVhE0kCJ3uGwALOx1kG7OLxYUCJgRfnMsWAkCyEC1E55L11Vg0QEuq44FZEYdnXMVBYS5WcFlB2oyXFj4YWrSYvryk2ByZDDGNVARgo2Vl8o/LGjz+0FSm61x92sFriLK4xF/EXITrIX7EkvgxXbifWTAidyCnDjYc2vZu3M14BQGN/gy1Ado+oUue3cXFftlYyAEaOzSrHM9DvNFBXTUVfN0hnVTEXivdD1Ac1dzDAA4hNJairGDLjSsslQzlIJOhamOxNLhdvCieQYXXpI01lM6RQMDez8mCrD9H29uwzPzmXR9O2MW+o/OGe9r9oW3eTWQNy3zqjf6hGTOnt+qx7MjGJ6AbgnafvZ1zDLzoBHu/jbYYAjwoh1vC7SRqYAtHMTmzWF9cPLQruP6JfEWLBHLR7cOfDiD5KEK7tJAwCYgExhYIRbmg8SbLZt7Ecw2K8dmlWlvrApBeBgXtgnEJI5npA/p6JzXarRqTnM6Hb9sN9R2Pf9IrfvGOVArqmLih1eXB6BjfTRwGpUdyUEtjJzEegMc5oqt9kWYTo0s9QHiCMXS2qP4whVqKGw78/Y4Ji/RF6bCEw1G/kuECT1SaomYf4Nkf6ypbQEsldGRayH8luo6UkD9tOvYZoHRWKsh4JHFGrCBjA8qU1c5rHYScUSTm3e56DAvwldG2692Xo935tnc96SnP+vIN7VJBMxLtIxYQCKdKhlZGPpTf2HCEfHZACBSV60psYZNnOq8GOi+wUrmsg5QPLMSynXQMMYToIARqVnAuG3dodyhA1UDu/+3jMxjGxO1dNHQLS378nK0zUmRmmJ5TOQZ5+2/hS8/9ZLtJu8moMWO/CdbRIVckCykOLVzrEDYygDuKNJPV01ykZipEqo3VJt4qkac+G5+wH+u8G5yn/+GFmH7Iw5EMBQiS/5gBqLqbfFIRu2t1NwoSaa9Ly6+gsFi7Kok0zhOViwxFgq/ybbB1G05GJ7L9sL63YuCH4j+LY4g57cNeN4klYF44P5RJT8i6YT3a0XpflJQenONyxhXdk7zQ+aqYe0OFwSo2SlJBUoacfIxU76zyOy8Eqcr32oUerUUg51eRrDaXdOcnDL8NKgLoGE3UcHPJ01qUYsXnA5WlvaPRpgsvAWWHtNtibfWqtNL+7j0f+Ndf9XXvete7W2tKOC3h6K8dXDcbpEE2EFLnwGK2wjoEyyZkBIwvbMtpz1pZz88c/JlU0TapVz+4dxhMO2nLSSqTjhQjE8ezccUJ3JPSTX5peRbBXMnZkHlopPVtDUULUm9mX0hFY+rxB6Re7syJecgTOQNFrIPhZtUtPtuid+L7riCzGwqQaTf/TdUVEBF8vv3/pexNm63LqjLRv3K/3Ihb99u9URVGlQ0KggooFCiWkJmIQCZJIQiILZR0UoJY6lVLsWxKCRGVRpBUpM+kSXoEBIQk6ZLs3vecvdbs+zXvh9HMMec+Wd4bsSLj5Hn32XvtueYczTOe8YyXv+YFL3rxZgJPkuf9pGneNpm8ibavbLnY/KaTNIvKFuWyEafiPCG1MzDKl4xhz/2QEcUb50ut7WMf/cQLn/9zX//aPUfrKTYoC7l4WKorSOsszY12TfuGpYs84AtgK8k7X2IcK9B5I/o3aaEG94SP9KbzZsJm/Wb8TiQoWGTtVg06phJArKBQG7tzCxT7HjAuXMabGRMDj4WxuQxAcycWQ5SL07VxwOtsznRIIAPMwIsEhJctseOU4YPPMB9dvKLs/KA0C9HgBHe7mQB5uYXn7kYlVSToVMgM6D92kyxPLaJwgdNxGzMsOM0LbrTmIy60ZxUyaSg9HUPpiuzEQbjif21A9TYXK2v+EvCQXSzKltMOgOoI+KQZWTaz9is14yG8EQYTOiSGE9koS0vCa2tFgy3eth9OiDXoeKtwjP+/rrJIhySOM/dND8O1m7yZtLvq/RFN673/j9/748f80BM+9/l/ya1rP1yRFcyXh1wE5OwUbmmnnL5Z4YoeiqogvwVDIJDnLckNL4gTtRwvOmfPl+jcOUnYjZ2ZP5s6zXelXYaZA7BbVlckSiYjO1kiX0NcOC7zSFt5ZWGZvM6gDwCGw3uIgwvj26ZRgZ96Yh6iaGSyT/3BC3Xrc174J3/2xogp0VAEgCftUoUBZXQyxwELeTD3tejqgDmnSkjuQ/Ya8jGXYcclJ2XMOlEA1hUvMVOXQixH63/4uj95+Pf9wMc++qlaurPJmehddrFZoQHDBuUcF0UQBqbX0NBx4zO3AV0JKAvIsWwmaBwzEzcTdmpF4gNmfFOunozfjd9dhDe/vulrm7rYzUmFk0qbiifBsVQUpc4BXYVWPq4EDKoV7igkyGwkzY4Rj3IwQwXiRJpXXYyHoUQOBzih78GZNzJzVS6etDspx/pPqNuGzm9IpvJWRJ9BExMoyyFxF5cJ1h+Xdk25Kj8Rg3qQt7EZYjI+RDL5o0XACTrKgIbQxHm1NNxFcQXO8+mgnUC/IUlpOnS0sQ1/FnEIGV1Xpiibd5s1xQdyKXB9IqJztNoU6Piya5jzVBe7rGj4IQnUFhz6Tu8zXbIuAu3VCSpMGRbwgev6+slpV1hCG0ovIfeQu6GBEdYfyhaeJwTLZXyzobvRkVPZ2p5TgZZ8Ymm4ccRqEfFEA34EVoV91Tq33LcH9+fc8vwX/swvnk7K5QMqstyGATDylRmhCTik0aAO/cGAKinjTXpx567o/D3Z8/HXYZKLFUCfeEOAK1vIx+KxbCgmFh1BnJpmDgk6Ax9A9rU+t1g76tiCL/fFuEYG4SoGnfQommYXyYyHM6Ed+XWJiwSSgiURPI6C6R1G/6ye6wTS/8nQlXc25UPxpGI5+p0f/8xTbrr5Q3d+OuaGtRzB7qAOGBgtgRVUVBuE30yurhhfXThYUdjMjACLg9TGFlckWwegPx5mj0NlrIcRXhXgbJ+ag2EzrvhQe++/+srXPP5xP37H7R+ttVtTvC0xHlw80EQVkRDEQ8BZWbmiELvLcBs7oWqWpl353HyuJnInXePXK5vVwE4rJkO4+HlTTiu3b/Z0Mtev7w9eO12/vl+/tl+/VCftL3e7Qa8x6gtk5YAmh8kr9KVdbIGLdgoh/mH6pVuSAS+jedDogOFCxCoIF2ng2VHdItGCMC8m7gZMQIXpdtpnBK8DsnsN1gvxbChbNo0CMBqVf2kqiiE97ABFu4MEqwrX52UsqXGALNZUoGOBzkJSLhkHwEjWNGdPUeeQYqVtlxSNIYZBhT43F6GoiVpeBnPExuaAFA6PkCGBBhuE3WYuNhero75F4k1MOR8g2PQ4cCVJWJrKMwl09nADQJu2dsyoZsLOwXU1AZCOy9DBWS+PM6WghMnm2PgGoy4Eoxq+TjWhmFhJgeJwOG9QitxkG0ushxENT1dmRXOGVMc0jSRyYjl1E0hJNvfe77zzE4981I+8/i/+JtWufdMjcKkW17/ZcIU3oqxITmSulA42F6vMih7qWio6nJ3wN12SFXZXEG9xmEWo8mFDMaGEfLXa7+L5FpKCLE2BM7OheNw5zYSyuqJ9lrYEUwI+5qTi9ZN78MI8cF0Dr+HapT2pCOiW/JO50pCvnzx00T94Ya6fHOXO+AWkb5OKmeqqcQN8nVS83GOq/ff/8M+e+azn3vfARarHSbvd4twwzgzYP7FnGtvR5Zk7V3aTN5V2TeADpau7DcpGjaM/aeKLEGFcig1oVTEzKJd7PKmgTKbRc1np3Hv/9df81iMf8cO3vePdR+/WVKuLP6sbkyGYUA6ZpKKvspXmxOA/udCswGeJrxJ2E5b635KBSQjrpOJJp31z1x88nS7U9Wvbg/df3H/fxTe+9u3rD26Xm2GGt9zHu40cYTCiC+EIo0m7mSou7Aw4Woc/hD47ZcvlHjedNT6vTNFiJ0AGIuLGWCu8D0FhBfUL/DA6LlVFYxSArEE7jTy9Zx58DaWldgAHQbu0a2yoEtJhzYgJQHzI8SiiNO0RcpfsZ+UyEvCEJqEOiPLtNlziCN0sYyO5jZ0QORQmNXOaLmvRIGjrc/Nl2CZ+T+2TO5vEyBEDAKccF4oN30jhdzRUge8ESwrUNeDULQ3IZ3a84wifCPWDwbTmEQyUbRdly66zdrKZt0qSt8SayAiu+qeOiGT/C5RMGvdB+vIg5nIlUbMpm21ovfe/etPffuf3POpDH/lY7127g8fYLyCqFoOdpjsZ8iiT3N+iMytvVd7zQ32R5WdDej9asHDPv53F2RmZq2Ja9kTbqvxIiYzoMJG/lJeNJZQWW4djdYXagrTLOxHqmMwGQS7kQLsQdGHfI4sHsM9OKgFnAf58QTYWAJD1VNh+LdemE8zJ9um494HTrc/52f/2238QE/Ths1rd5JbhSUiiM142sWXXJASgbVUG5dmlKwLlUymU6+Io9p5h6+hFuGQCoT0CJu6wtvTe//iP/vyRj/jhD33wY7334Jo1xcAyiqoJvD8QgYS3G5sAncpgrLJwEZLrIJrDcqvxm/JLgefKazikPWkdjPYX1/dtM6eT/sqXv/aFf/7y/fdeu36psCdp7sEyPtsB0DexVmPMz2zOpt4d6q1rhDV14w9lxdD3VbWzscIxpOn80UydhwwATLya1V21g0WA6kvZNGY8ZjT9JKjVm8EVbnzbYD2JgMAVykmz56QCsR87KLsYrMZVhi+kb4AsR7kINDwlxuhxmQEytsmnUt8Y71vmVcKsaFYWtvNoTuhfxq0SG/sDOL88g86Gxm5eHMmyHBYs3YVCsrxclxp/zqs3tzQNfY2lZGWoCmVReZZOXBIMrrOBy+d2UMJZsIz8Si00iI2gpSmcCzrhTlBbXYrinEdql2PuPuZffPErnnHLc++9/3ppwJSBHHGKNbVvEu3UfjButB12j9NTGw4A6M49pczI5XbiZEi+cnlkNKAvuQTdxNLagATUIZjx58SWLn0eD8qTlWnpZQVqh0PQJ1ckkf2d2MOXKlKrkJQNRYN1uQcWDeNUhkF/eJP7r6l7H9jufWCDV8q+1wWgozzjar0G+kOONlkAACAASURBVMN0UuH6yR293/Hhj97w1Fvu+PAnQ+naYRC62bAZt7thHIGpAlQcsg5BoYTalGQoW4xr2hXlk1mzInBFYwLuObh0Xs6BL+hT51QXo3Wd+tHf9rd//6Qfu+mrd32jlh78EUN3QntYu2LjYcJhRuSINgLvmdrRd5pVOrnDgFEJNZdUjJc91XLc+t3FzTeesX1SUWu/nfS1B0+nk/7s577w3vfc/qlPfvZb37j3gWsnrqUpkKZFclFS1G9kRKWQl2VN7QUsxsYIkjzxpSb+McUQuGMJyjiMH22wwmIWZTPpKWTtk4lZ+4iwkstwh9T0jhEGAOVEZk0mIjfPhszhvPEHZFEGO2eH2jRXenwCI4seCz7FRZDCHNpc0vyZkF1qmISRzwClGcjyd+svdmNC3t3g8bNnItA/u4RNpuy6CGxkfukUPrtUXahuuKIOejnAP7SixUo8Pqy7cMTG4TDMGuccHcIFK8KIZcTtWVQ6ojocWEWj33kvudigmVfP+mawMly641CJctaRX7IL12JU3eJyhisKiS/k0w/lTCyquXhoX3I9vvb1b/3w4//TS1/xaher8dDxPb74wPlpASGfk0UXQyQ9+BSHFdxqfBE6C6tr4cuPQeMPIfQ+uyKXms/4zqO+PpRlgKYUd5OVm+JIYJBKTyPLb5x6Ij8wAmmFE3188RWuSFGDyPWTu9jdpfInFXYTgYpGop+j11UG12i5XNWucm/KSYVrl/bBC8MtJhKfkXtxpzmh0qtt1J/PiRpkRb33//n6N/7EDU//yt33UKtjVg4rH6AzRleloYGNWAZVuYkaKwowXI2o2ubdJuqQSFAokokUJ3DnABe/EioZYBAJ6CiXmy+t3/Hhj//ok26866vfiLlbf4TUQ+rBV++r9zWEmtIR0xHTkQvh3RE2bnMRODwwHAXqycXEqn3eTNxNNKwbC4iZTJZd1r7wLDLtCwxJc+ng97fQMhKKslHvwZyCOYX7v3X9jvd95O/f9q473vPhj3/k0/fee3Gx+U1HWPbdRO2L8QWmDXHrK9uUxVVz5CtwyDrPra/aFcOylT5ZEqKFjgQgAmw6gawkuYep7khbrmw67jaBPKBP3cIgH5rCSeH5eF7aAZZ9WMhudUR/Fgq9Jp1UuNwBFajaFT1HoOJk4syIzQQXq8/V+EzTAqeqJFybCScdNpMuVTipqG3WrphQbSSqgq/aV0OjFw2w3lP1ucrw06UMNtQE8EkTjs8/M0IIpSYTqonVxMqahw5kYSlc0K4CUyDkHtLh5vLABBNBCcpD2aNol0c3nof/sv2qNkzA/pw6FB2KCRXEe3AUpM8uVj/PeqCcL2to8Ql11HcDEmR2E3eblM27BYHUYsMgeoEvF29YlU2bDrvJGt+kmlBBrxnAEmyzzUfIh4/NunL0/sE7Pvqwh/3AX/31W3vvxkTnsmxdopaporF5iPPCxnfr4uiQs7HayPMwMfWJFfR7RtA8096Guvxc8Vq7ggQnWwgBR1ADwb49UASmiVwVu6wc9FEV44vMPkc1xIOWI5BC626hPpppOlpiv7Uy6ABNIutcYOAKZPe7RTqZiVmHqXIu0RLJ65XhNug+nRc8FvBNqi0sLxbIGCBp+UW/8CsveNFLrp+U8XXXCRtCXbWzGAmbQrqrLBueBM6DoIF2dZ+xQXCruylMFZWxoSLG4PKtGWZUgm/Kns/n/tkv3PWEH7vhc1+4K7W+w3e0ybtxRV+ir9HX6IulUUmb8YqmZthJtQwrBLsNmpTKnCCRMwIA8R2AObsNu/UmJMgUeQrUpp320aXiYjY6BVODaRcP6E9//J/f/Q+3v/VNt33wAx+7uLCbhuIKAMdjurN8cMtO4IuT7DlDmhN/X1hUQqjtZe0Y7zo4iYfdy8UbyEcdTUagfdWs59pb43qPdnXh7DDwYnwDGUPrcbpMyN2GelLh+skqKbYr/D0nNER5ACVZ7JImZzAFktxJs5sIZcsNlJt13lS63KOyJeTuQgepPZAyQswnVuD48fxmYGfAEbZxjEVgDoubGwx4oIm83OhxKbyScBtw+XSYs3FE8r+cU9L+jNrHYRmxAQORT3lOd9EN4keTeMWkhPTjOa204ja0y8pgYRLiem2bstA8DhWvAXkRk/DqWhHHkcwshTxAg5QtkcSAE+Rz9bHmdNTSf/+///EjHv7oT3/qM7334GqKk96oCVkjTz270GAkOeSj5ON7wPds0PxEqBewJwarDQAx2cVBoQCxZkQJijM/eIdYj1g7zHqmPKkSEpBdKtijTV0N4kFnhqxpq1Te8yzkvxQ1UEpU55MC6s0YuLe6Ilkr0h5ozZNmDCX4UQq6yNKWoXYHS/1Am9Cdk/5Guwrwscx+JHDHUbN2dVNp2AWTS+tfvusbT3nqLW952zuP3kHyhyFmYdRG4qWRxYs3HLKoHs8D6Ij2M/yrMkWZyd/sZ1p8fP/nMJ10eEro4nzjnmuPf+KTP/VPX/SpbzqddFImWZtQeYEE6ODylIkD9A9hgayQ24hTDJijyZvVnhUqreg6cqnG0gAZwKoYhTYogbp5tUe1R2frV778zbe8+bYPvP/O06XRRHKBauJS5OSV55VZiCcwjmTsN1dhOLSA3Q8bqr2iBwVozVUj+NmgDMl0BrZosAf0pK96np8VIvs2YjeN3gNDZT8gy9EvcX6u8c1FVOjSvkidQEhQZBV3QcllY6CIZJvPlUFCyKq5Ega5mnbNp56qcNjxMKHA+U9NmLyZyytvg/eSrB5JLzJvGxCIu6ozPR6yC3L5UHYSvPeW8vV4cQQkYzw7OCOotISlvhWD4kFfWkjbmcg9CVdTJOAr+EQKdeCKRA+GbN6kHuTO9gTtUgRZjb5+KZtiaErZF77gF5/5jOdcXmy1HNG3nA75xRlE9alZQco1k0Kr7MEYT0QWtDgNvZKPwK+Xi7a0pvJoLhOmP18yXQl+ygzSXiX8w3/l86jXmtFUB8gkcnb0uQYdQ96wDy63sJkoR3hhuucCUKTO8xXKWpDeKuxOEpIBZTd511m7Zocgx0ofh1hbRtOsPaps6b2//g1/87Rn/Oe7v/6t1vumE9GmqxLj1/AOAXaDQkvqML6BS+j8ShHyNE3SmRKYtqRkw91U/HEwV5udzXzb3IFYucyz6WRDsyH90GOf8OnPfrE2GPtdravBF9DkhgldY2qkA27VmC22HEsjZlPiD+uoCxyBDEUjeqZZ2eAi6hxrnyCjirWbkC+VPSmrTDSuXZ78rtPFyX7py1+774FN6aEta0i7jMaDPuTExbkecE4+hIqaJIAUHBknQjATs4tIkDM0zVbZQvKXnb3gbjKLp3G5W09F5oPmbx0UkDIb5TCg/30WT8DcM2rQ5p0jJZMBPEFw4xxB4hIxdqrl6mTLGrVPujA8ogvYMcPbm0toIFUlauxnUk+Rc8rJolmh6UDmg5u3MCtCafAw4I1ZPv+woSy51PialKmzt2OemJTDgJGYLoyGaINzHWnMuRtZu4A0p65Mfh8Ts/WVxSxkrRG2gSHhiREvhsYDnzhlhEdjQgWnxd8XSX3EgpnA2FStzzn3r33tG4959BNf+iv/tZUewxF8y3kSeaMzC83XhY2bDQfPiJJMOenX6all5i7uFjHYKwOC2f1wfysqLyxBwxK+cH3xRMNQ2NmALXKCNbOkpy5Vn4+lYQZPUOi7BSkNTG1XDbqTCkSTi6c9nrTfDFKkQMLZIDO4CFpzVpO3gGYdbidCA2RC1h5B/834zQSQbgNJTZkM7SY/eGEud2dHr0OxsQIoqUwwJtZ6/NIvvexlL3u11tH7tu/R2KIQ+YU9imUVn5qPzYfmQwuhwuV98b4qnYAuZUiUhbhYZdPgblGkkobdrVj2yLeguYdQHRHmj8RrwamUzSnlW//z8//p819OpVP03Vxo2mZlkrHF2KzpAqSFS9zw+Ef7p4hi8MDbiJisK8rB2oIIZjG+hnxoX04qIBkXkWhq0HN5twlnL7mibBqzAX2xFAoxcDwwZXhSrshdoZnuaYt2mS96Rg1uCcLVbdLkTrtJUOOxsQLcvPQ+K1tsqOCBZLRuBG2B+JwwkLtR1Q0rgna0bhzGF9QW86NyBjUAXLqA2qZsznD+jT+0RyDehHzSDupzhppAp35YX7TLyoK8JtUmI8yRqvSMMjZChaIdrTMsAowOgqcJtSuXjSs21N1yqynWG2xsJlTlig2QbMFgNzBDbDLGvGftMi2yoCwKxR1uLBUT9mRvEDZ4QbMIVGRBS8wBmRuqHSxfi4011Ub4q4JdQbAnqUx4Mv6kLZggGXE7ePHQ3Kt0MQ0Kb1shi7URWovMIM2iqNiyyo8gK5dcqDF267JzMUawIS3EI6buQlX0laHyZHwxoVpfj97f897b/69/+91vfsvbe+/X93CyyaQGpT6xAbIN1admkfRbjC9cnHOjL2qaTsQHXJBTEDcLpS7eTuYum3HKhVBA2LuNBqnceIoHp84cMSyZkExt+SMWvqh0SGD2TYBqdPOpkTkt8lusrogqwCDkEzedTtpfKgsX7INLZaHDBpsfBdwPoYci8gIj7/hKgzKdFN4Wl6vxWRLYFRG+H7huLnYnFV8GO8uG4zi+8M933fCUp7/lzbcdR4eBEc7WTXse7gDDXWzMPlXvi3fZmmh0cDZRtpGNzURSbJKqvtsk6ZsyUgC1fwkj7CaTjgCDkOVi80A7ZFfN+CQlWM2Gmkv9whe/ev1kZtCjm9C1a7u044NmM4AOrJrOxBXaIhnoNxb5uIdPh0ebggRojTNMi3aoci1ppgzTa9e0IBFBwQMQQiJBJDXUPoIOyYQiZw3weyqXoe54Mo4JXSYkZaPxWONZyoe8J/VcO5SrqiyP75zgQYOjKA5EYyiblBkDtL9wQV7SEeWgcTjAuAciFLryTj0WBCOX3UZ4pUvV0LjC3UXozgFVnjkvRIVQwZpBqst5eEvZzNXKLpARWpqpylcoMJXg4GItXQWSbAmnmJiVRQkfqIqNRp/5MiQgtiiocuTLbdo8PJe7auSfQPFAW1DELzSqY7J6Ev6yschT6YSUkTkjZ9LnskBqY4hVoh0Sh6cQs0AJMMRutLc2eBf17oIvObYEVz5cOmDQAxWcDm1rzV1v5sUveulP3XTLN795z3F0bUGndRoUwKCxy5Nj0KITYCnxMvle0sqXhPscJaPwCJUMORNisM7nA/6VMxtKwqJ0TrzZRFlxUULKhgpR7Dv1VXx6TpFlr+fKoGNbCTRu5RLNbsIwfDP+YjfXN8tZ0cKjYwBK6nDvJitcx1Hk2K2/VBaoKdNbqbSbspm4GUeXZxdqQzqO/sa/fOutz/qZL33x7py62qPR2eipFUBmnQFqLTSPDvCu6IuxiUs+8v41sUG4k4NLrFpIpbHxkmWwk4o43mPWz18gOxvgQ3M9uvGF+WO7ycAEA+8o0fkF3rnSFXHkAjaFMzMukHARDmpmwDJnsEJCVTaARuex26xnnUQOzfTcQLPbsGH3UljcCV5OtrsnholMgEy6cdC6kTQc9RtVekBSKrex94LGNXPGeiCKXVYW7bhE2zFM86NTWAnNNGVRVBdgqxEq+syAz/SJvioXTcyQdbE+uk3QVnWEBNmVbHiauvTFs17HHk5e5wy1lwu4VMK4hYBcHdZBlcsmZKgTwC5CA+QydD5pmqp85bUb7jKeog3qJTq4TYJDB+MbOMszQhO1spJAnCWGMbsiO1dBuDauXRGDoOQQllEs5O8OfosPL8C25zm0dnXTUdloQ7O+vP71f3n7Bz7c2mGND77k1ABCt47L4awiX08q1tTv+uxXvuP//I4XPOuF/ejVtOKPHA5vqguHoTYdXiVIWAcQejbo4bxf6vw1V15e6GH63FLrqXU3qzAAJ4LzKv6vE+P1riA9CQ2FxcGwHh1XduYMaem5Hvjwqraw6aRMwZ52A6rPQ8sLGkg34y536BC62hXJrEhQEoCJh1MGBLxYuDtECT63djg9frlSabX0l7301a965WudzcE3o2HEeAWNMs5moA9D+xhijaEGJ2swJfhinaBIiXFtxhU9OoepJdZH5eNJjy/FNyxtvaKWCICkF1ckfhilctDVYK0EKK1BpG9HL9EhHQD/vNvA1YjFFWk/sqKlQAK4iotHLDDOsnMtF+I7UB9QtijbdpOH/NpZZfv8eJwrdk91o/lpUpwbdpMu93i5w3SJK5IzUaigASqkJy3kudgmHsYfLrRYsK/W+IrCX/O4MBD/F6y/oizQ1QII/2zWc9/0bsPugnbJIu9ukt20sUsghYERQKEJ2i1OyGDLpIrtKQA4C+jB6y8EBQqmqj4an0DEj+2pXHP4CJrTg90OVH5LrMvgRmtqt4EVKafdK/czZR6L0FfFPNtzejR1PpCDZN7aotg9mAhXZkUSF9IedWbV4FuNk8WbRyRA2L5G6FzFpI0Saz7OypaT8qX1L37prhue8rT/8pKXX15srTYwIGBDLEncchoNkyFr7e96x3v+9//t37zq5a85ale6KFuVr8rxANmDXFejcunVSTC6k1zlvpLuh1L2dXCD3OTiDadZQejjU1kkySHrkC+zc1+wIcr4cpaHCEhk7Q9S90gVQODdBhMzJH+QdXHRYXZFJiqXtC9woVoX4dQOQWcEvhfWtQwPmSslvFG+3N1J+U1DY2neTdxMhEF2bH3AEF/sHns1HAhzZSgCbSZc7s7F9s17HvzZn33JG/7yTTkfWmdtirFV26JsUi6B4hypfGbji3FJ26BtVCZoG63P1mXrssZjOabm0HcBsB7XAW5g0+GkB29Q+hVOONREQmVGQ5KrpGwFmBgmcaDqO4EVALDYUEHRBAB0BNPDxEpiVgxQSCU6J0rflb3dmbEGEzCq8WAU4IvY0Fg5+/rJXWpv/JSQmbM654ANfVR+CnuHnxZZkRHsMuWTcVnZzEq4rLYg0xQyW1grsqGTKt3oz3fh8Bk8K06PhmKJ9JcLl8yEAsqhIEjqUzOhaje+JsclcGzgjIzKRMTKkwlVuUFjlUr72sFmTsom+hOuVOHTARzVRWzXx83vs3LppP1mIjRk2FANTiEChUPo7cjGl92QdFjAKhEE/gypQeWPyyraYYcN9P1A5YaTSMo7EcsVAOkowxjftGN5yYGjkh+a3CEDwiTPip0rfM+kEFjGwtJvQPKcub9cTdHTNpM5cZMJNHtB6OABihO2GHpQZSycBcLh3bTvvb/zne/+zu96xE1Pfea3vnVPrYfS0briffX+CNi5XGG/+XTsJqbSQ0wve/lrHvf4p3ztm/eWo1/qtLm0h6xidTx2CIEH9MSSsSIPCNYOscGrAd/KxgNKO5O7uqqDVaYjPg/tifU1uFugWxE3FQ6mIhDPCTVY6QjFPVQUgfQFdqONh/FQWK3QkLrpqF1GSNBXdmBwrGaADj0VjyQp2kOwg9ANTZsfHTPLwFbewcpilwZv2d2MuTv8M7RrDNx8iuYEmGDrrvOm8+UeUu23vfN9T77xGR/52Gdq65tOENRskNaYIplvUHrRLu0uwqW86JcO0yAMJaoUysLM0AJom7J10/mkhqjEEnvKgpkWnECJsFFE2ai6K3UEBo/cQ1kiFQiBTcjKDWCT8yFp0GW+QvBuslTOBdPDyjpK0HUoCBi8R0VUNHYDF5vfbbBp3eKWaOWgKGNI6c7GYuOU1vCibSZuJkCdCQAWlqIJqYXMKCXPSSqMczLSwqZtzoGYzdXYMYOeAh9UKxixi0fkmx84lY9SLIeruFxtMlTvpPnWqHImoQyZ+clshi9DkABFx027ernHk0pylp0Wg47m0dfN+O5h6EtuEPYCHdxG6HqJPCGFFnZgtqCnoF3VFlvxjD+UbZsY7iDpywTwQhMM45MkZ+WrElM/LjYPnyUBVbrqxHZDNnZQLhF8fTCPDmps/BzXZ2evkFTmsybjIboKgK6E1mYTaIi75/MLPUb16P39H/jgd37Po17ysl877doGSLmack25ZgOAYNBWnFzMuw3l6A88ePHYx93w7J/++d67i3U3QftgQ7Ah8wYG9BtOnI+H1GmdALfQoNPIhk5SC3BN6hJLRCgBOr6gJ0k6LZeKTdWRFrDM0YGzA0OBJbY2w2tMpsfOaBYM1Cgz36nc08hTYAOGgQbEhAAgBG2rKxqFaITjihGtMDLX2UUnzfzIpQxBwgowhVTSRlMwjvrNahYlgw/dddpM2nQ6aZRJzbX/0Z/+xXOe9/Pf/PaDPnXWxxNK4cMpotniidFEvKFks3KQsuzjxTtC0Aq1Exi6s08jdhY3PEEZ/LaKZKp3GnnJ8aOI3TJgbnzwFph1yYu55Yt34eyKpvPJBVuuTwBL1dKwNe2QAisj2ZC7n7WkrrwBcZYgv5lU1cfemNE5cBi7Dec6s0IqaQjWye9y5aV93UxY4IUgxmU+VNjI4I9DieLBTLXIhUXQw4TMqrtmls85x5EkBMFJGF1AaGTJCShuTSIRnFayFpyMYDCqAHl1N2ktap92G5WNYlgXVHcOl1hTbrDeGa0yxEcAB3OJg4iqSFKRFgGjvkXBjGL8iL1c8mTJ0NCK0XlyxSCa1qJGyMviS/MZBGoFvuSi9gsEV6Vhoey/+9QtAuBZ+ZETj03iMyhGbjq72F1syuXe++13fOg7/sPD3/g3b+29UxWN4N/YWKcHuKw+13L0z3z+Sz/yH2963ev+vPe+GWAkJhuTS2jr2EqQpcrycM2FzIMjMLmGxlczd2tdWVOUpdyrXgyqfcMVEWZTla024ABi2FE2FtF+lCmqQ/q48nE3QVG9g4kkHMGQfR6acJvOQObmo3qeFWHGoFzcjFU2LTZ6RLiCqy1fs5u8afQrLEypse+9jyR9es/xtgOMdljoZrOobAmlP3Chf+4XX/bq1/6uT11ZFBvlSs+mseQAAC4+bHc1KUVZKZ0pWT31/CKzKIlz0s1MJKiHsJiV0QxWfICPE949QvZjSbGDg3HOxJesyKUVSsbtEhhsxO0F8SwjA2RHDpq+w/KjXLXCecb4zjwriAJJkYRlHTLoXusAo9bH0lHw0Tgrlygftqxb3scTAYwblTR1tEBf+rmX5bTSCmlqkcBlyRyVy+WIFMSnVIJ4UP2yseSj81xkkeusfYVXxqfnJU9AMqlVdhJ846EVIoAYcnygV20pY9CuKZN3k3TI4NQ5UcY7jMO1GACB/QG/4USZnj6qXrL4KSQ97GwkX04qp/AJZfjUDqnTtSp2nhWBErlL1cUBCw9qPsTasUDVIVZe/2RC5nT/fD9Ivp8Nh0MUl7UBM2sKmABDd2SrfttNPnr/0Ec+9u+/6/v/4o1/U2rX1ESPV6o+F5uwIW93wZdSj+OP/+wN3/eIx33kzs/m2o2HRhQQA2wkFT8gazQXc8+ZQCAPnrQiorHDRiwgAS37fL+xC2FgWbloZvYHZk642XjkIC/gFTmoIdoCGBxJ56MWiBHyKltZDFfiZxrJBGk3UfnAJIiFthCgKHK5u5Pxm0FFYT3XLaUTWmgL0hwrmwE+hnZOfoqLpV7AMflPPhwO/uubdW1XuR39S1++6z895el/+ud/lVundg1KZVzeTTzt4XL3m4GumgyKkxLrH+bJJVJtgTcBdBsdD39rrnhJmt8yEYPRyCV4p7wHPgK7ECh3lORdIsHrCGAXWMC5pJGdGOTFZQ+2sGw6Bc8Ny13QYAT1CRj8o7EUUXCETECFK5mVKptoHk+FBg4s3TnQT8vGJWOjtmHXbjfe+uxCsT5ZIujzhlGW5fsSPwtGXUwYHR4uLmYFnw7ba2hEnYxCkIlFc+nAYo/L2C0glLvYf0ifYWf+j8z/2Dp40nJmQI/lEmSIzcEB/6E5a04Ucf1EcaT23mHlbTiuXdp77rtE7gmN6gEPQa27jWAiaC7p08Ds1ECP1acGVQEXsLPHyv7ZyInX4LkYUkUyxI6jsKBol6HQK0COkR7BdxFg+0xdcVxgQzE37fNuk8aWRNmAjDVUEzBLANE5qmqAy8HPkn/o5nm15EpR09ME0HZD0rahZjjw7rvJD17YTcej9w9/5GMPe8Sj/+pN7yita5dmliMUV46Qjpiacdm5HFJ65St/4+ZnvdC4iPePrgizIj7vPjVssUA9uitob+DXtSC+wiaHBmqSGpIjVq/QvJAbT8BroxzFqnqWRTvDel6W4IyjtxFQ+gzlPeQZhKI9dIaNrsqzmkXdXTppf/1kNh1WBh0ImAI1TvoVGezLUEiSZ2ShhT0/CMMwisVvIgMQjtDZpthwONecqUCNMzp7W6zJ/ei33fbuJ9/4zE99+nO1982kUav0jZ02Y1ZkWSbgfuBdfgQaME8FAITley26NQv6J520GkyewTLiX9qARoERjH3wv0ffq5xfIOMXDpqsaK0wopbIRpD/XFo9lyr1u2QDusVY+Rgd8jiObJLJaTa0WDBat2OsXFK2OJeDz8EXtVulHOtEOJwxOsrd1HdV7RxewY3BJBvWz5dbbo6RG/HlloR11DM4h9CuQu0a7CkMjpMHSWKM7GCmOgRx5Rf371KRbersWWWTBEMZWnRmyCeI3m7UikaJdNlX10/ugevKAmk4NLI4I0OV9y8cLX+R8TXljpKjjRlUYDhUbFqsIYEZ5dh209QshXywTj6ACJ8zwCAtyXk6y8ffUiOByHUqq9OCDjLMRRSpD7HvziY+c7rG30LeEsTHapBg+QaaT9X4cvT+vts/9J3f8wN//873gHkkuukQWjS2etvUFtUWWj7+5XNf+cFHPeGlL39t793GQ7tCOhFeu3iWtzUbmo2rK7Kx4FiAwIMhBlZpw2F8AcSP+lUPEdU9JMmbd8uShNlUXayWy0upwayT5WXLHvZiKrkJ2fjkSTAJ0b9YXCw2VOtHqE3N5jLoQUu4qi3IqB8C/5NKoBW20zhX+ZjVkDrterbOvM+ULdA9ukw2Eq4Ly4/DpoTmfQv+gMvZmkL1rsSQXvva333Bs4c7+gAAIABJREFUz734+snF0pXNQ7LJN1ajkuWT5ZHIJbbCFcmUGdwn36oUxzMEJC5OmsKWxmM9YQ9Bk6DxDeAXJnpJiE8Tb2c32HkD4QYLEfK3GK0Aqfp8wDA3+cvF3i1WVclRpKNbW+QHQx5bIqiNEMXKuY6yxbjqQw2+YM+WUMwzNm1ChxB67I2HgBT5naEcPKPFhiIP+ZxWHtw8pASbTloxGdxwOAzJE0huG1dhhohMUHhxYEHAVUMFccHWLpXlRPOMB5Flqi0DHW7WeehANfMpBe4ZbB4Wu2NTC656t9mGZgXzQriiKXBZbc1VhTHrp+QD0hrpipZFFhkG08wabQZp/aHScIxZG2l9pov1WM6REvQlmvo6aswgj8L+THxcB4WXDSerRYiqJ6uC1Tj+vqxwumLpxteTivXoH/noJ77v+x/7zne9G1yRRDKULbvN2mSjSnDFm9xL/7s3/8PDvvuH3vq2f6xHV67C2FMdkglBu6iop96nThKXEH6NqBG1D2L2aRw3Q83aHDfz7BJuNj93P+fQsTtT5p66GtLqfs7zeN7S0uZIPzpRHFOlyJsJsZyKDD1PeEyrK1p2hjz5/AP97xqTCqgB4yxD1bCdmpD4HR4ycw+HgUPom7fVW/xv8CWnft+3H/zZF/7y7/z3P/E0YVfuIWmONTGez73ReDwBFK5wpaQbPs+EJJAI4wR3oYgqQz/jBxrJrkhGUtyKobFC21zs2rVN5c2gYhjYazuYV6vcHMz5gP5fGYnLQsg5dsxGE2IZAAPxPSP3IWFdgY+oLAZgQyKcKF+dTVLDwqOMBSbWcxXh0G7kdi6VUJvLVfu42aCdROoPRyrFBB917bgdZJRDRYRLopakrU57D5/sbhJrxcpj5khBy8wiabK4aGPR1Fc3qhSx+IIjhVA+mcgdLhGrSpbxZs4YZqJ+6BGQlWdAcqQI42RREyhhcQcDgIwHgG3i6zw/Jmwwg8qGRnVguT+n8yhSnwOGLdmAkwwxuoojYNcIPstwYS3eWDGVeAkp+PSdaEwa0Fj0qDgWGdJpW7Q4ffKS20+6IrqQ3W5D87HbYdyA/ZtOKh29f/Rjn/iuh/3A22/7B+GKZFPg4fwR/OFdzf4oub76Fa+98ck33//gFnLXrnpAhnPxGXLxgQlN6hWoh40mHg6jz82Gupt0/eRPKtmpTAjU6onJfd5XtBx/6XvmoFY4knqEcoTKolBYJF6819I/B7/XIQOblA843iFNmeJIUcbu/PPVytxzxgN17MKW91xLn2lmRnQscwJBzxg6dSq1kiVSORsBOOfI2lXrmvOHc83aakxWKvbeP/vZL9140823vfO9B+0MaZVA0GEznpWK+EBerZnhM/Zw2LzbdNLhpOKl8kzGg/RI+qdlbjo7482kzWDQhIwmaCQcSB1EkcX4uttkXXHxUDqn0lPpymZtYBReUS7TxCDoJcKmIsjHIQ2i8GSaGQpfk93MlXATm+AZYsbCPrBcTKguHVQJSACJsJrLbtNm4qbjZpJx2Zi4K69NsCbCUBYHPVvYVoIjOSyK1ZKgn0sKLht3C+N0xyG3Y3zLQTy6A0f1eJBXT8pmA401qIBXTWgW8/0M4nUc9loY/DULjRgxO8OKitFMbynwLEAr0yHhu/h8UKkD5yeJpa4eNOtG55CQUgyIy2kP1UroNgWgphHKNOqIcCggdnHh8OlgPySjLo4w4DsuGIAsEsyuiHy5L9ql3SZ4EA+VsnBEpR2Uuw/j66bzbjM8CI2NWfhPVtA1Zc5BiFNz0N7kJx9sqCOCMRjCDFgOv5JI1UFb5eCR7dglI7BcifyD+yHtONTKA5KCDLjBlbbWP/GJTz38UT/8d3//jyBGw9RT5mH7eMR4hNBS6jHGZ/zkrb/wCy/LrfsMiHQhSdPsYuHnq2ym2szhU/f5gArfArYrly52f+3SnFQwSCGp2P2GBbOK04ASZvNcvzxPxylrmbwUbY9iAhAUobZahuWJldR1sctNhrkyFQOhOZg34VINubncUAX0qsxY5pfKzi2uYHBB85/TW9YqnaUTVmk1djnsnBbdGiA1ybGJiGj7yRVBnz9C0q7ukMGZtOmcan/r2//xqT916/3XtpAPgG41iTtc7lKyN9Gz5IHKgS4v/RPoGF07qeubOhnUrwOtXFqpdg7ZyYNKiGLh3nUpmM8jUzEVVWkz5aTi5aXTKjsT77/vgQcfuGZUMrpolSz86x5Fyy0WPx4qKV5AOVkt4wvcsySJ8R3K8F97ZspRpEM1Bt7ijKqZkABftiCJBAkZiZTwiITdhd0F5QIKumMr/pltiguVAEVQoCDPX1mACeP1/PWhXC9Ex8tybDh7YC6idE5ODHeBmHTIMNMQUijnyM6eTSdo4ydICugAQBxCFwI0RcvKFxaFcGxko1CIXFt8rjaMLgLAt3eTIRMFFrjPLbVDkzrysiByHBE53SwF3R2SfZlSGED12MYcSveJ8+CJVS9MCY1XAJjFJQqApnEY0I1LDG9ZJmlC5ybz8CHjs8wVJPpC8HhlziGmShbqoBCMc8KKVsXFjjXOaZsRc88PVTPjJ/wDphn13t/3gQ8+5keedMcdH+69Ew6JvgorptiVUUI6Lk779//gj7zpre/ovfPij3PKA849HM8AU01lysJBgzibgdAdTFMA14UtxH4aDIWNx7lKED1rHkXPH4EttPxc6KEfLnYfD0cEEBuEvl+osnmOD6CIbLhLuoIxB6VjEkkZYQ2dGsz7rxD+kQgVm2BLqmiyki+x+/MEec2+hbapXO7dDikdtsIKadkjBXGxK5tf+V9/8wUvekksPAktS2cp2zAB+reR5fkQRZGBITxp7mTUxGU3fnCRGR3ihyQuLpxU47MOA07lJ+RiNf7gldxUVOCwVbQ6tXa86ld//Zd/6eXWJO8Oa4ox2LW+i1G2oPJgYgbfeVYAWPcc7xK5Y5aSkny99gk26CLcwNbfUpXSiQYjGWrlo6fWbSxCi7aYkJWNbPddhub2wuxEDpnRjl8FLIA/c4I6eOVJE65oGFyeDC0bhHkTysBlYbXYWGyCNuSBO+0zvZMvxtCUHdOwSJoIiVKQBIR8pDp40i52l5qYAiDaShIiSLvJxhecfOEP0KbjB8qPgJ3oGTUxM0eR3dWyaEZQ/rRPLhQaj1Q0dpV1MbBngHVDfS7kUfab9gaocTdqVxd8gSRCIsHmOl9Y+b8wU06AlsDqxK9sRdcLW9gzKOw43zY0tW8wiSDt7r2/813ve/gjf/j22z/YO1LheQ9wUhXLoV1uvX/ozk8+7gk/8c1v31+PvtRul0WWmTfzdyRcMegAQg5OuJDKeZ4cDqkt8h3ooU8WidmhtNvhBiZmuQwXKEnlXhdACOWOFWPscUw2T3XiroBjSSUlRgp8IggsrqAtyPqwrHCcJ0aEwzZZa5HsasFNKDQ2FGNA9vAwm1xyGbTDTt3rm79UAWTfXGp3f/1bP/PCX37L295ZO44UY2/nU3epS28Hj5bEaJvQvp3m5sqyP/zSpmJjZZUwavlEZS3HwxZh0bEpp1EaXmjmfMbhQH6Q6IQyRdq2YHVu9Xj2rT/zo098yr654Fv0zdikXL7c46YzyBVfbP5iC9oVGLS626B8nNXDRvZjhkLX1GowgpczZUlp36U541eG0phoAC+LtcNFWDM6e1nYxEg/Vwjzfa4uV5+hMg87qhDSUrWvKgx/QHc41pNvQ1g6diHRhAT5BPsh5ubBNpPxwZIU+txgVqYV4DjKGLp8JnkAp6sxz8XMk2QvNn+5D8qPHe1+kBgVZZPo5DiEKyo+V1/I0+AQuc4VR4iHbKihYFQHDwLwEInEahRcGDGHiZlicHwii+wmPERcT5uVrdz9SnnAsMJwSyzjZkNzETZntHOxzbhsfFUifufImh/rnLoRRm3LburS6kf+r0/35kfL6kgNA2RFcnQvR5ZXJNPSdZEPzqH03vuHPvLRH3j0E97z3vfX1mkaRRMR/WE8KoOUo//W77zuxb/yqpgzJECaioVYU8ysRTIxsAGHgC0nzyNLZqCz5AQuZherj51ZGNgdaKvxNQyJhBWdgzPLBzaUI2TYkxByMYZ20FDm9QL6D3R/r6EbyoyhgwTtR94t0g8tUu4uHFCwnFtcr2IkS1Rqpr1hAKid1KMr3BWxEOS0S8ZnQEWhScWOWSMTxxGpt6n7iFPsrG/Glfd/4M4bn3rzl778dZ/abtLl7i83d1Jht0njtHkcoqxpZBHo0ckLZJF8gslRzVEBhloxyI4Pid9mQoWvAOIrNh7WsyOsALOIYWVZ+6xDMT7bgAI//CzhLBlXnasxHLUeN930jBtveKbaQ/At+GJMUi6dVNhtdvFw6eAZKtrRNCCfxzeyySew8mM+NHwpL4StGOOyM6vQisIDlyIxgBKFUP4l/+0S9DHShYG2TyAAuNu4u0gYNIYdXAIZmaWHLwVFIxxNBM1MKEQWivYJZOXwwuE6qDq42ah9DvkAxXtlk/IJ6lImFBeqo9EvlgpCPHgNZbJC2m2EcUTa590G4wvLrYpazjSQYq5DVOXybjPV0kCxMEMNRtl80vFy91AlVS67cNjYbCgGoXl4NKg6aGDOGxMyE4KEIPfALp8mbw6Lw0E0PZ2iPYoRw/wtetla1iaHXV08Quk2NuUy1OegdsUpkSL5FYBfrK/QxQX3w8dQmbSbol1zsfKiWZoxeAYhUu0W8mZfSWBwtA2hboLgs2gHHbIDmsZvEQox5RYWw1RAFRu4ML0Nu6pd6b2/9/23/+Bjn3jHBz9SW7epSqyPhFcq2b3yzFuf97M//1/o3ZJ2GWo5FgcvcQJ6cEYLsZSLxfi8m2CwbAP9cFlBAc8lMmhALyrGF21hFlQ1oULdCzeJ8D2htFh7auiBOHwU3u6QizxW2xXlsK6vUTYMh0uZgI9Mtt5rn3YbAaPD94kNCnLUrYgniHorodEibwZDc8hBJ9rClcwFTpYXn8EFRvY6TCwRyGNjvMKMWXPTy6R7U5awaVedKUblfQtGZ2fLn/7JG5761Fu2LdhYoXnYLDM8BNWSE7VdT19H6pNqDAmlXZ67i6M4JCEbyuUp+OLsh+vMlD4CP4RMlR5EO+rltCWnnuLx4z9201Nvutm7UnJ3tjhXrcdJ3qwuo306aXe5ecyrYKGIeWUDzsqUWT+lnoQTzvK9MjGSWJwWo8pF5IjGRaRceIxlPw0/BeWidlE2eVDOPnaFHk2+qBlIwZ1crtHyAgGN/CsA9JmeByQLEDU/qQSR+FguU3YTdzPuk8enmpB3g5O3TjoqDOThFETlw+4CcxQVziRM8lzgccDZ51wmybyeux0IMOemuLC8CNh2xvIHCHmRYaXGL9Ezq0hvZsEYbSzQQIapCecHlqeLAZWjSbM1XbGKtKlon5QNNHMETQQFoEnCrdB5JnE8LtiAEDUaAY+lC0WisUMRAOcIZ/gWGPGEIs+RSJWA9ZBkXVACdGRbqZ5tym4mCJ0fh3Jx01HW5zYNAN17vvf7H/OB2z/Ue6eZhFfYwHL0r9z9re99xGN++3f/MNdDOT7sVTOFL47qgGwMsDG7eHiSnLdj6AapoJIcLTpyf5hQQJUNYhcTssOq6sRXIn8zjrwXct2ENGBnCDi5JZGC/jknmE0mFD9ru6Avh4G8NK+IXwAKLEzYsSIL5w0GpvUK2oLkLu9idMLCeZAzIJacSYsJQHpQ6XAYD0z00YP6PPYum56LLexb0ioZlY3OMdR7v3392bc+/zde+9u9d5hnys1DBgYTWL/puOkMlyxfidsWJHXXDM1GY0N8RbEnLYffL+oGCBYRgVUWmfg0LrU0bcuuUgqHt+1Hn3jDDU95+sV1HXxzthibdhddqj4XYHnAh17uFpQvlmehLJK4JAANIIARzY8CbRsEG4lT8cvmN5Gg/8TFknGo/BM8A7FSCxvPXlujGcopK8WhEJQUNSMD7HLY9MN7hoz9wlBdJwwag7KA/KUxf2s3o12cU2FYon0m68Oe9KlbHC6XfS5AhWCKLe/qAXyjKxrMeCcK1yJbZfZH3m1QlupPTpibcLCFZVoBXNpHCbcu/4XH4bBKiiglREhMI7KEh2hfZHP+YlnYpo/cxYPKDvKzhw+eHY8M++gIzPwUf5gwevjNVS0H8PvB8CQxDnvWyupikxMlhq23KKerkCaDfXu7SfL8MpDrMBkF13VABtB7//gnP/PEJ930gQ/cAebx/JjDGWy9v+u9t/+H73nkZ//5X3KFSkeBh8u+EEbPSMdPm6GJQJYbvLpP3YlBunBjaCc9irpSvWfUh/ik8+pp6rOU4LkEJ4feeZ5oQXPoOaloGzHpSvvkE54mMhdjW0pLIp3QjORXs4zOk/QBdksSiOOEaadxq8t1uQdmmklXZEODsbBso+EdGA+UFHDtqjIZIKzojxh67/2jd37qhqc841Of/Hyr/VI7kkz2XCyZJTUnfvkMFgvw0E4DoCzWeK7qiicMgeEd0Z6SyRVNKJysnykxjQlIFtYWtccQ8pN+7Ian/eSztAreHUYla4vBivSQwoXg+qQCDIiT8KmyBaAn3nayYrQU5M/jXyuKmZw8sa9amA5yBdj2ifdPXLvWbmwbUXKAxTnnfRQORRmHETSqpmwB8thUxKbJ6GzBXewhAV0KRKwPVpExvmlfncAweWFNGOJjNhzET2k2HCY2OqiNT52NxcXKjBUBWx0mVCPIRQutgJd0nM8E0xDwmypq+wdoenlMS7gKOa72CYPiVCHJ0CTPqn2CgJQAelbQ6EQHwEIa7Hm5T7jdBIBr/CIBGidATyxYbJi/YuSSPGtQeFCiuQdckdyoV7mixN/U5+pT5RHJfL7gCrkDALAU9klC6TBCcA8YXNIVjeomPVPjD+MrMBFS6Xfd/c3H/cef+Os3vb33DqxxSfDbTd5tUa623v+f3/vDhz38h759//WQO4mHYUKDSbOv7DnYfbpUjM8sWSuLI3IxYTqfXEAOjnkZ+SBz9w+zeBbww55xcTlPkqQJT3reU+5oPAyccwj7F0iJFttID5FbvDOXz/mtpLLt6ooYwuIuM+lOKCW/QuZnKSOJYhqiczCDxwyeRgWC3FJRBBhB+WJ89eEIvjlbnashtLe8+R0/+dRbrj2orCsn7Td0zlQMSNXFaoQ/YN8m8TH6DXezIvYC6JOlzg/kNEsUm5+ioAPYUIyHBLOApJVPDYYdONK0mHV9CvNinW/et1rb03/q1qfedLN3ydlmdEpJdkoWDku1T5sOUnaIIzI5x0gmQIv94o2yZDyhHKEAoNwg+4aPk/vyPFm0BEOxyLRyaUMEDAr+2NCu7FR4G/KUccjzuNhcQksBxF+Yy+LErAobDxOahD6YYQwm0qCgp3SBjKUc2heLBArmEeFcWrrbASDvINdoRxygfYIzqX2yobgEdG1mPK+Ql40l1m7ntmIOFUcQM8+n16O2P8NNcs3JdsR6+FxDqSy1IJMwMBDA3wOqCLQWalccCDrkSor1GMk68f4CsqZCoAkyVFW2cis0Ma2PiTY9BBrK2j4YKyVwxefpmwIjDg4glMdNkHS4gbkZ5IwcIR9ujByltxIcP84qhAPmvGEwyjyK9QFDPSkbY+kPXt9+6pk//ba33wbmkTUDjW/Kld1kZbLzh3Hl6c/86ac+7Vm7MrAg5E4qx0MuktziEIw/AmgrjIYqHoMrSSKNZ48R5om91XKHEP421USXAJRLv/BKyooGOfbKnHgJWDmhwQaMUDQ3J3lg+Ybdriwq2Gy7jZsJDDsTqz7bK6e4LoxtShhH/9CCekl8n13RUgTi5MAIUUWKPcfpxVzSA/Ue2M8p5COk8muv+e2XveLVMZXrJydcGuyJSh+Rt4ngN5womC26vWZQHM+jpJWtHEZBMzNvl+VkUupdxFYDUpAgc1OLso2gNyrYO6AKkXqIzbta6/FzL3rxs299fgzJuWpNCqHKLh84tGD+eGrfkkoyoMEe6BxpEVDPCJwlr4G+YDVz4UFudHZvsHdjPXwaLcksI0sHHm5mTNDxGWryjcm4NjTo3TOhcVnLeOjZbg61sCqlqkgG2xFnnyh2QBtRLm4aW+LYIe3YDAAmCWWqWeAA0iDtqg0dhb1JV5ipKIADx3r4fNC8iUoSGBU0nh2SR4YFlytmxFQkkGsyISsbhDA8M7KadkX5KYbQckTmZCxGDYnjXE8ihCOryOC6OjxfQ503cmcKC1hdhMHnSJOjatASAw3IVItSqCilHIJWWkE1XM8EThrHxRTQSdCdIgOU9uEnKKs1jAEa3xyIpSYUSxWsLV7eHvIBdVYOWUBmCZR+IGok89JsOJQtL33Fr9/2zvf03kH9gbDHamJ18fCuHKl/7UvffPyjf/TP/+cbfay7l30sDdbNRRzHxW1qEYjpqUsxJzxrcRw0nxtECcpFsO/kCfCww4ZkCzCIG2eRqAxJ+ZLoyJIc0+vhNQSN+MILCCo+IFhjsIWosSdW2CCfDImHEZBAEAgIFIQGL7uCzL04DygLYZOdAPp3klrQqEE3wGLerFde0s8pU+ZVEyfNZ+vrZpJPx70PXL7oF176d3//7tZQ9wGt8CwKsnwQp7QUtU1sVGUL9XwA6ZNvu4IMMD8z6YrkUaEYCqzq+qRtLIY6AOxoFjs0CE+Yerr0pdRXvuLVN934TLW7GI4YmoOJPjTEnUMVT+yd89xU2bTsKmn+zms/9J7DzJ37nqUFQT4jSNvxX6mvDc75UPfyhTf3bD1R25TWHLfBpqLovCtaELtlcrZolixRAsNWIlXCn6FmvpukDM5653k8hkibECEJC7tmOdx8vhxsMArUHjAyifPcAn7JA++1TzACR8CYxcUjZKBoTz3LDC3KsEA+lyWe5XWTGMtkj/yIqCALlD5Gk7C/RLmlK2IAfMHlpuIZOWzelm4uFXAKrrGfL8vDAjNthToX1pvlGRcAaSNdmNUaaJTLg6R8MVBcVM4U6uHkRghffGrPed7P/dGfvqH1rmwCAhj+rcs+NXUKvfY3/Okbv+vffe8XPv/l0rrLclNhSxbgQLK0hgB1bNYPbXXJdLUC2zBCBGQJDXkn8MGUe4NfA6qpwBM+h0zkdnVzz9BJu0uFAyRhx3I0PD1uGsWkicNiBc2Ef2DskU00/Lypq1wR5BayyMEmY3FUJzWmUMh9KT9GGO7OG4X3+qaT8ZnLp9qn3QVlg3JhQ0Ag5tbf8/4PP+Wmmz/5mS/CbFoZmi01IXl7fGPKlk1nnl/Ji8gnSjoY7ar2Vc6Bl08ojDk6B8eJNgzGyOKKDM1GG3do827ytkVnynH03/2d1z35J552370XztYUmlZRds8YZGQEE7JP3dOAGQhGEHoitpWjWuiSoZ9fGIGeSZVLDp60g9JXyQCKnsVoJLT+0LZqX2AWrUeJtuYzTlgJMHTAtcs9PHBNG9S4y0BvM6JexSdHlqyAnyqFYkWBAalTEtCHDgmDJiYrCyH/mB0nYTGxGZoN3VAOYeKEcjBGwYtmQoZmEcicpOVlW4B/FTMo0mIMa/msQRN01K66dIA0svQxTB9Y7kS+jM4RoCKjuimxO1pMHFQDOSKbDy7ObWLAzJWuSGLFCyJ37ooW96kl61raxLC+FeF7w+1BxMAVfv44gK0cDvipEiBRtvCoAkXMTABCgNsyJ4UNYmt454vNP/nGZ/zFG/+6976pDHQ4VDrwxfjsbKvu+OUXvOSR3/vob3/73nb0jVi7dOor59ny2wlr3ph7eY5J6LPplHJTST+00JGkKzoLnsQ2oJm/gNct8ImMhul8lYdyRZw6ywAFrD3GOrYqMsK0hdhRXdXiyunOTrqf3LLHkLpCBl3cTdp1Oqlw0lGZDFA+74BzV0RmgvlyxYRBIjQhqyEQl04q7CaXo7/uj17/7Oe+6Bv3QElQtj0VoCrA/y7+kinjNpCEgU3KlZOOJ52s2OXLsgJAR3lDHReMmg/NIA0ff7a+ya0jkzwJ0NHJaT4e3rfg63H0N73p7T/+pJvu+db9wbcUmnPFpWonfjnFuZG1qw+W8HI8146s1XkaMSrPc4TFfBg2rGzg2P3wbtZ+xGWjeBabBbTND60BQFF8bh4/F2sSJhYXqcXV1cvd33PfBeQB2iMs6aiCuuRSJmTD8N3Eh15d7G4DZeqA76GDwccKDRNuxMsjUsP28sr2CHuhQiYuezEhS7LiEqksYewcZjYg4NJtY4UGJP52iwfH+OpS97lz3sC2Q2arMi/ktXJTbQ/KYOGkPVOeLCGr6OAXObXBQahGTBHjU7wEbVxIZtND7fAUeDloZZ2MoyKlRI0qGKiJzvjwku4wIqepEWIZEAymHNNfGois7HjEfHvsilhJCF52UulyjxSwJq4xa1dN6JtOv/prv/nu991x9L5bADmaMvmkk/bFuJzC4fb49Btufs6zXqCVSaWfdOCyFpg7TZqzxjeLeD6wEFvIRyyHxfmBE493CXfYsMjGILkxbCwLU+7cCcl3CPnwBcTrwG+t2D7/Rm5CHurGz0jApJgMGFFz3XSiRxY1pqHwCApFCegLrqgVwfncTRYydFk8oeZiN6FuxmsXQZuAT+Zu4+XuFyod/y3BpgcIeGAkEicOKO113HYu9nvuu/7c5//C7/zeH2sTXexMpaWXcaEIByPJCjAMzDY+a1DxG5AU8BQmUsOcGxVIj0xoBhROIRDwiRXdhXEvRClpZ2nEKvYKSIIySdsU8vGP7/rAE3/shi986asutNMeTHjIDUSlv+oTVlY8dgZMw9lk+jIykjnrlxpluBRxUiuQu5/ofIM3OHJEoNtRdzc0nOLyzhqXNhwu9ZChye5wqdlQMDkI03Z3S/nUF57VCzEsx7nclSK9LMUx2Y78L2qfHKmXap9AjkjR3SoXlY07dkTBYKfuc3ORRT9JyCQCJ6VKSzoAfeL9wzvIgw0RyfCCoN2ZOhoCarAAl2+xkSvJyGAmbU4ADvKXfHMC3aIOlSbwHbs8AAAgAElEQVTH17J1s1CQAP1ABF1RBtCnATBwyQ18jzyky5HhpEpyCmiWdlkMqwybZJLHBVERujH6B+2idXdRi25/GyXbosHSQX/rkqVxCkI8kcryOUZS3eSXdVXZcu1SKRt8atxXDjvc+exsavX4ypfvftKP3vi3b72t915yd6FqhxxOCmvIWPlEJJEW8kj9uaTKQ+ullIkEOezcab6kznMcPPFBZASDf5iKi80uKrS+GleVycaPKbcjSYrQtj98ucyKzjJa2hsuSWaNZh2AqQ20Ta7o+sldu7SsRc31/zMV1KpcVg4m30it66h8PGdU839R+JnyCejgBeIco4LKFGUKUQNqLP3Oj//Tk298xp0f/6fauvF1N4nzOz4egthTxFpgVALcR9rxhXEM7TMfue2suYQOWzM4sAeSzWhCEuEtojcSCRmO2YWz6XydDkbebUzleNtt737ik26862v37KZcbEH7YuZKCV+yJL6UdtQ8oJafOv9SZkgS5yF4unAYLmE6jrBOGvtezwFlWAG4N6rxRP7WA7A1OKoEW82nsRd5qhEuTHqCViCxtuEAV+TiVHJYThpf5FBR/lI+pvPw0wzCT/a58cQdTVKENILvkA+CFxOWV74PfYViJq5/96O2OkIHKD6ftNM0qgoICKA6eH6r9JQLuFICggREBusf1nKgTHktAnpF+3TSTodkI6gnjKnK/BClkzjHmrgKyIUZHTL3V0mX42bSMP1TcTNAxz2/u8k2FCINrjqEltgr/KU0FuGGK2I+txhUj5o9oK/K/2rDIcvkuymwXZfo06XqXA6+9N7/4A/+5DGPeeLdX/16KYc1eVdpt9kGjLZHJOorEzjnMQ2rk5Bom/wnfnzcVcmY9r96XXG4UnGxWqahspaVa8pMbWcjUsyVaSPqrO9CFuMFANZ1SKyIIa66dMGvLa6syQ3/zFaek/HdZBiro1yAVtOFIb7ENWd1qmpc2w07j8T0POkVsIjq69H76//ir59+80/fc9917avx5dqlXYZ5M9avJlb+qKaePZIi5e/oQ7NsXpPZPd183W3WLkjoVj4q7bP2c6tEBlF3NsoYJe0mG19OKtSj3/nxzzz28T/+z1+6O+RuQzU+7zYuhgNsBxPe2AgqMfdBZDBFmlS+Selp2Kg5lAiCv5pa4WQutcAs4t5GJwqvA1GEJZ23aleVQW2IKd8/9z3ySsU4VE3leJ/YsZCWNZmfhTJVWc7vWRJM5SWxTTBq3OHPNSQBQ02dFhx1xnpAbyk/C7zSYFKwkYXIxsSpMOZzi5V5uqhHQBAWcAUH38TGIpUAaYONhic85EJ1zePEwskNwwX69CYAYIAC+bLsurifh3JFEpM3ofqCtfRzTJU3zDgvsbLsHrgEdG/xgIwBHrQUn5YPWtGwLuWjsllUm6rxjWU3QYSJDA6oqg9XBI9b2K5mY0Wd5Vlt2YVSa7u83G65+bm33vIzl5dbq93ZHDHibKChQDXdZsNKupHvJjKk6XTIFIf2cDhfyWXPu7mt8DzOwx0VccQqP0eGbZhsKTL7BLCB8c34Tv5mzKBaQnm8/JiwxUmhRShyop+sfUXQuCoFFLisyj3tGmrvdmAjUpETilGSTQCXTPY10qCZ/Tn8ELXWxtMeTWgxt+c+/+df8xu/e1LJBKCAj4ySCzByOQhj5A5T9D0zBQVL3LK8xuuyODl2qLvJmxC5OYtPQUN6rtMODd1mRbuVssX47FL7wr/c/bRnPPub334g1u5i3XWycUiM6zMqgUNiJSLvfBsyQ+IzaQidByBLTmwSmA/v4JFkyOlYSqg0sveS2rKzHef2eEkUhkPelS3KR+g597NICaRTAuJDVpV2xccj0kgCbKv0h3bZxgLmaQ5XCwvdyh4LmTLqmVK8nFJObqjfaJrIZUP38ZB+WnKWHJlXwCGxpydzU8sw1iRdPE0kAw6ezzhP1uembIT5Q3TzUDZDQjbTOlyc5JMBA2R/wHuSKklpt2GHdn2Hocm1k762aZeqdtkIjpyi4fEsEMwNuUvEuQB01jdFaia8gWdTeBa5xxEFcrAMAKkjnWmXJoKljPz4QZuUOXiHW910BhYlFR24tF55/IEeZDyIwokJJozy5L9N6r1/8hOfeexjnvjbv/U657JWPviiVNh0utw9Vk2ocmbjNIRe7jo+XBKGlV7EYvONtACCS1WaJHBK78ULfg7Q4a6g4ihOogkNGoc9yexaQdJTPiqLroiJP3SNbNiGQzNIG/BWZRAMP+x21PxWMrdMgKTsgkJFliJ/eanC5e5PKmwGQDm8BCY7SYJz7kLpCwBiabH+DL5du25DOD79qS88+tFPeNc/3l7K4X0zpviZz8MRhywRSUelLAtYFSV6EuXL+KM5r1qCvpEqiUMlDTq1rzaLRfhifINZZ6LxIpPgWN10UNaftD9p99W7v25j1iGDvKlQ4V37n9n6n4eEizOQgacWJBxN9Gg3k4P93BMn9zEZaKCHNdajM6RgvcCDLg0gAu+ZLXIcoeuCqgXKHgxqizWfoMelxnIMKiq9FX2LVYqf4E3GYCfyhbDpK0VQxqd2Yg1UF6EuFWw4C+RnZRQ9lAanMWvnSDrtSaymALRAIuLJhqLRODKOUVh8byc1k2uXVttiQUTAQ08o/pfLityaxjYOAxdfDK52MaEpmy92r1yRgsoS6+Yfzi8eGm2pi4vMegVpROjP5+CJmRSwehjbubDbCJJdZ4caqWjUyFyhE0XZbFCAcd63PsMMQEcjpNlWONRBPnw+HE2fs6mC5DHFtRMR2SfQDEW/bgJYiaj22Ht/5z+8+1GPety733N7rselTgoan6H6aKNyycRiof997kZYUpllK8I3AhUGE5pLhwt0xe7SARgJFyllRCgjKq4/WdGBJDYw9saZIOcYFZ4P6/OIjVLroR68gNxTzBdbEhgDGMoR8R6mw2KpT87Q4FN41v9KX5HM0HeUXagyL+FDxRfPoqbO4QHC8qUE63qB8nhD7yofR/8ff/hnt97yvPvufaDV7mz1thpbTzqd0yIk50cmifgDtQtsOu90cdIDtyFVTGTEh5et2k8tx7JIBiU0+bcMnRuqheoRfzWwbgDC9N4haoDmeblHpbGGD2JTzo/2HH0+d1GGSOEyxRlWSUR8D1UhF0D81K50Huqi+RYlLmEpxset3oi4xTiqHAeZHC40l7EYID2czGaWSPB8TqvMUzlG41xWZkscZcvisKOvgMniNKtC4ktnXQETc/IKaEs50JEc4TB+IyLUGCS7V426/aOBVLu2aRjt2rWrm4GHKzVgBrNOflN4EMZXnl3mUzf+AAoy85j/f10cHUpX5NJgwUiDy9sM2HSjtmoid1yQmMVA+PmDeEKPTx2SJEMUFX7WkNHyGtJTOHzuvItcrnJqn6EkjKd+qLknxsyMdu9q7/23fvP3/92//e7Pff4LR+97PC5d0dD1TN9XuYhSoTSWW4465CNDRvzg7e0zcAIbNkuELtCwq7n+9iHIlhBHcqQlP1rGo3JX21jI21UrZiAtwfESk4noufKZlTkl3XPSLgEkpqmA+q+3uGoak3pSkUbVrSNAhO1u8kEqYlUKXvUh/3VJ89nnXWwhhLZv9lm3PO+//cbvOVu8q1olrZLSedPpYvcXm79SiEjeObsiwZsYzk+ic9L1ygoZXXFTcTNJmjbpjaSsr3RFMqLk5HK3RdmkffQpp1JBCUOmLGMvzkaWwQFpAZcNxLtB5gFXvnKxUHqm38idZ2MB7anlNXKDLh90jlBzSC7tvqXCPkmqcCBMe8OXSaNauEZpxZZVWk7jla7IzqmSIQq7EcPK5GtYb/+hvh0Ihsp4i3egCJKwxxbIC9DKKt2hRaCvcTItDw61Eg8RP5ZWgxIj3CdXHXgpjOCw8EfwGDo56kL+8P/ZDx2MsU/5E9FBl9DHCmR1cpBhZV3acAjRPLw3R8fWhuZIjMMuHBYaYs1MNrqrK3vAg7bJTLJvbZtNwWIxTntM8bj24Oknfvwnb37mT29Kh9p1PE6+WJhLxA28k8rwCF6XIwwOI7U+TVBLh3zQLFdo4ximvJxZL0a62DiFiWxhFlfE25uzGTF/cux/PumTBTj7dH4W4oywy2Q+evWpQZM1b/IrW1xXmG5Gw9CXSEutBk2O4S/AJSpfcn9LWy+9EbDA4b85989/7ss33vDM9733Q7V075qz1dlqrWSsT61LEjSQoB9/6Lnz46hn04nJ61poSfBiIfBCRHCAp7RL2kFWFGF6NL1/saHZ2GeAbgg6aF+Mjyfj7rt28ca/ebML0YaiXXaUWUuqm7R3567o3NzLYg/vEn7DxVLzjpEAjhWkOz/XnOcjhLkOXExoPpsODq8fXoG/xbALvtpw+NxD6aS5GZWtlgYWsC07XxN5IOVNnkWgfA0HLKFLDgV4EebZfZ3tu0S9xW0UUcg9xNi9w5JCM3RTYqM0lpHGsGfNrWm+GDcEb4S6uXhbKj1C/gHVdRhyyEaEB1md3Wp2oYbcPQqoN3aQsuZkPE4lOL9IwOawpDcK5CNJO1QuSbGfOVCoINKDe7UcPh80pPWwoZlwmDDBgPy5kCYiSDPIwRNfXLuMuuwg/R5YwJS2ccg20CpBAT9CvyD0oWOTr/Etli71O7SrypVNp6P3T3z80//m//i/X/Wq3+i9+9x1ahc2OSLOGEK2XSqwFHKjjkMkYF65h02EKd0wPQSoBN2CQxKzaPkU2zhpwi4pi6EZzXw6pGXwova5hHQYY0VkbXCDHWdjrBMhC8wyKr3CfKXiU3VhwLDKlitcESfaO85rwPzDnOkUnGchXK2xQpcabLR0cvJiOhwzDjadtC1H6+946z887cZbvnrX3f3o1lSLbfOFnRDsftnvduXFqZjMxhZkT2ZL/LKdBFVxI4amXN50PKl4MknZvOsIKnbc9APT7WyE0iLA6AjTudhYvMf7ak2IsV1cnF7ykpcrZWJsxgRrI0U0GPhrQcdyM69m+eF8Qy+7U/ohDnM4sVhM1ZX7ckFajC8kT4nVQYuDzjLUArUrBroCbbGhBdGVyW9IO744gvU8CtAdIKywbGt5Y9PRvSIJyyYkeFsbi6P6pYuHctXFI5YOFSyyDmUK/UKVxR6Qv9SuutnR8sMi54rd0FyTIEFSVItA+5sbzwSyZ3CKw/niDHVCyQcQ+UobrPp0QHHIhGo83jDonsHoOZg5Kz30vG51hlL5u4/LkEawvEwo/y9n7/1tR3Gti/4b74eXxnjvXg/7nHt9DD7GAYwNGJtkg4gmB5MzmGjAHDDBkWBAAoSQkIQkBBIIATYG24AxGBBKiJyT0l6ru3Kuej/MqurZvZa4YzxGD43F3mv36tVdNcM3v/lNuCTosSufW9EzoFdNKnK6PImYAbpeRSkTB9UDFYTF39Qx5VquG6ryFy/3pIjwujqHLedSeYQEJNmWcEOE4coJHXLXkYC5mlkKqJsXJV2rbaugf86MW05ayZgiRDBheFmuLVMNBQFll1J65tkXv/v9fZevWJ1SYioS4RpmSA5YjTBZM7QucsBdszx0nVmnPCuJXQ0WuyMPh4QgqfaMT9mnOCUapC+wsIHhOYmX1OgK05q4zoP1oN+GlmyVCEelYxLGbdi6vKHfbir6MumK8v9WZo2cmOJa7W/TzYlQ20a8NhtByjLpVwa8u3L07D6eJYEzmH5eZYX2MBeEtPoXP7/qZ8eetuWzrc4m0uqm1aPS481Kn0c9Q1vmJE26mepg2v5gQFwGw3MuGmrQYLepGnqdTld2w9IW3cBeIIDVFhpqZxqYOeSl9IxIq8Nnn2456cTT3nz9HW+j0Vb2JTdwAIXXXA3Ja5FToJJAF/kWoGlHxnpw4D2AB+JRaeDkMy0jQgPBjAjNBG7g7cTlKrbOVVQ2KpNl80UWpBn6Eoi5+mBF2TN9EbOprugLDlaAKWmD1LESflpWtSES3tvohveGTIsi+Ei4o6gZiKHGvezLC+ukBw8aoDUHrs2Yijq7D1/n4MrLxs7gSb8E6IrwHRKXU12dFclcFeWLCdW+yaWCPrFLB1nWE+odrMOoYfZuVdPpCtFCQ9rXw0hzYZXrYkYc1KtqtoFNVSWMcZR5A6knv1aWy6J/OMQVA57GxA0sMGhT67isuRbFPRFuLM1YwdBh07actDyl9Nwz/3zqr8/6lKgyICIOQZvx0Tn3u5tnH3L4ce++/4HzgZRKHhEZzW55V7Dk2gldmRGeK2wbcywymc2gL44ZNz1UUyA0vtoB3OKG0pcpeHX9K2xtpA1CR6ES0OoGmBNIE1TVfAQ+9XD4aUurT5hEtpEPaAsD1hxIWdesBXcdIV81HFY0SEcqro19w6BuBEEK4FpMWCq8i+nDDz8/6ZhTbv39bMkd544SS2l3BoyzVds3AN+6y6gdhYXqXkG8ikO2/WaCouIcyoV1R3VvpfxjqYAQsvP5daFA61I9SjnKCekF10b7Ta+9ue8+P378sT95FwU3ovT/47WCIxe8bihqyBdIQ6EGudh77XBB7CAT6ht0g3Fn2DZE6KomWR80uCImQSu2zCFWBaIU0z9lEMrhqvugKrMjf9MLJPtdWcJAg5fDjpOWoXwgIF33DzbWVNRs3lLpuyKoMDiVHMQNO3It2nlhHLTvNEzgPBU4ZjCCi2sLoSuOWwsVqpu/2Tccnpsyq16GhhqusvICk0GaXnfz4NGDsZvIJv8XaSjHDENluYy4HwhpaftK8eidv2RRSKM9MhWZ8BUl7mVpZsoFwEeXInQgPW5IYmU4EIYBSnjh6+TZymkiwjXKjFUR4KBSSSO4vOrKa2665XYTE9NWmDyzakxFSOn1N9/Zdfcf/u6m21JKUEQv5wS4G7gzpuMZ6QoeZHSkao1Dbop7MwbPYtAygXvRoDSIUXRe4NnBSaYFOjmKkmj0av4tsn794kLuC84AWGcYg9yBhRkEQDXiKaFeBl2HWRG2yDVFQFBbl3zg9KKadTzadarDGOQW8CkNMTUVGxHdMOtT+sezLx116HF/Xv1XpxNnhlPLYFAV64o38Fe1Jxefv+c/uCPCt8yMWjWmhgjXMteirGiS/oDzqlpwxqWpSm3KX1902QyTaGAEEhtGlA3PueNMexfXvLL2B3vtc+ecuSklwYwQkOU4rh2mGDFlYVlXIuxEVtQlE5WoI0p9ftBH2ZGI8Mrox579xWSAMAqTqmEFE6lbBgN5g4QifHZFHsiTNdpl3fCYwPR0V0SEboVqy6zSsqkskKRxTxj2SVNdVP1JdercOK5ska+tumQhl9z7hOAuOSgGPXOWZCGbqZ7/xvHB1Fyz3s/6UKALpO/8AK+zwnTs27qTSZk/XVsgqz+QWbPHUWG5jFwndLcj4Q76iqaaA7g2kaFgCQed0BSfzIrgkojUWTWjV14KhIEZCUJ3bCuYeZ9pkCZAl082Iww6H5LQCX9uLsjlJCDnQ6yfnIErqrOvqlks9AQLXXo5yTMgtp1rYyXuxK5I5+8ldEpp3dqNu++2x0WXXj4izIZIhR4RzpRtuAopPfTI41/68tdWrlyVUoKWfABpxkSNmWiYIEKVARmZoF/tUiePJAIVmXJSV3gNpHAUUtOXgT49Dj1rVComhuAN0pTqkFAkV7eY5SaDn1WLoJ9IeBgTJU3ieBImyqqxFRqsPdiPQnuhQMEywcjaoSvCGU8tFBX/NOSkDdCwPjTnSZ+HNqjEVL9KwO4LPxZuxM2YaiFciunuOfedduqFH37wmQ9Jm8CFpwJQIz343OLzXA/ZR86yaXVLNCGaUs25o9RKGbnwDRlqFJHMGMwYIEUSqw21VDhpEhUBeFClkoymXQlHqGmYptIJ47lytIhbDCjdXAatgndxw/rXd9t1rxtv/H1KSYkgucVjcjCpGvwHtl/wL5OOSseULxh0PiqVtq4JVJwMVDgmHdeRSkeF4zooF+A1lY5Kx3UoZQ/fMEOly6NRVc6siXAt10RYppw00GXpmAQsPh9EGCoM18Bo6rQXh/5DOYyIgvwgFZZw23LTIA2ISX+DUwTa7whm/YFyMEWJoxqMNCCKPCV8K4F5FCYKEwjXVFjtkyh15i556nftTAaewnhh4FKD9mlw5f2wvZYWOqJ5RXgGuYK0HQ+Qqa6dCOorLVfQpgYYWq2Zl0TBMOW4DPlAsw2Z9LAA8gHFFWFhjdX357FABiYcwlIJXAe4yUw5pnzx+rleyHUoSxTEAB0R0EdsWRYaLkP/Cj7MtYOMFsjZeaYi1HikFyYUHscEcUkFKj0RtuWGclu/F+s6OkMFNgh3VHqqPIWcSXnCdUrp2Wf/8eWvfO3nP798ZoYL7al2VDulozWBE3n1lTcecdTPPvr4M+vjmKiWGyJMmyVoDeEWKqlUeFjGZS5a1+gidOQyUtnreMNbFfNu8CLBgGct8fY3xbB1aXDUkwN6UQpslsF4F+PBW1fNmgKMGcKtsn0Fy3pkyMRPi3S7bVUDMgnVrwyfTChzQ5IBHggAN+AsUMQXwDhVzWbqr8Auw43GR48MoypbJgnuqfCN9GPpZ4RthDEqjT9rzjvzkht/O4eLqGxquS2jEBSTBuDdAYiJF2IpSHpIIYVwknvJHW2llk4JN54R7Vi0VBNE0KgwI2CSmNtdXljC7Zh0uuNl9xaCjQiUe1Zoo5B+VqeI94lUUcloTdq2tTni8ON+/eubYkxKJlkSLIz8lGCnh7Tk5QvBexkeQbPMRGRl6nBdoAisyDwCKrwo0BkVPu/qPMw09EOHLLyNKIWe8JDJhLqMRi74PmgIgURhibKHWUvPGynLZaht28W1RyYClVnQetCqjfOkgWeq35fVTqChb3BIDWwK1bvuGelyskKlbrnQPnDtx1RgFwhKFpPJEMYJeaFODLxdDSyqv8HRBp+ALrH3GoS6kDcXji/+6Jxh8IKs5sgXSVJx2WXtWayhI80ishw+cuU/cZVwPs1QtQwSFCo8EZ6JkjmJyFQoTZReWD8QIcQPNENP0lGeNYGoyHsKBHsI95CRDAjoVMA8ggBJT7mSTlKhMuIqrtP7cxVCTK+/+fbe+xx0/bW/9y5JE1oVGmHHY5V8em/ju3t+Z79Lr7jepyS0bygsSMWUEqZTZmN5xG3eO1TgzqROCoAjJBMrmOAFM8iGsXEYrNvy3HtrY+AY8mm1q+0BLDfzJq6iKKIJPLeKwpGymrjzPCulGnwMrrNu+YlEvBbGACrw2gdp3TArKhi6afoFoeqiKpUOY3FYFA7JLvRaYgdZFPy2ZZYxR6VvpB8L3yjPtQ8+rf3X+sNnHbt46aNcJmViQ4FFY7jWXLkCCAQ2bICo2uwF4hSecqekdzZt3TL65VXX/+bXN3/y8WatbDOWLdH9S+pYc4S7OrQRf82G1okDgSOyKf52Qicm/ajV4MIneedMei48I0Yw/8nHWw895Jjf/ubmGJMUQcjAZIfFgY2jskeKHYD+DIl/13tSZmh2K6BYTMNU7/0oUOhtURwp4yS40iOZjFzD+u41E9A+11zssDyOdpeyvIy4ZWXgZn5tQi1NUcT/xr6Hl6aoAXS+Y1c0JPlM3dKqqDyUIMBveuvtl9duaCgfCF4Mvj6dYE7Xy8BVQNEvxtDSblLv4eDyypftGkQGhru+f2ooDRCryLzeIHWY4mB2LKmAt1vlClHhuQwMhRfdHcjMusyo7E1J1qGO1Bsck4kvU5ZJWythbZmBCW4JV3AHFWjYp7UftujZ9Bp4d+iKhA8pbdj4+t4/OnDO7HtSSi03RPuGG0JM8umff3n+K//vzjfdcmdKiXBQi9dcGWGdtN0Y00GlAN9eqCoRbgmzRMCWyYIIZWGYAuT6wnzrNSSgJdGL8yppYnBjB5UzpkzLNS/wJsnjM1zLHEzNwPtR6Co07nNH8DSiDe93Rwy2fM3G6oKsnkmYafOKcPmkZkjbx2L7WFTOQr+XyOKsqO0P35tkN5Qjn58wm12R9DPCjqhKKT324OOzDvjpc8+vs1mNW7dMt1w2jDVMUETP61d3sBfMKCLljjNvTRqPmzPPuHDX7/zgL3/5e4qpGYuWdO1Tk8y6ejcGZLzKU4LaA0H8wJo0VNfYozYgRXqlolbR6PjhB5t/fMBh11/3O++TUdGWGQSwnqrlmmqCqyuCoK9GtcWvDBsLsrEQefCu0LnBC1YbZHK1n3+whZCkcSpdh0m5hAdHfoFlFwVYwFWrvrnpBeBMFsFQ6SblLzlSVaDS1p6GWh4rIRv4gC8qv0/NVAYOAK5wTPnmbdtH44YIhf+kJqn4I6g0oFUKrlFMS7wGn1g9UI1qJxq23GRoOTUJ619JLmXhiiNTlku3I1dUGChwdKn/4CjLw9WxKRTmCIDWsLZV/SuDUSWCAVdUbzKuYg6cax1uxEp7EM20wFT2IIBsHhSDasMTVoZm0oPoXNWVyN1RKjIRYBQAE50rEjq2zFqfXnv9zX32P3j2HXcHl5jyI2FnqJEqRpOW37t8z932/+vfn48J2KGuZYABSDYxIaUcHYerYvtcRSY7nYWao7M8CDi7Fq4dEn7s4e2DG1jDMsj7ByqREy4BtVJ1TOOA2QS1slDepisMgMOvGixCvFu/QrFgrl4qMJKUi1X0Ei6p54oAkds+FpD94LwHpQWmchlq4Qd3wtZKUr961I1IoogDTbij1DLmKPcwi0GoYE369a/+cPqp53+2eaxdGrWaS8ekb5gGyH6QYDVFB6gMZerRY5gMhBltYwhxwfxl/+f/8d+v+a8bJXN0rChFPG/E58aiDPXr1J9XP82Qfl2B4DyC7Ip6bBEW4ipWlUYpg9Yx+MSYOO3Uc264/nfRJ62SlL2Cx4B8yRGeg20QU54pT4Rh0M4CCfVA5K0nfgU1CVtGiXhZOmngb5n0Gb7XnimvLGQb0A7poT8R5pZOtsGCGRVZn2qHMMK0o3TM5JKDZ9LBEAQsQF53qSyap1U8FJIGKmzLQIIsF6igrWTybgw256RbYspSqcuADB7gaQYAACAASURBVCdtMC5WMgXc/8G8Mux3u6tSXqggTJQ2UemIMERYkotqvRF59Vuw6gNQegrM7OLUe/RcDHBhdSiuXW32aqgGxUgiYEEmjuSFBt6oRh5YfRnnDWX9205cUTiOmrcq+5QVueuMu8rpiwFeA7QLv6oiBbDx4TmCb5MmslxDsl0rfTflMjcb1VJCtRVc+dwdJR0RUM60RNTuBd0ys30spYnvfvDJT4865a67FriQqaEt0UJYr+Mdf5hz8olnzYyJDYkrL/LIg3wxxfcM/FBPx7pgEvCTDlUudyM36lLhWm5gP7bcNExDtYKWXns+DQHrJx+91VgR4Hzza5VOllYt6ajspZj1tdCRKY97EBGV1IDkOZGOSgelMiY9zRIkgUpHhMvVROm4hmGSNXPqqy1gWgEVvrqcmlFisA7yJGg5gkU5Jnr7WGzZTsHsQv5eR47Wk2DyNFehJaZtFG0Np1Zyb3R6680PTzjutD/cdIcLSZk400ig4YPo3CBvw9grV5lUCnK8KJf3XPmY0r9eXPftb37//HMuEa3R1LaNbLkblfrQJAsDrh/2DyTUAE3gEZY43YF5hTVP6tVRCxqWy1rcC+6VjErpCy+47Lpf/SaGpGUSolteA+VTSJXqLsWH9tGEoe/B9cOBPimoS1XLxQZIveqB0aU805k2rEGwo+wHr/h6AQK14NTaD+2R1x3+RNpX98GVocndlc2Z6sndFlMIg0p7rqg6G3zl9domiRJcu6JV3HkgvBsHyGQvwVKhZpMI7YS5Xz2Cfr69gJ71pQ2YjEz1atH4G006e5rFzl0dYpTDIJNUcTMM9a3jrBrgLMibcXI8qcw9+PPBAJu6PaFXD87ZckP6w1a6pYhuLO/jfpMIAQodCndDwrLRlHdRZo2Mx8Q0DDSiCgGvgxN1y2XLRSsUYXpMtI/p3fc/OfrYM5c9sDKmxEXgzHHmgk8ff/jJgfsdesUvrjE+jYmGEYt5wLno6cYSnhVkWmandSgW0Fs5vLCFqZ0hRZdZxtwRAc1wWW0BnnsYbIQvjPYmty3KtrEdkJ7hfhvMg0Uqw10uLuyA15aHFZUNyNGEl1zAk5aiHqkpfUVgZCuQihG5WqEBx1OL/BjFgjU3KA7hDGYgBEepZdSCvhynJvi0/IFHfrDn/osXr9AuUQFFly5lmUq85n1pnwFK2zI700hrIyH8gvMuO3TWUe+//WE0qRmrmUaOCrCG87/iZgJ+GLXqQ3Ntf0rOhH1tvW8cMfog/aLMcWY5c1rpa6/59a9vvCn4xJlviaLS1OnCNXgva7TjzMCOwnt4kC1Vn/HFbmOAzgMwiGHAAVMAnwpvZo4o47LfTYm3AUV93RNX20tHqg2SNpiQJi91YKeAhkuEYTIoG6Up8T74oaGu/uDG5s8d7Gr8vaYZejP4Ib6q7lfFFWEZsWKsHXZFnXWYWsgBV9SvE+BPx88l31VlKLdd1UTFbgqATTUrqr4k47pY7gxdAL7y6pkGSdUAwasfjaqYgYqJ6AetDVlEQACaw0uIlQp8L+MsXxzf/L5eMwxmNS1zXAXWr6yUwzClmdJMwRDYEFL6/PPtp55+8eKlK0NKjHvBHefOmbhqxeqvf/XbixYujSmNWjkmckw0EBNaVtHvrs0OCNDAFaohKRAB8qgF/b9wRTiSyED6tDEZk6ti8uATgzTrn9R0RxjI8zrr1xlV2QOT0Q3vQsDitxJeHplhj9gQVVYfGvumy6Hi+segwLOjztZamQe7XzOYcpiaFdU605jombFkzEoRGLWMWsGs4Hb2HfMOnXXUunVv+JCd6pgoTAGYZFVUT1AqVbo6DzhGrabMOpfunHPvbt/e67ln/plSYsRATwPJ7sQ01DbUNsy1QHmom6c3GykyGWvKVUumJecztYKKL6AHXXLbEt2MpGBOSfOra39z+WVXGx059ZQaIjWR2dmUDCYH45DN1HwC5snWFKfWPCdCno5XxqcxnqceNSfAL6bYTZgDa3v2sVx8BPFQ/H6cMPWDtYquTIngBkT2iWQFV0psEe3NPcUNs6AFgKdSYlxr6jaehDexarIoDVuyT5nFBZuhK1IJjm4rqsSUIyIP4kSf3rkibNmRK+qeaQ3w8cXXapPQjktgrwWuIslYceAqMnA5snNFtcRYaio1rewp/EIDEOvkTqqhjFxFititvHPAWc2zbCL8lG35FtBJ7XDRCJe+eQEe8cOqWRHoKXSnzey+WJOzbBxVRJ1JXUbFta+uiEkndPQxfbp55vwLf/nQw6tTSkIG0mrOrNHm9zfc/OO9D3ru2RdCShiZr2YXP7VKi6DCVyYU7fPOGUrUqlslIruiakwy3S7P9aiO/AtaCKa7oh39ELsWnslN+dNLh0ye7lqJM/lzjSsYco1v8uu6tKD0C3F8lhvXvigSJWnDMCuazDxwogDD7gaZB84JMhMBlYsga8OGu2ZIY6JHjSLUMu4IMYQYbcJHH28+8aQzr7ryOuMjlVkEqAia5TrTwP/h+k1bJlnUQdSEu5lGNlRz4ZVy985b+KX/9j/uun1eComJsJ347a3iJuU7kVJISWrVNIISzYVn3BIKpAlT2gVysRFXicoqDHVFVmZaLQmyro/KjsaibTWlVghz6613/frXN8eYhPCUGSIMk7ao2OWmDSrtiIiWZ1YS1740Bnllc6MGqN6xPDc+TxXCTqgaYuTMeoaYd0oHve6lYhE6ZIwXdWdoE4GPLpWe3ieKMihWlHSkZiQYAZvEsrHvxI29X7zlpA0KtLNMlAaY8dAI6bCM49SdyVHTAy+DWae2Ew628SArxRYzuyLtq35Hr6atfO1+ZSprTUKxAWcbeRqQBIVQx5TjCmrOvh59L54pWCSPo/XQxMOUB7AeSikwVBsqPUJHkRswoHEqVGgdOsyEDtLGSkNg0jEJFRefW3a6Uk3ImnjaCxNAX07ktlZXHofNTT/CCg11QVjDvYodjopqwNHLirSvFwmlI1rvD8IJS6UgUgGFkHLHqlizclQoKlXJqHxI6fMtoyt/eePjT/wlpcSY0crHkD7/dNvhs449+CdHbts2tjGhGliXsvT2e+mChxnN1aN3umgiXzaV4AUDPC+uOzGn4pDKTC/VPesv8DRTo7q6qfEu68WIGipersBxQdmoXeYfijIAkPc0XGqZORXKYtZv5BKqUF4YSMJi7j/THa8Var1TXFFFqwY5R6EqdGlNPQZ1/mlHp4FdbXfL7Bj8XDmPjWnN+tf3+uFP/nDLnJASfv8AOqvqRAM4uAYppOhiUeEJN1x5pSKj6obr//B//e//7YqLr1atMTbJkKxPmz/57LU1r6578cU1//jH+69tDJJGFwRRgipGBCWCUDFmouGyEvMG+RkOc9CVTJkMW3kWhLvtjSTCvPH2h5vefJdLQ7humCldCI7kABNasitJxFPhpY6gawuzn+td4mWGMRURVHaAP4YLMxNwkBdlssDAEOADs6JR6BQY4tHmmyACUxnWA7IN5G3FPn6Blo8VptdiMhXAmbx+PoGMwaUSqbs2ezP0dl+wjbHbrhcwuKQavFceQT0zgEv9k/fAUl6ieGlyg522ictAuK88K3gBv60ao6xOrynv6epJQ73kzOko3yvbDuUjyJKWH1b1PFP/F/BhVHtw3DhpYXy7K7fXFsA23x/lonJBhah9lK6rCzJVAed8fq681KVJSASZvUWgWUCr54dq8ITzoe5AQg9wM3EehrhqsWxbV4D3Ti+xlIEN1+DnYsuMDWnbTLN06SMbN74ZYzLaK+mdjW++/sH/+PdvHXPUGUJ4YerkF1wV7upnDA2HlSYZn+pkwjqKifK8qWtG1VBLWMdfrzBjx14pk3l35G8mD5xv1ShTFk1ejnrOqokYgHjwBIGtOknM49oJNCJP2lqCckW6xaGE3g2uX5gJOVTsMKoHwvQ54CYMXBRmEKBacahFfiZ9zZSrkwOOeD0P4U6auHjpyn0POPRPf3nGx1Rt+mR9CHvBAc2vVmhQ3dI1zFDugk+LFj741X//z7NPuWDrZ9udFOv+8eyqxYsuOeOsn+yx94++tcdeX/vukd+bdfu1t6x7ZZ1WhlNJWkmJJFTmsdxoKFEtHdUssN4BVlgemEaIXSakd6NWjVvz6ebtr73xLuVqTCSu0hWIuWs0Q3VmJ01QNuFzEu5Y9ljg8zTm+HMEZGGYC4y7ctH4uCMDTbtBSrEn4tknCOQvyxzJ074jRx2gNRPCVAXIeBome3PE+7zk6gwqQv0F2UndY3xiAtOOdik+KraGFUgHx8AVTTrOyTISvsgef8R0NZhKGai5NVDmCg26Q9Iqva2mTUyGOk2Da6fclKHvuHGy3qJqnogwdbDhIHbGQXQtJ+SMpDzl+r1AoXkAtDLZaSQWyhZQmWDURc8VYes5iEI4amFmqAcg3wEJKc6wNQrVJ4bdUdhEMGW4zrqlVDhp0wcfbV24aOWmTW+HGAkRzViEEN9564Ov77T7b2+8jTEzpmZMgKuJK2qRCtfQPI2+jp4BDZrJYjnCVDCc6Cv0Us1pV7fTAXc4DFzOIITiCFegRcYCnrIJCfJ+PjGCa3DOqYEsR1D54D2T4DafaKob7IvpDLpqCgcuB25cheBwGoRBM/z+sjIqUDglewDnIXTcPqaXX/mrn19y5ZbthKsw6fBwFoJIBB09oR5okfmG2RFRDdHBppdf2vCjvX98wD6zXn7h1QfvXXbAN/f+2pd2PvPsi6753W3X/+GO226ff/n5N+76Hz84eL+D17z0qjdBCs2ZZlwTkEfrMi2oLU3xkVPX+uCHmd8hvXLx78/968JLrtLWd71QJYLDtwugWNBDg3IIQ22h4BUqKkg5IDkwJSUHvExZVqJg7BKy3bQ1bJkM5EEALZTIKGQ9BWYgeGd5CniqW0WgHAhnGzSrzhTmt4KKF0ywrW0TUxzMF7uiCqNVjUgc5dU//OJjIkOazpbGrqirP2nLUB+u6EMl+H523876bI4L3xdUQjDSQHjWKSjLuzcmFTd6F24kqH7ZQe0BI5+yLy1TmoIjzG0btPjgr1CTpBxVIEY7k/jNmQQPLU1V+gHuT8NkQxVkEmVowjArwi6HI0gZx/Xlczt+BwimVSODLUCByGJNNSgieUNWRKVqhWi5apmm0o6o+XQLefKp59966z2l5GhEGDXehz/eevcP9jzwrTc+dD4RAbOhTaHvYm/kN28jn21pIMhu8xQ0N2r1TKPGxHSZkIyYjktQZ24/1AswyZdwz1BWNNgpeGtXZf1JmUSuc34zdaNV74JTKOyZ6oE/Dq+THfmbL/jfnivChaKqhYrbiSCV2TbidYLqICdo+0oNeOZ3dU5Fnr2D+BpqmPTapfc+/Ozgw4658uobxkQDNQCXneqbK/G6lqDK0+qR9Lp0hFnCbEu1UKFl6re/ueWAfWbd8fs5hx94wv77Hv/Qo0+/v2281adRTDIlJuzqR5/ac499rr7qOi600p5STTlI9vbmlENHRf24+h3RsPMifFKunwoPAhCUO8rsuJE+pEdXP3X0MSdp4yizoNma0bbB6LCS5iubO58p0JRz64zPI2QKfJ87bLihwua+gYrvFxAMMzKZrmNdPCtTl6D2Axq9gK0TaG5gumGaSgu9MvBMQRRV6qRs18EqjFeuSzhwOQFOqGzQLuafoP4G0DHD1YLqOCc3yWT9qb5zEKlN7oG6cziabCtAlma6JpAv4sqeScdNkCYql6SN4GWn7e2u5QXKV1k5UHquUm3/LPF7YMoz4YSG4hB4rPz4cJJd/xYKP9JEYaI0EVYmUIQFYqjXqBZnjTj7qTietKHCjDn4VRbKGPD4GqbHTBNhucpGTbtoQmIaJOwslY5Jy5QX2udMWjmmahXTYyE7EKyD0ZFfEIXg2KJQ7JzoZiV39K1BpaBag8IPrN0XLodxynNtqNJUGkIVoUIIOx6LzZ+PCZFcGCmc93H71vHBBx3108NPsLbmMQFaTXAFATLabSO+dYbVsLhgd7nkTIRrmd7e8C0zZPuY4/k7rLacKxgKVcYylRFHQvtJgE6gtH6SlITzGLwLamYzqNFOIt44oMHPpW5PHLHhmm69tkFIh9fh0BVhbhsuxmCiAWbNVTeDM55BtlTPgAMWMKPFuzjCnbLR+LT6iacPOuSolav+DHM8S+Fn2ONdo8JKRS1Z0RRXRLlj1JJWj4naTjU36aGVj8864LDjZh17yCEnPPrXF2JKLiVmE9ORcGddiCldfPl/nXH2xaNxq2wkLOfL0E5RvJFDUFhPOxW7KJyxEW5Bzb4hhhDDqCGNjiE98MDDhx92DKNacE/LUhY6KpswpFAXNO0RdWAqSac81hkdJAjEe3IJgSECdJdtGJBYrpUnqLh6mhvaa68AbnnzBSDegbIDop7D2ypawsqMAKBsIYgDSk1whNriCqUCaQO01lZnIxB8hHEJvMGqea12GTsYhajbVBokkDNdv4DJfHMG6DEVdoAvDXAkKO1Q4UEYtD4a9DowUC3jOcysjykzm3XuS2VdPxAsvCrn0YPyoMN3kM8xRAaZbJ+iiKSrrRcl1ibC5KYQCSfPET1kcqRInpdV6rn0dQZE2fieSs+E56rkiCgBqpnr1HChGs2hp0cCjBiZwGBJxTwr8jkJeTEVWq5aLhnXUlhOlTNh04ZNf37sSSattkkwl0z6+xPP7P/DWbfcPCelBFN0oZLHFZaa7LYnRubLDOgO5pI2MKXHVIwauW0kto04iteT0ImpWtXLMMNU4Z+p+Qfv6/Fjd8JLHzFFTfT1ttcDU40kElbe0YfiQEFMjE3C623gL+HNw6wIU9EmDxxlQFWDFkobrpr03UNWD8LuCj+n8gZBubjk8qsPP/LEt9/7RLuEEy94Dxw7Kg61DKK2XI6qvkqoyJkjrRkTvY0oF+I/n3/p2CN+9qNd97n80mu3tbRVYXsrt4359jFtG6GVTSldc/3vzr3gsq0zrbKpQVdePWuFzmqyAqXIklN3mVNxzDWUjlT4ptVtoxi1wafFi5YfPOun4xFVIgrh4SQFauv1wKMDNRuiTBwDGoRPH2tbe90HsQ9wZgrIVlm8ATdR9QBrFZnIOEyZDZNfVyeBo+98bQioBB4RyPrhM9PCOyLcM+Go7FxRdx7VY5TW18rBYFOtXKwrnkyoFw94HPhXkByAKO3AiBdjDY4HGkSAFBcgouL9nVnMZU9hr5T9YqW3DixpQ02dulYDTKassF7ZWIP66mykGeoxlmcdCLdwKoWH7PWLXoPgujqqMRVgqqorwlyAvh/1BQAINe4cNYrkjrquLJ+PftW93vxqxWo+Xd+DDRwvREftof08lZYd3Gnbu1S8/gcbqr5uuSZCC2mN9lLoGOPjqx7/6aFHrVu/IcbEifU23PDLG/ff+6Bn/v688UmYTCphmdsGXInucQCq1r2WHhTTcfkWvtrW7fSjT7e//9GWjz+bmWkk4Q7AD65dbQLdkXvGu6wCcYNBEgC3IvcwHC0xOOHgsySi1H6BKwKXqVw0IUtB1iSsnmEAadQfNkxOcUXY5UzWinDSUz1NhfIGRZoaKaAEqOpVB0himHQNs0z6Tz7fdvBhx5x6xgVbR0yYNNMqaCcatBANUjechmPNN1zuY8wSYsZEb22E9Gnj6++ccsIZu++0++23zG2Y4TqMG0FbQRpCRo2RajQip515/uVX/YpwZXwCKnlbZFLrv/iAZi7kbvPMnhqFlYvMBp3x3OIaQlr+wCOHH3bM559tk8ILYRvSSSgNDDdQ9YVKNcWRJg3mWxezYguBuJNgYUBvk75zV2i0Aa1KXzp34+ejTMud+NaBiq63FDkhDYLcOMrOMRHXvAQimJ1RvfXQbInAlCPZFSmAj6ppxq4IV4NqXgjZT1730B0sNdOdhAS8baDcAxujYN9dENrtbdMRB0CPgHCXdXKnVt2RK0JNf5WZUnlTlW4TuM4KXXAqUqY8SBOqbR38ef2Xq4psOyqyT6XKkN4YC8s7+DQWX57vBpVGucBNt5yyK0LBEAAPYIKRTe91a9TLUzZy5SujFUjb9S4NFmE1T9jkEZEXFcM1icw479Q8UZzUc8wonsbjEwNXVY8u85iFtJxr0rKU0vJly7+x0zdffOFfMSXJQ3DhvNMv2GevA9599wNlIzcBHEbFSPGTZTLw0kkmsn55b9YUfDsi9JjIUSM/29J+8vlo24hDiA9PGZ5UffqDBTnw0xTVgCdAth79pyZM3e6YKJfiwEV0ZEiLAbqBHwLZJJxkY6QOoxH1nNUlD7OiEs5PZWP3uMj13zEa7Tr5Zkxmw1rdRRTLEW5HrWyItj4+/bd/HnzoMStWPuZ8apkj3E7VVmiR6BxoDtVj6tW2zFJiwBVta6QwYeu2mYvPv+zrX/7P399w82jMCTcNlQ0RjAlJSEpp7Zq1P9znoDl3z5emEOG4IdzW4UMDBLJ65eKxYOqUaaiuTAR0H+yoVQ3RlJhmLK2JDyx7eL99D1q/7nUlAyGmobq63p5DzZgV5EzdmFTMVKn2RdoAG7XWIXBWhJcCrA8wNw0Fbo+rRYuCTecmeZrHUMbM7MrcBMfKgKI8ewZVIOr54ZIQuIcFRVLXxaKC0LEbLaM8lbblGlZ5y3XDVMs1LbMKB7sF86xgog+qmQ+Y2VlwpU734coRoVpu8kAdTArS2Z8J40Eout7V2tzN+yqf2BVBWbuhBuCBgpdmi1kCarBingrPdLdR4VQ5L9QeZ0UUCRt28GZJmIQOygZlgR+VE9/8mBSI+xmmbC7/KJcP7UXWJ9RltoWHTjUs8FieFJb1BMdQn2kn91WcVo6Kak8JehY4MYU55aYMMXI898x5pizhRhi4QhCg89U3l/VTeyqH1KocJtZmLFn/JDfrEKkJVc1YMKq0cnfPvvv7u+31wgv/SilZk0Zb2hOOPPlnJ5xmjCXMjIniOSjsUtW8a3TerQBv5C1jwsDQl2+kW6a3zrBtI0agHyNDLDAZJ3/9HOWA/CMaCkWEJVzn21VCNKD71tXLtcVCq1w75YIJWe1wEtmbzHuqn5v0QAMHVoPCkoSFWnOdetSn33NFQsdaaMHAV4vGHIAlHfcn+kw10P0fejSVxFChiVBEaioNF04wS4m6+Q+zTzzh9A/e/8To1IwlpY5MAZc6zaGpMB0mc3ffgtmG2bbVzVjSVpNGXHvVjV/7ytd/deV1oy1jpsJm4TYL8+moFZw7Nv71L644+NCT3vvgU23TtpFoGNDnBFW6draWZMV3s3WHOhkdqQ87S/DfhBpGjRTe6LBg/pI9vr/v0089E3wajxSmeKCE0sBU7yx7vAMZZuwDQBoL9n+ZuhiLlc+hZYULeKGBZeNuhiMP6mTV3pCSrhwV+2SwYZdrWalwl1LGH5CkTanE5ogPNhJXtmWaMFe5KmhwdU8ya1AImQKsKVuNfpOVFWvxplc/KLljABdbx4K1TBAupQ4NA0mxjn2b0R4VcHMPfiiEGybd5m3kg4+3frp5/MnnM2OiwdzglAKWltBRF3y/buyWqzETLdNM+Ar7dJKGhcdcR5TCyTFSndUQhC8RYagjLruMWYTCja4M8kDLz3EWCFlXoUsk2Bdwh6HRrSJg8JNy8xOTkStfl3HFA6k0QrnqSic3PtZNYFVaGw0qo8ID6RS+I7JdXVBbhESzWEk3GVblmyBkFNxrFWa2ji+/6Kr99z5ozSuvxpCcTWtf3bTfvrOu+MW1zgajvOqP4OMdFdByNG0WoAKmrDC9WlEFJEt2XoZyFVlrpqH85icPoNLR3GUY6ibKuR0KoUC1Emczw8LnDsS0BjsIY304ox2YoAro1bcNXnOEKNbfwv/2XFEtz2APNEmnxrlR22/6IbzTxsZAFuGe9htHshAZU0JaLf3nn40OPeToY44++cMPNluT2rGkOy5ZtX2e3kD4B6dN+X/h561qGtU2KqX00LJH9vjO3j8/+6L333pfa//ptvHmlpmYUkpzb5vzH//2tXvmLdU+j7UFXfQRISPCMB+BqwgMDiZDkRwOBJWR6qbCXqrlrqWWMdeMpODOmrD60Sd3+c/dF8xf4n1qGtmUBtiSKMQc+SJcBTueHbgli+cS1eCdK2jsmNJAgM854MnUeAerHlBpYLYmy5paocxpDkw6rEeCyx6A7GEjzlVkKjLtB8I82ieufUOz5lMf2Y+8T67DH8QR/Nh9C9UjW1aWRE0c65m790gnpZXCSmGFsNb6GFL0SSlPcd2uG8o1pQ8JkjMm7UwjITcatfLdDz7fNuIAFVTwE0K6wlUphOlSAAB4kEoc9iE9G51qagIbEC0/DFUFaaLxnSA3E7We0clLTuLP+P4jNzZc6vhD8d3u53BJ6ICfWpfLKlfdJKr6ZFJA/ab4t3iLFS81lAfrV6l7+0UYJ/LYOiD+BcG94MGHNNo+Pu+Miw77yZFvbHonxhRTuu+++3+4948ff+xpa1KKSfS+sqPCldyom4Mn0BBhTCIoHWlO2jqLqCvqlMvTMM+lHBiD6ZVsu7uhfC0XDXwAbi+rEBnXPeR5ano08EP4bbjPAcqKOOfrZ7o9r1ZJ5PicPVe0bcSbCSUFDHYViVk/gOnwgusS3hJ2ZW8kNBGqFQpaGhsmGiYaKihTzsZXXt649w8OuPmm2YxqwQ0lpqXQQTYl+xmAYxgPHHgs+OiGuzE1TaOaRo1H0tu4fMlD393le7t/c/dnnv57Simm6KMltF20eOlOX9/9mmt/J7gQKhYuHIxKog0TROAIPbaZiQ6zGrum4Hrf8GbIKRE1I6II0ZRoSqyzYf78JTvv9J3Zd8xNKRGi631mqCRAuOPKIvms7tFS2aUpVBqaceGp6xg2rWNZw7iD3evUg+qK+hl6zpmy+cg7zQodhEpM5gp8S2F+TOTa10vtchdtmerGKg92Ec2dKNlGSAfxXaYvZ9njksrADOluifdvC8YHUFbkWGFeFEJ8gpIPrmBj66mkU9xqYbWwkmtvLwmROgAAIABJREFU45uvv7Vq5apt22ZsseYEMnUZqYhUxhor4GsTxjPpxkSXwMJXcBK1uQQmgyj6XQ3VDZpWVVtAmHTFfU4qmRYASvaGsFQ3A4628iwGj2AyeKo5TYVPSWGuwn2rqBTshSo6zlFJDHmI/IKKwISDdjdpvfLgYjWRikkDtwiNc+xiON5RLru4Absr8OJlnkBXKKXCFazbMQmGCDl4E4SF0fKB66hkVDKmlD768JMjZh1z9qnnbf5sBszjmWecv9ee+3384WfeJcUdF57KwERkIm9/DoOUdFSuZ2SzK/IJY+nQ/aZ91L43uKvzlEIz6UWfglFFdRly9khxw5NukpDFHBCcskzGndgDCcSGwK5rErvL+JsLwgKk0UuYpsIDdW/iIBLuz1BtgfRJ2zjvqV6BFMUEnJpUekIeiMIthQq/yP03LdeAijZMjYkcU9lyzaRh3BgdFi544NBDjnnpX+u1CqMZwYhpqR6X5qRB0ag6y0kUsb4HYsMx0aNWE2aZ8IwZQjRnVorwmxtu/8p//8Zxh5/4yRvvf/TWextf3fDA/UtOOvGUr/zPb//8yt82XCodto+z/N2Y6JZrwiWVBoR2ahSGK1L9uk7Pi1QzR7hrmG2YaVrFqKFEeRcWLlz29a/vdtWV16aUCAFEsccBIdDuKite5Fhu3bBUFqxfexC4heIh4bpqtlMUtgOCAcUAJmxuc+Gm5bplakTEiIiGKSoMFYaUg0pDlWW5zGC7vh/pmAy8kGWFDkIFLgNTnlUHoCzMgyHSUDGFa1uO/HVK34kbU9kwVQXTeIbIQ6mvBKEzYg4ZEle9XATvgbzoVY7lhQYqWlbWqqBrjcfhnjOmNTeSKkW1M/7jDz8949Rzd/rqLuvXb0gpMekpd0wEoaLUPqZkQ+f5hntSOqEzxDQmugbvJDdXep7ny2UpDSZclZ8AGdzsYlWts/o6c4EWxkddfjUOy1hWLkTFohGFc6lUvRpKGVP1TwWZ7/o04E8A7K2lZVaGgZY3RCoyZZRJr2xHH2ioIcwQoZm00gRpgPFoqAJ9xSHhrT4auJ6230qIE7IKtLaoCaT8EEqPXuhOhKKSmHOaAk3iIkjhU0offPDRAfsecuG5l0luU0prX9144IE/vemmO5wPhJpxo3g3xznj8JnbbdNkDqFc0H1KW3UJA4isFwIWhT3wrBVvr69zb0aRNOS6a4YDqkLNrSsrZ7KFHIMKmO+D0TPkjeAPQ+1i5NorG5QLDE18gI51iSTAce41mYcNaQuTOFgN7TFGN7C/DTXbx6Ipw/QAnSRCU2FyLCwNlWZMgQ5nCbOUlyYD6YVwzZhf8YtrL7n4KkqMFK4ZS5j23ZZO20qLwKuz4of1khCWqOHZjFq1bSTGY86o5lw2DR23Uuj0wkuvzzrsgl12+tHJR5x6yI8O/8Z/7P7d7+z7o32PvOPuJZ+POLVx60huH/PtY4nzQlIocDjjwdQM7IqqR0dGIdsIwixjnrSKM+Nd+ufzL+3+3b1vuWU2ZEUj0vuy3ZZTOIwNOPukmc8GDtKOiabc8Z6YZreHhY4CkZ0638BzEyUMFe59dIEgqmHKfT+FBV7srxM6V7+FzmUYUjpO6gj5eksx1oRdWg1gs3ilsoBjCOOptFw7aYI0gctQvRq2VtUPCcRlICLX+eA+fLp5/P5HW4CiiQeadJckfcu1MkZw6aRPMa1YvurfvrLLbt/d7+233wspEKGE9JwFRrUS7N23X90+86ENsWFVZgkVyZSvdR28nFoGDUOWI1iDq065FRsIpmwhBUCWkzljUAisaQTKk/ICAM4x6HQwhCEPQDD4rShlc1qUjsHIwg9r/lS0APqVf5kh5QISQvtR/hf7lbKuSjYG97z/FGou1ebRM54WnLke/bSsQsQ4Wewl30L3LGMPj4KETEWuYkxpZmZ87AmnnX3OxUqElNJVV/5qp69956GHH9cxUWWZ8W1uyHXgM6QJykZhfd9wZwTMhKTdkEGHEbB6GYMZY8J4aaoz8DndEaYEiwDH4cLMEGSbKPZ4PHSxZifVV00CdJ2jkjqLyWKZDxOVSdKmetpBCjXwRoP8rPrL/7UromXCKUZda7xfs6gahmQFlDyKStbqArCzSljkWmZHRM800rr4/nufnHjC6fPvvd+7SIklra6uaJD6YJMBawt7gukUBqKbsSStFFxRzlsqxsTomN5+f/O8JauvuOG2O+Y9cP/SlU//46UPPt4SUjLOjYkYtXKm6Ujq4ETbMit9skyV4zKZmYH1gnHSlvM2ahpqOHejGc6ZDT49+ee/7/qdPe9ftNz7uH07HVG9fSza0rZVLWMJ8TKYU3dX+ZRuuxYkJHMEQJ2hL7mISr65PwagqkxgK94uFlSnDFbpCiqRyUCVqxzuelCpK8csq7n0+3OL9UwlsoNWjM5qwDulScIkrrvgEUvqtcKA0AucGUSYKHQIlCUHOSLNU64dQyySMYEZjxA+d/BUBbW4ilx7KiWjIrn06fufnvmzc3f5xl5Llj2itWFKt1ILZQUz1vj1a9ceddgh1117TdsS7XyLOLXZ0HScY1SJ4b7OTMOtG7yMSay1rs6nckOFL82Vnd3HBVrWReuhJittpghHrjoueD0m8dIKP5KuPN55LwD6YAINOICChiXST2LAIU0rHWXValb4CEyGLP6LcMJp3qujxnU2J+eyJU0vgo19ADYyGWE5DYoikLh3MloqxpQ+37LtsCNPuPCiK52NKaXzzvn517++63PPv2JiaqWhJlBVSdWlnlrGiQ0MOmBxtdkTh0oYE2OI+gz5B0abSy+5w9EVEZppKyeqOIOaDe90qobsOAwJMtQ+jAs5vSJQHtebI0ihk/FJmtiy3nkKdtITxBuUkSqELiY16KoJwxYfw3EYwQDcrIovFBut63druBpTAUlSy1VDTUttS21D80SZhpgxMdaklSsfn3XQT//+txe08pQYRi1njjDTsC45qDnQCD4023c3JqZhFsYL9eNN21buOPWMGsGUkIJwsr1tt7VCuBhTGvlEQgKPrIxvGjqeaThThNsRMXgORctsy13bvS6euMsR4YXriBIZS0RwIrMNlJe4E9wanYxOS+5fset39li4cGkMcft2XucEwnSThhrKPe80HzvWGdhugmp7DbUw57GkXzmNa3vdXZ2IGag7MxWFSdqmQrftVNHwfHtcosj2QloiDQEeSvmXSMOUEzqx6orKMMd8BsCFTKK9icuYkpCr0y2DqS2m5WqGcBgrTrPmtwagicsIFLuWWSoC5a4Vmgw66YwTNkibWG7f0TUDKOlC4jpxlaSJwuQrb7luGBdCp5T++uRfv/etveffs9j7oG0CUqUQyhiTUlqycNn//b996abf3Ka1plKPqQDJHAYq3UIRbinPLDII/0FMjKuuf7DDSTL/qgTXxiGTYYWKTHiSpc880N5ongdT8/XM1oEXNVjEzx0HOoMABTmnuiTKA5JdIw58kZKXZ+8CnztMvIo7BEggr0busrhwycDaolTSctuwHt2AdUWs2OXBvCtNwWppmGmYGVNNuO1V/hRIKEWmAkPsGBSpeNpR1b316bPNWw8+/LhLL/uvlNKbb7y9/34Hn3LKOU3LbEwjZloFkkXZrFfh8IG5r2lBEfrD2vBVPaHjQNcu9RqRYP0q/Dr/K6ew3TBGXZ1B9TSyL/Az8Ez4mHRFBWqutStYQq5lrmG98ce8cKzqZ8k8cqXXfFILaVNqRWDaxkWEu+2TFCoWzGSojZ+4fgMV/hqWdndZmIbqlpmWdflEQw1X0ehw4/W/P+qI49579yNGLGkUaTWjtiW2YY6JwIHnw1zT6tFYjhvZtrpp1bhRo0Y2jaLEUGYZjFTgnjJPmSfMt9Q1xLbEchootaSVLW3HdDTm7TZKNres4YwLzhgbjVpGFSWGUSeoZdRT7iGjaqkhzMLREDNuZdOKcSvGRDZUtVS3VBOmW2paZlpqWmqp8Ez4lppxqxqiG6rHRI0aOWolNBu1zFCqOTPNWDLqFi18cPfv7r18+cMppbaVLTdcxZlGfLplPNOKMdNEOJ7NgQe9rKyaVTRyuAowySbPnjGRCkDJPFO+5QbGZBBhW2YaQAhhVrqOTDgmYLabJ8K2PJfZiHAs4xUhmw/hueoFrVw7AfPZKpHBOK4th/kRuaphGwooq6TcahOliox7wiyTnnFHmWMif4XcOJWnt4G2nuPKMGmo0EI77aLQnivTcjXmppV+RPUMkUQ6Ij2RnirHlBbaCG1lAU+4slQYJhxhtqWG8kxhGLeg6JqLw1JHIb2QXuqodJDaEyGdj0bray6/7ge77f/2G++llFrmW26pUELwlOInn3x6yKyjd/73PZ/728sppVHLCVdwwURoKjRVhipPZGilo8q30rXCt8K1eYqSJUK3Rb+cCsOkkcYr67k0hMmGSiY1V0Yax5WHnpU8YkdWTootK1C3zBBmWqZbbltmCLNMeaE8zV01ganAhOclrBHZTEP1OzDhmXBMeKGT1ImrfHO4ChQdRPqG24bbVlgqAgd8VYKbtG3eO5YyR6gjzFJobwfiH3MttYTatoanRDeAZpeRMU1+4Qj3pc5UxCdFFyVT4YUKUkcmQkst5Z5AREhtSy1hjlBLmOP5CiOXIa9PbVmRCCFCEaYot1wEOI+2ccuWbQcdfOTZZ1+UUnp01RPf/taeF110BedC+dSq0KooDG72dLXmhI17TXmL+sD0jhxWCJ8NA8vZQbUd2bgTNoWP63C8qZkQrgDh7GSSzN1//w51UXMqxk0VaYVwZEwU4U7aKHvJVnfm2i4yebU7zIpwPtQWbWCcFyOqgoZ0p9DzHRGmFbphCjo0G2ZLT6sDCKhhCiC7hgki9JjKMRNc2fff//ik4085/uiTtnw2MiZpk6hMVCWmEtdp1JqWGiECp8YI67jUzFATqPPce6JMw02r3Ej6bdQTZgjlTEipNJO8ZZQKKjRrhNzSsBmmxlwz67c0ZMuYtMow6ShzLdGjsRg3Co7RSM6MZEts2+q2NU2rhAraJuuTlF5KI6VmVDGmCdWMaSEM54ZLKOL5mVaNWsl1gCGw8DBmiCTCcO2Y9lR5YQKXknPKqVI8rlj+l12/te+SxQ+nlAhlLZWE2+0jPmqk0F5ZJ43n0jdMjZlohYKME4bxEKkbLqV13NgRFS2XDZcNV0xZKlXLGZGy5ZIKJYxl0lBhiPREOGUCZY4Lr7WVXHOqBNdUO6oN045KR6Qet2r7djoacy4DV1YYx1Wg3FEZxtQ01ApllTSCK8G1FFoKbbQ3xipplHBaOiW84IFRK4QV3EoRhIxaeSE8IUbpSJklreHccemJdFRYbixVgBpZKu2I6u2tJNwK4wjX1VcpE5jUXFtlvVCGCc2lJUpTraRXOmimFVOKa9swMya2oY5wR5XnOoIUnnSRSZjVa5lUQlulnJLWKGd1cDpIpYmi2uv3Pnxv1sGH3fyH20OIUkiu7VhJbhzjKoW0+uG/fGOXPebf/6AxTrukbbAuaeM595w7RiwlhgE4ybyQkYsoC+CpXeI2MB2YTsJG6SIzTtigHSw2q43j3EkZOLNCBsEtp4pRaUyQXDMiOZVaWqO9sI5by7Sl2lJlW6FaqWYop8q1wjXctMJLF6kCL2iFTUSGVnimI1VhzFwrPFWhFZ6o2MrQCN8wO2ZKuTSmhjCjbVQ6ckg9iZYqChWFcJxrxqVU1oXoQ1LGUSG5VFZGQ4KklhHLmWcicpcaGVoZrE/WJW1SiMnYJGWQyksVjE3WJ2MTF0mbxLhn3CuTqNDKWG29j4lrQ6W2MRGhhVLGWamM0lHbFGOKMRmTvE/GJutiCMna5FxSKkjpfUghJBdiTMk670NKKYWYrE5GJEWT4j75mFLavn3miEOPvu7q36aUFs9f9v3d9lv96F9DSszGxoYZE6kNvMOaBqqyHfxV/IfBzRWstrJ1qIAHugpCOzvMo3unClwGYMdJOxQYhAxMIKHF6oSwr5rIfvIxzTP1MryKHNZ/yzttJtSoyAq2QTNnDVp0h3cGXwmfVFuohcExARZc5o8NqiOjVo+JGjMBrqiqTRChCe+objWRgntdXJECH8a1a7kKMf3rxbWHH3r8zTfP2bZ5M2lmxs3MuB3NtDPNeNvMzAe03c7IjGBEWS2cnWnaLVu3MjLSYsaKrVpus3psxDanR8oS6RR3SjqpvVKeqUBkaEVsjdVaG2ed1sZZb7VNKRmltbDRpGhjsl4zq6jRzETjYohcO2kjV5Ybz5QX2tngmbZEttxRaoiyXAcOmgDCcRN9q/12Jk2MPgWdkkzJp+RCCjE5H4T0UkVtQozJ2KSNsZZZq1JKz/79+W/tstd98x9MKQWXkk0pJSu9Zj65lFwCADG4FEJKKXmfQkjOJmvyrksxGZ2sTTEk75JzKUagqKfo81aMdU5tSiklzpNxSfvEfVIpyZR0SjDL1rvkXQoxgVCsTSmmlFIyNjmfUvnfFJN3KYZ8dP/FlFKKITmTT5hC/goxJZWSSYmlpFNS5X9NSj4m75K1ydnkXb5CzpJLSaXE4TpjMimpmERIOiTrk48ppOCTF9q4GKyPPiWXkkzelo+1KakUVUhg/qxLISYXkw/J+eR9TNGHGIx1yjqTIlyYSMmmFHxKKS1YuPx7e+3z2qbXU0rCKROSh+eS0uZPPj9k76POOflSQWxKicQky99qG72Nyaaog7U2JB+TjynEFFw0PnrrjdJGKedcMCZY64313ntrPVfepqRjkj7pkKSL3AbpvA+OaEWcYd6JGFR0IjjmnU5Ru+CsDyEI4YXwzjrvfXAuBeeDD84665wPMYYUvbHe2hBj8D5oE5z3xgZjvDWOKdvaQJ1XzvngjHaW2eSCk04LK5WXypkQtQnWeee80dZ4F0Mw3jDDrbUmWG21s1Y7p03QygTrvPVWW6WMMk46r6yVSjMhGsoayiihZNy2TTsejdqmIW3LKOWcMcYE54Lztm0YpVJwKZiWQkpB2oa0LW0a3hBJ2Wjr1k8+envD+he2ff5Js/2z0dYtM1s3t2SLkGNjiODbeTvD23bLZx9v2rBh3Zr1b256Y+tnn2z59OOZLZ+T8QwZbR9v2/zxu5uefWr1B29t3Pb5x2tefOHAH/7kul9et23z5ovPPv+k40786OOPlVaNECMlqbdU64Gxnjx4maMIozH6KnmZuF/rl7zMhsAVu84VoUZsKoE87bH57ddpbM2l2ICVtwPS9mRf0WQNaWotKmNxmcDSwfs8S4hFWUTuJ1xa54q0j1NcUcZeCkkGF2BqtarldkR5GceU5aGoNETgCj92RbFhKk+fE4oK3QrVMmlTWr5g3l5f+8o+39z51J/OOumwg46edcCZJx132vFHn/jTw085/KeXnnHWRWec84sLLrntD7fNnT3/6itvvOCcy6694ro5t9y1+J5F986eO/e2u+fPmbf4ngVL7l24YvHSBxYsWnTXPQvuuGvh7Lvuv/PuZfPnrbh/4UNLH1796NN/evxvq1b++fHVTz/9l+f/9vQ/Vz/y1APLlz/0yLKVqx5Y9fhDyx5cvPSBhffMn73swUWPrV7xxMMPPfHwg6uWLl42f+6yBfPu+ePNc37/mwV33nH3zX+Ye8sf7rtz9rzbb73ntlvvvf2PC+fcsWTu3ffddcf98+cunj938bw7ly24Z/WKBx575MGH7r9v+eJFf1712PN//fsjyx96ZPlDf3po5TOPP/HMk089+vDDf/7TEy+/9OKra9bcv3TB93b/zi0337xx/aY1L7/6ykuvbnh13YvPPfvCs8+++srLr65Zu+aV9WteWb9+zfr1a9aue2XNxrUbX9/w+jtvvPPOG++8++a7b258882Nb7z12lvvvP7226+//d6b7779+lvvvPHOB+++/947b7/z1lvvvfPu22++s2HdaxvXv/7a+jfXvrhmzUtrX3110ysvvLxxwxubNr7x2po1m156cdPaV9Zv2PCvf/3rpZde/tcLLz7/3DPrXlm3Yc3G19Zu2rh23euvrXvnrfde27j+tdfWvfH6axvXr9uwbt26tWvXvrp244Y3Xtu4acP6V1/buG7jhrXr1r7y6ppX1q19beOGN9a9uu6fzz+35pWX1q1dv2H9pvXr1q17df2mNS+/sWHja+vXbly3ccO6tRvWrXlt/YbXN2x6c+Prb2968/233/vwnffff/vtNzduemPDa5s2bFr30ssvPvuPZ596+uknnli9YsXjDz/y+MOrHrp/8aNLl668f/HSe+9ZsXjhA/PvXXjXnU+vWvXPp/7y5OrH/vrnJ//25J8ffXD5n1atWLHkvofun//YiqWPP7z8T4+seHzFg4+tXL5y6eKVSxY9tnL5Q4vmL100f+myxUvvX/TIiuUrlixe9eCypx5f/bc/P/GPPz3x9xUPv/DYE+ccffzRPzl49YMrH37wwUceWvHwypVP/+0vzz3ztxeee3bRnXftvtMuf/zdra++uvFvTz/z5KOrn1z16F8f/9OTKx9ZvXzFqgdWPLz0wUeWPvDY8iWrHliwYun8p1Y/9PSjKx5esuDh+xcsX3D3snvvvv/uO5fMm7t07l0Lb//jorvvvG/27Yvm3LF84X2rHnroL489/tTjTzy+atWDSx9YvmTJwnnz7ptz1yML7nvi/vtXzV+wbM6dD8y589H7Fj08b/6yOXctnTtv0ew7l9x9z9K7582/ffZ9s++8b/Zdi2fftfCO2++bffviO25beuecpffOfXDBvcvvuWvZvLmL775z8V1zlt07b/n8eUvvmfvA/HsX3zVnyZzZK+5b8Oiy+x9bvvTRpYuX3Tt30V2zF9055+HFi5bNu2fBHbPvvX3O0nnzn3ho5YP3Lb5/3r2L7p579623LZi94L477pt/89y5N8+9/cY/zv/jvDm/vv2O62+9f+6Se+6Y/8cbbrvrd3feft0fb/2vm35z8fV3XHPrnBtuu+nq31x/yTVXnH3peSecddEp55134lmnHXHSiUeceNhhxxx73CknnHj6ySefefoZ55119s8vuPDyCy647IRjTjn1xLPOPf3CC8655IpLr770witOPPbkE4782ak/PfXcY8669LSLDtnzx9/80le//v98+cDv7XXg9/f6ye7f/8nue5x3/M+uu/iy31959S/OOvvMo449/cijD9pjjx9969v7fPtbe+789T122nn3r371x7t/9/iDDjph1k+O3n/3o/fd/cDdvrn3zjvttdPO3/23f99rp6/t+pUv/2iXXb/55a/tvtM3zzr5jPvmzVdaS2uoVtJaaTpN6x0c0GxuiTSUW2yseZFRhvkawIHEwuEUzY2jXXdwyqQM46qGJE7IQCUWNE8xX3xHrmgAJ1ZPNnBv/39cUaY7RfwnO2JJTAB0EkqpHYeqMHO6RhkgNLfMQG2WQQ2ZSmiAYNo1VGdWAu2aTAn3LTdEZMRzRMWICGXixjfeOenk03f51u47/+fuX/rKt3fZZb899jzykMPOP/Cg8394wOl7zzp9rx//7NDjfn7Gub847azLzr/omjvvXrTkwSduuGXef/3urqtuuP3cy2/4+S9/f/0t917zuzvPuvD688689YIz7rjgzNsuPOu288+8+YKzbv75Obece9Zvzzzz6gsvuvaSS2+48KJrL7ns12eec+3Jp11xxNHnHnb02QcfdcaRJ5x3+dU3nHbuxaede8lZF1567sVXH3n8uUcedeZxx5173PHn//jHx5944nmnnnL+IYeeePDBJx9wwImzZp16+qmXnXbyxccfe8HPfnbxCSdcfPxxFx13wrknnHTO8Sees9+Bxx1x9JkHHnLSQYf+bJ/9j97tB4fvsf/xP5p16s67zvrRrFN/cuS539zziO/vd9ze+5y22zdO3Gu3Ew+dddYhs07eeac9dvvuAT/+/1h7zyg7qnNNeK3vx8yfWTPr3uvvBt+59nVEGEQQCCSEhHJq5W7lnBBISCJjG2yDMRiMbYyNMb7GgWSMwSbnJIQCKIByzqnV3edU1c659vdjh9rndHvmzqxPq5ZWq3X6dFWdXft93+d93ueZuGjMmIUtYxe1tCxubV05a+aNkyZeM2L43GFD54waPmfc4GkTBreNu6p1xth5M8bOWzJt+YIpy+ZNXDJ19JypY+a6Y8Kw6dPGLZg+fkHrmLkTRk+eOqV1xrSZ82YuWjJv1cy2a9vGXzN9/HUTJ64cOvHaaYtunzhj9fSZ18+ZvnrpnJsXTVk5ZeT81pmrJky9bvKU5W0Trxk3ZN6UIQtmDF08Z/jSicNmTxm/YNGc62e3XTt1wuLpk6+eNHZe24RFrROXjBu9oHXSsrYp14wfs3DalOXz59w0rXX5+LELp0xYNm3KyikTrp0wZnHLqIVjRy4YN3pRy6gFY4fPnDt9xZI5N8yZunxW2zWt4xZOGD2vtWXB1JbZbaOnTWuZNWlk24RhU1YsWH3tvBUzJ82bOW3FzDm3jJ98zZiWxS0Tlo4YPX90y6KW8UuHjZg9eOi0sePmT5txXdu05RMnL5kwcfGk1qWjWxaMHL14TMvSSa3Lh42aM37SwhFjZoydMLtt5tUTZ17dOv+6SbOvGTt18bhpS0a3LhjTtnD8jKsnLblhxOxll4+ZceXomQOHTRt05ZSRQ2aMHTJrzFXjRw8Z1jZh6uV9hwwf3jZ05Kwrh84aPm7ZoFFzrxo1Zcy4GRNbZl96wdDL+4yaMH7xVSNmjBm/aPzwBaMHzpowanHL6EXDRswdO/Hq8dNXjGldNmLMguEj5o4cs7Bt6sppM1aPbVk0uXXFxEnLZs+9fsGiGye3LWmZMG/cxPmTWhdPbF00qXXRhNZlQ8fOHzP56skzV4+funzKzFULln132tyb2matnjjl6pbxCydMWjJyzNzxExbNnX/T1OnLR46aNWPO8tZpi9tmLJ27cNX8xdcvX/XNuQtXzZ6/YuqMZdOmXzNj9oq26ctNQG3FAAAgAElEQVRmzrlu2qzlk1qXzFt4w+y5Kye3LZk7f/WCRTfOnruqbfqySa2LJ09dOnbs7Mlj505pmTe97epFS25um33NyMnzRk5dMGLKgklt144bt7hl3OKZs25onXrdnLk3t01b1Tr1ukWLbp08ZdGEiQvGjZ87fsK8ufNWzZ2/euKkhXMWrJ488+rpc1fMnLNi4qQFi+ZfP3fGirkzVkxrXdw2ddGMWVfPnrt80eLrZ89dvnjRquuW37xs2U3X3XDnyhvvXrz8jpkLbp63+Oaly7+95NpvXrPy20uvvmnx4hunTFk0c9byKa1LW1uXzJ59XVvbklnzVs5bdvP0eSvbZq8c37ZswtRrJ0xdMaJl8bgpi8dPnd/SNn/0pFmjJ82eNGPx0LFtw8dPn7Pk+pbWpaMnLhwzaeG41qWzFt40a+FNoycubJmyZObcG6ZMWzlg4Oy+l00fNXrZ5KmrLr581MDB44YOGN37K30GXDb8gt5X3PLNu4CQrLQF0yjMxzjj2oaDK8Jdp1Y57UTMJWaV63FsdIVyp8EGOuUNAm+haSI/HlGDuQmumFUcci0rrg0NBruICRiYbN2t9kIYqBC52I5K1R2bixjeFIpc9BKQRuFKR6oykYGZdshSnnoTmb4pFEmAeQ5ZgXlBhJOhzAB3UyYpBctzXYiEfoLVj3m7fpLrrsepGoAVQBJxRUQYAyYyh0Iq+6tHn/h8r6v6jF664o6Hb7zjwTfX7thzuL7/cH74MNixt33jjsOb9xxthzoBfmwjzvS//9P99dxYLGytYO1d+OQZ2FEXTS/oLPTJTtxeF52g7Mg1UdZaq6zF0gNK6Xs6CMvhQkLbGrI1VB46WT98MjvWDvYd69x5qP2zfac37Tp+8FRxtIOs/+zQ9oPt+w7Xtmw6smH9vkOH6y+8uvbciwcuXf2tDzft/HTP0R17jn+0ceeWbYeOnqhv33Vsw8e7Nm3a99lnBzes3/7Jhh1bN+35dPPej9Zs/uDdj99+/aNXXnzvjTc/ev3tdS+99v5fXnz7j8++8sc/v/r8K+//6fnXf/6r3z397F9fePWtv7z01nsfbvls+5ENH+/9aP3eT3ee2Lj96K4j9X0n8o2fHVr3yd7tu09u2nrw3fc3b9t1ZN/B9j37Tu3bd3rHtqOfbjqwffOhrRv3frRm6ztvb3z3nY8/+Xj3mg+2vPvOx+vX79iyZf+O7Ue2bjmwfv3Odet3rF372caNu3fvPrlr14nPth/Z+tnhTZv2b9t2ZN/+Mzt3Hd+4YffatdvWrdux7uNdm7Yf2rB1/2e7jn6268jGrfvXfbxr3cc731m75aU317702ppfPfbMgw///p0PN2/eeeT99ds2bNm348CZbftOfLb7+J5DHQeP5/uPdu4+dHr38Y6dp7sO1MAJIg9laM/Z+jHIDtThtqPtn+05/emu4zv3n951oH37vpN7DrfvP9a579jZ3Ufa9xzv2H3s7M7Dpw+fyfaf7Nx9tP1we3GsRvafyXYcPrV599HNO49t3n5k67ZDGz/Z/f6aT7d8evi22x+cveBb6z859tnus1u2ndm8/ezWXSfWfbxtw+Ydz7303pBRM75z1883f7p/3aYdG7fs/viTvR9/snfT1v1btx/ZvPPo9v1ndh/t3HW0c9vxjq3Hz246fHrj/hMb9x3feODEthOdu9vzEznvhPLo2eLA8c6Dp7Mj7cWxDnDkbLHveG37/lNb9hz9bO+JXYfbj7QXJ2usPVengPz0ZMcnR09tb6/tqYG9teIgIAcB2V8Dx7vg0TP54dP5iS4ApWXW5tx2In06o51IH+9Ch8/kHUAe60QHTtbOQlnDZXsuOgrVCfWZTBw9i0520eOdeOe+U5u3Hdq2+/jR00Uh7Mk623eya+/Jrt0nu/aezfecLfa05/u74OGMHgNyfxc6VCOFtO0ZOnSy42h77UyGkLJQ2I6CdUF+qg47IWvPcSdk3FpWWqxsRmQX4lCW3FpubUZV4E/Z+KSrnp5lWVppbIF0vRAFUoAowCWxJdT6dA6OdtT2nzpzqL3jeK04eLrz4JmuEzVwOkNnITuVoT3HzhztyOqs3Husc/POIx9vO7DzUPupOjveifed6DrSDk6cRbsPnt64Zf8rb2z4bMexHXvO3HDLPStWf2/RtbcOmzDrez/9xV2/eOTtrZ92KFuoEjLn+uhcKgxq5oL6vzEzXRnpqCHMFKIqSuTFoidyF6PLVPo+gVWoES2jHRRiJeZeHiXSCjBXRGrMdIFFDgVAcYZPhBlqFdtCMa44VpuzPE7hskhSwGGuoLIaIhIQL7AEgswbIAr6IW4v2FpxOlhDCExZebF0c1KtDaGoViDHKXDgZgZJBmmWOLFHRkOkfTcJd9YL7vTTikQ1FSAFsMwRAZQiJiGVAIs6EFKW69Zv+eb3H/qPZ17NtbXWcmupMlxqo7RSpdRWG0uozqO+HBSOVJND6ezCXPDLCl7AqhRzn58n6iBVQOmEG2pBFMRNUFJumbCI6gx45mgGeIE9XxZTf+SQZwXPIQfI/ZcKNGIDsYRYEaY9NQ4KRBSmmkvLpWXSSm2ltlxaJkqABMRSakuYQUIya7i12tqztfrMOfP/8MST1lqcAa08bMqEEEp3fyD/j4Kx+3lRWmFs6XoY/pRKykuh/FiAih0ga0trjbVlOP6P/mhrVWmFrrYSVVrt3rOsOkfxi/gbm/6USebh3kFoS3nJRCm0ldoKVUptpC6F1EqXylihtNSl0lYZa6zVpZXaCm2ZsFxYJi1XJZeaK8OVUcbq0ipjuTSMG6Vsaf13VFmdz9mO9kltM+/6wX3xrLQ12noV4aeffbFlwqwTpzq7n7YNnUKpfb/QWKtNqd3XpVWmlNoIbbgy7gKVtaq0XBnhOl6lv5nKWmlKIgQVkittjC2tNcb1ukohjVRG6VIqK5QVyiptEdGQKCZKrqzQlisjTalKy6TiSgtjqFSUa+YcQFyHnBrMDGFGKKtKq0qnV2u4tI5KoIyV0vcdpbJCWM6tlFYIS6ihwgplubRcWUe949JiahDWmBpna0KYjbM+VFgmLGElQAogCZB32fAsYa/+bqNCRA4lJIYr666ISZtDiVnJtcacEsGEktJIrgQVjEoudcmFdRdIaImpcV8grKT2H4fUlgnLhBXaSmW1UqXRtrRSKGtt59muH9z1k3mzlvXpPXDc6Jmd7V1+PXNrsNa54FASUU0dpFziyIwnvCwQr+UE4EqFtnF0ITURbTbu8gomXoY/1Uts8JfypDjhgkEq3eS0azVmJqCFlXJ/CtzFkJNHJmfQ4YWNLipOMMUDXQlyyGTD1FRShDVjgN3Je25u3d3e4FcESTgPXmDWFIqKxDDb9dmKYIvn5m9cqZSOvvpCCsoCiVoBM4QA4QV2Wj6iK1OEWq6ttTYjpLNAHVnRWeS1Is9gkUOcQ+FGF4tuGj/RQyEdvy0S7R8Xq9P507Sqi1M76Wg3SFTs6omIQ7rOmr7pJ66ChXCYLa8MxPJEUta93mnOZoBkmJTWQog/Wb/hrtu/++jPf/ncU8/88Nt3PXDX/RvWfHTm2BlBlLWWMJUh4mV6kSqwzpEssKwX3CmXYyglMZqXAhtSCFSnKKM4ZwwrQhTGkjMjuEFYYWIYMQgrZ5Aar9edfAjkbkpA+S+gyKAAWOdIZkC48O/G+52YRQZkfKLC1KG7dpkB4dLAHIoMyAyKAkqMNWMlYyVCKssoxppQUwCBoECQIyQIlhBQBBiGDCMB/XLS9cKLaECiC6RyyDJIU4MWr79HJSTeyA4FQWgnOZo+Bn78W1uuLWYGJHoNkOgMCICVLstX3nxjytQ5m7fsFMpCbCFRAFOIEWUcQLJy5TevW3GrtbYADECCKM0hd6kSrEaeDaI61U+KR0hmK5jCT7a6LSB5UCPB109uET/FlV61UwMCwYgPeP8ek9Jzk83CqaqXcUwwUqgh0akbFqImeBvqqADZfWQ1nahNxN+qKdS0GvA3h7h0VjUNLKbD/HGbDkNpnkAc3xwyDZnXo4KVhwiDWAKiQbc6I52xbdj0icGYUcpAQbM60rrcvWvfddfe9v27Hpy+YOWUect2Hz6JRZkVMgcyhxwQUWAJsMbMusm2bqHI3Q0TnPQ0CJOIcQNxO4PbP+NlpgN28ZIxizIlGnNLRJlyDZIukeXKRlpEmB0uiXBSCL7iSWd6UDJX60JRU6xKyinDtU9Qgsy/lyJ0F9h0SmkESnA5T2Fwf6NErKshFDmWcB3gOiA5IjmmOWQxFMWdy1Uknk2XKA6kG24qMeDMhwBhkDFIeYF5BlgGeFcm8kIVBS4KmGcIIpYXJAOsQLzAokCiXrDOOnYWLymWChInpHQ/RYkLQ1dGujLiPubU/jXGztQPEAT/i6jpUCRCfKl2QxY8wvOgyxeN1b1TGVYuILmoE388CZAaEi2Iwh21F594+turrp88asyl553Xv0+fSy68YMAlfa+68PJxV464dfnNjz382PbPtltrARN1xArE6zkLi9UgauqAA6IglgXgAHKMJaEKY4mwJERhLBhWBAoMOUOSE8OwJlBRojE10FtPuvFA7dTPUvQ1XhSiCjOvuu/Z+dQNLblJJr+jQeJ+XPi3gjFyS8fmh8wgrAQrOTVFxghSFCtGNMMaI0mELBhDghOlIOeAsZwQyAUkflTL7VwuL0bUOMwhZoWewOnM35CqFzwDHHivekuFBaQHPXzfc+alq7Pd3hcH9yilt3772zfe8i2hSoAMIhYSXRBKOZVCfrZ1Z8voqS++8Jq1tsgEo4JSFuxzNKIyzW1hMCFljeovselNpUkhkVRTPE4I+q5vKn2b9papCilwpXzjbHJSMbHqbamKsnUhNlRKbqmCAwqaVbkXd4+oVAMehYJrXPqQenjfxWZSxYAowReRqLg7xwGSKFMUIqtbYwIzTYUPWo2/MU5ARhPIMuotJVdahjevmt8QSYwZJQxByoi0pd24fvOwqya89MJbh06d2X78DJaWYkOAhrnIIYXKCGuZspiXiJZRnBRWmFtU1y3jScZziBcLKn2/qoGUsOzKmHuBamrYUhGhrUqrlKmSyUohMwYJzDznO/RsGiR54s8KY1NVBRLE6wJkF1gG3GBm3DOFvB6Yv6ge5R7SYsj99hCc3Gv+hkmEm76s5bQrIxlgTs0sC1pwqQtDBnmtQE7SFGCeQ5oBUgckA6T76CvAEvp+kh9PA5UumQJIZgXNCpYDUXhNoGodpwJ06ZhtmlzEb8YomNZJ6bMRF0SMSS60NC2UmIt1lxGKLwNYuXMDWOFGq9b06UpXXgxFdcARQieO7B0zfNg//t3n//Hvv/p3/+Nr//AP3/i7fzjvv/zXf/9v//VL//OfL7j4nEuHXzZg/uRJrzz3jNa6s1aDhCMqMdcFogVikIgMshwzSFSRSoDT0NiDHECJqAZQ5gV3UAkihvIyiCQ6hU0VM0qXN8T7FsOem4FvepAQdVOWAgQ5LMwVos7B2o+yZ5AWiBOhIZHQBTCmMZUAc0wlosIdhGluLJa6ICzHtHAK7oQXlBeYQ6xdIhYc1t0zr2IEquoDR2alyourMplj5kVdcYM6UToZ7u5DEIIUTBlAOGZy/8GjY1qmPfPsC9baHEpE3QA8Y0JrUz73/Mtjx7Xt2XeQiRIiRXlJucFce09x2ejS9Dc08+O8oXvsUXD+holoOknVlKlCTEOiCiwBkpjF2VKfYLpWuf+9/rc0WCq417uPlfAor+mpWUGE2+cWKV6EqAGJwW7KOY7yd6mbkU/OnHqvv3AFie/epw9jBKygN9hUodFSQVhpbINE+mYML0k14+IM8RRiCnHlRPOiwUSFmiCeIwYSfWgvp0sVZBpyU1BVEMW03bX/2L0/fnjr9p1ub2w/0wELEKcWEKlt2bLh0KGD1lpubSc3Z6HCvMRIUlIJaadkuQb1h3D/mzaKFJuJN8G9PjjGeh+KVEo/LioYRGbdkosqyaSS2TbRQ48E2kVKb6sWKjOUl4Qbmg7XUw2pApgXiOXIaSc6e4uSChMxvRh7UvkrzBWVxu0YPjPjKoovMNVI5q4yXNdoCXE7onOhwqAFFulIFPR+0iKI5ZmYScUcxxPqsEbEOKWWanOnBlLTFGPS2OAiBwwWqN09itIiyf1g8piVsaRLmRRVbMAqFjcRvksRubSuikrhqc5p8qym9tiVilL8Tg5FLWeddaKN/vMLL1zSf3Cf/iPvuPsXf/jTG7947Lkf/vy372/YuvajrT/56RMXnX9Fry/2uvCrvYZdccWTv/stZyyHGAuFuSwwA5QHMwgJsHehDoCGEz3yxoMFlsC1OlkJqQHEIOZLdUB4jmmBabT2wgnDJ6IEMWWL1xKuSwPnqkI5pNxPunFvEZZBkkGcI+qswPwLRChNnDU4E5BJ4CTssP87dZ+E1Ks1h00qero7zaEKnWsgjHKJRfJ8+jKiWRYljh/E7xMRNfal0PoXv/ztmJaZp8/UrbWIKkgEEQpzjpnKIV9947evvnY1oQzgoEwhyiaz526c1wa5fpLYEcWQI4x1mwVNPGYimo+cVBqt8v208HL3HxAWYhsHhEGivFgUbd4KE8eNBvNAJyXnNBjDf6XhoZIcjT/SxFEOh04dttywC+bOm7UhkqUk5rg7x6AYH2pHBIiLExINEhe0Bq8Q6kx9Kg8nnyBSBaizkvMYFKQCEJZjDpiGvITcAmYQ11wbzHnu6lSIr732up/++Geb12986Ic/WrVw6Y1Lliyd0nbNjFn3feeOg3v3KGtzjLlUEDJMNGmMPaF1ZNIQhZkJbq0qbkQhFFV4TGOd5OK9TZOblPDmpE5TTMyZOMSC2IXq7jy6CNNVIBs38aOJ4k9uqWOuAOWQciK1i21UmfjsxLWaLuwUh2jqGPUM0KU1RNPWAxL9U4AVpAoL5QiFkf/njwQSTcttlwrVC9aVEdcrcn2gJvirCdGKGXoEVd0X7nBFCQia3GlJ1FTlpOV//DoNhy7IxZDT1BlqKsLSQOVmfpvuUp6YaKQRCxKdAUG4AZCvuv5bX/jSBW+9u4FxSUubC5Vr6uZJudD7D56443s/vbTv0G/0unjYlUNPHTvJZKWzmQI7AMd+T8OeEj5H/51g0eb2zYrdH1aGhESkn126WThpZyosTtJVzMq0D0ESJa44WxeToyZUOu7LgPA6wJ0ZqBXItSpdDzPFkdKyNSTj9m+0QGTT+wdHAC9C/Lde1thBlbq0HfV8ctucb91+H2EWYFUgjqiTNeJUmp17DkyYMvPhR35TWp/5EmYJL3ukzKahCCeTg7Gqa6LkpnllSCc1CQJaiGoncctkMJFzKoJcu00hvoN/cxodhxviBAxmCrECToNB5TvQTSYVh9HL/10oss5ptzkUMYlZk+i777EnouDe+QwFjz63BbNAi/COrkhC0iwKECpCjahravpiwpEpiPCeUiHYG2/AgQWhmpKSkpLSEkIBAOPcYKKFNMePnxk5Yvx11960bP51F361z7n/dv75X7jg0nOuGHjx4CGXDZw5YcJH77xRGqGlRkhiXsa8MG38pHcvZnvRFCPcTxUDM/DwuA8J8TWEufq7YbXECptKDSlHTKR4bLrC45OYFjHxx0mQPXTFN/RIr6+k3SnFd05/RSzr4weRAhWRCpcyIJrOpzkUhT5BFFbw4FjqxQCwAkRCFj2aRKDbkRzRFD2MuYyv3JGERAljmbKgYjQ0b+7dQ5ErTZp6PxG7izGyKbCl1VKR0AcqLCtEIJA0e9MgmkKCKc4Wiyd3Pg7oS+NBKLkaboV7wjPAjbV7d+2dOn7SnNZZRQasshRZKazUJYQky3CBDdb2DBCLr7vj6736XdV/+MY1G7SxefAGTrcqSBQkBvbkqgmwBp4MqiGJQLZO64BYrWOm0lCURDXjjF4wN5S7sj1Y3YiGyYA0/XFPhau9ItwEvXtCQ3UCSCoiJWNKVWAGCHOW29hPp0c/gmY5r3RxV5Z9SZqM/1ejFYlaMNcFZqIs3/lg7YgxkzZ+vJ0Jj85BIomQmHNp7EuvvDVs5PgXXn6TyZIr66lNvAoDuBElj2eFeUPZ5C6/6lqFWxTItUErkwhIeIFpgXhiHRRjTIloSYUn5sbfnoaiBNgMBh89lTWxTAnugmUFEzGDgweEi39NwSkmW9XbMhW9E5OqyDkulkHaznV9okF4JbUZLJEiv8AGD5F0E5dJUK8ORFVod6nGgGqgh7Zcgy1sl0RSohkpGSkpMRgpRiTBssgYw/LQ/qMTx88cPXb6RX2H9+k/5s4fPfrMK2tu/v4vR7Zd13/w5Isv6nv1/PlnTpzUzJKiBMA23dj4d9NehypV8jLsEjI+d5Fq6H6wATQiEno+S4PgKQzuVkQor6hbZTMN2qaBO+BRNRcnGh5MGvYu6mMSoiUVJZVlfNxSTM896U3VfzLN2ih8RwWglSWSexYaQpEjd7klm2b9CTQX6wbmVD5rOXF4XTiaezMR2atlKM9xUYed7R21jprmJacGQg5wz6VM08cWCREpM8KFqFjEpPLhEUmL0SuteWNFnJZK8QQawOUmi4fGWq2pBAHYKWE7Fo1JHyfgemZE1gtmrX3pLy+OuHLYd2/9DoKIQgUywWhJaAkLjguBkK4jRa09m6OxLdP69b7iZ/c+aEzpxM7j6nH7tTOa8/Z3mPsFSiXhmlKNsSREUar8F0STRoeSBtILq8JM7HjlUGSQFZh7GT2mAmEpOuk1qfz6PCs+IREuSLf+mByRZF49zD3oGKJCUl9ljiGj9LYrMZD4GIa5F/znHo6vWLCN0StGR0IUJYYSQ6mhRFKitDYPPPCzadPmYsIId56qPIeCSkOFKa197Y01Q4ZPeP2tNbq0ricMCHOaIygYQ8SwlML0zrIz2B56/cY0LQjXUpmQYmYAUYhp7Px4gmGga8NEB7Pw4yp6v7o7Q7jGronlD/frdLAX6o6qNaizuzuPqIHUAOKqRt1wsJivdG+HuPBs3GfhZXypxkxTYaL9GiTC20KSSD6sCjL/bkxhrgk3RBi34H0XJEB2rp2ZHCoM2nuqBQoMAsw8/SGHlbUrdrKwWCOsCbMIKwAlwrooRGnsujUbhg8Z3+vcS86/8IrH//iiMiXWJRbqeI2svu3eCy8dfOHFA955Zx1CFkCdFSamdG6tRnAoCVEV2BhMjWMh1RzDYLC/SdNixAJLIiwMKr1kQzRe8ToOqmTS0Mb0y+GTTJVOyDXmQHERFpgXyO8ngIgcsRwxt8xwgralgg4NnO/q3QwRxp+PtFSWRJTObyxN1Jo16NJCIaJhTb36FMEL4vwNMn9pURIrjFrO8gIrWe7dsfeaOUtWLFy24YP1qCAAIoBFVLpLK5sYXVwgSWMATD0jkpOMoQizMoaK9JUxbsFA2+1eMHWvirqjXiCh2KVLBHlZQ+0cQmF4tOJ7ut9urf3dY09c0rvfj+55kGLOeYmQwkQhpim1DJcYaYBVhqXS9r57fnrxOZfMn7owzzHTFmAe9JZEEpNYLDgCn0oQJjnT/qCKhYMwSRrnn6tqmjSkAnHfj8BahNfjhF26vl1vI0AfOsrgp6aNseiJPOy4HCEVOWLORraS8vVWlbExHvmjusd9HGIBvFOtm1DxB2ZlqhbssQihIOGUqJAOl5IbgtXZM13Tp80bPGTMG+98yJV1WZcDOQm3qrRvvPXh5f1HPPCTh7UpIXWmTRQx4ZD6tFvbFIbT2JneQBzayCRI8aeNnIhQEV7iJJoWmHldmUaHpB6Lv2oTCd2UuDhjNd8cSPxkjGcSuRuOmASUx7oTMRlyr2bf69QAGwd2g4ehRJUKuO6gq5aoKGNp1fAmIcXBXKHEqN51N51BRgyH/4sDBY/atEMWSo3QTyIaBtAsL3ip7aYNm4cNHvONcy8eO3rSm29+oIzt6IJFway1r7z8Zp8+g77xjcs+/mS7tRZhVc9dgh6mKsO+1BTy045sxeFqnCuKHwTAyg0YNJWeIYwlb0uC7zstIXE66xrSBiQtDSTxQExmkDpkywmEJ1y7CmZvAgbToyk+Ec/Wc1lCpHRpR57MgChQlYwy1U0OtWnThFWPuhn+Ag0d7NQyp6onQjtHY2YgooKpP/zH4wMu7n/lRf1uXnFT++kObWwBWRq0Ih8BBKqbawulbw4Tslxa2TRx5+I6gInLcgyrMX6kcag7G6JAssc17dHqcNoRyURUOw+6MI2RZjcuUKnS2sd+8/glvS//0xPPCVoipBCUBXC/y0BmADEIKwyVYOb+e3563tcumjlt/qn2rhgPum8xOPjGh2dVESopqQ6ChT9IQyiKLV+UAHRFcLgJz0OFL6fFflNJ5NhfaTMmOlGm0sXJ/5qII0UiBnaCJXHds9gzUMn9dJM6PO71jTCjat7IuMW8RFylHiouFAHCkUO6aEloSZgmTB8/1Tl1xvw+lw389WNPqtJS4RJ5i5mFREtjX39z7SV9h97yzTupcBFOECG625p15zg14eNpKIoRCzGJWA9NGpcFN+F7DfcwxO8euwKNW4mMPaQeC6N4BM6uY095HCaDpHorJmEgkf+tUOR4EAWUyJOMTXoHvLeCUJhr19cJrSMfxgizTJauDdbQbnShiPVw8og2cATSblZ3J3XQ2NWuslisAJLW2peef+WyPgMvvqjflEkztn22i3BTICGFyWq1Vdes/Nx///u7bv/ewX37Dx84YKWR3L2Dr37ihtPTTTahoEyPqrEUzzb0bKpwnlxp6jvVQNaFldO8aYoZbp3EHDGNLt5zVtuYGFGp00c7kgNi+yfNKVOKeYCXU/RIxkqACBNJFs29IpDYQKSAWChxfNkblX4iPpYCxN2bPc4FSxt7+NCxaZOmDbpkwJC+A8cPb3nmqT9TLjFVaXSJW2GR8Nya2kjJvm/SWNgE66VAH8Aq4eZr2IjCVXVeI+MgjXbxNd4VyQO7bpi8RIGhBJBysRNgGRVBcNDcZdIQrtj+8mAAACAASURBVGVpf/bgIxef13fjR5tsaTFSEAjimB1UZ8LkVGOgRKGtLu+96/7e5116zfLrC4QLzArCon193O7TgOR2WCI0oYog4Q6KBaOKEsmJIkQWhEV8L1AMBHYi9klfOmB0buG6goZHqhLisS0pIBOB0edds1w4cRPN2McAGXHF6lQDoOxCkUvBiIxtT9/qgKQaQ/GwO5bxeQDEXwvminADcY9Vke1eFTlNyYIqwEvASsDLOpFY6YKp99d9/NGGTyBhTBpIhBvAgsQArKkoc8BffvXtA4dPOuTB0RmIEEyVAa/jbnA9BdB7OnQg3blkggPCckQBFk3xALMSYF1gn6W61wPCkFcA4zEdaQo/MBiswbSU4RKzhlDUfaOMCC3AypnGuorKW1KFz9RXRaQhFGHWcPjoQjSmznNWOudf6Dn0/hYh6nVuGqKa+/i4jrlLQ0QnClVE56Yh1p6HW93O3gTwRCw67THXAe+qE1vap3//TL++g/r2HThr1sKjR0/Vcs6Ntdb+4eGHL/ryl4f3u+yhe75/24prr54540+//c3Jo8e1tTnSmdujiIkxLx3GanL9ScKJiRO+ztqRSYuTrxE1kJgAopbxXkWf5Rj2IFYF9oPPAaJoKF/cVCxJOpTBUijBVwL07UIODjNGKNBT42PuPtNktWsiFHGwamNaQLilvGTSK7eSHl1cm25KY0MlInUNWgNZMIhMo0gRJrcLJOuAAyQV5Y/+/JHevS64ou+g0cPGD7lyeMuI8bu3btfKOvwtom2xkRMjU4xwIPDl0miUgmxpdIkFePo+yfCmju+Tvj69FhfAcq817qz5grE8FTipBhBTgAhIJMCilqMMEMINZg1UAoAlwFzoUmj7w3sfPOfL53/47nqlDCUaAgeUywyJOtcZE6CgCkmcwavnXdv73MtuvOH2srQF4vWCAMwR04hpTDVmjukvAXbEJOWnUJnG3FCm3EGYwlRgKjGVmFUhASZzOZi7OZXAy2IlZmWBVAZ5gSWkChDpO4KIZ4AWiEOiIPUHZsrNdhBhENM54gXiAAtIJOEmNJCr9kljIa8x1dBPpIsc8RxxQBQKwlaYGyKc9JbCTPnOQUVOk0Qod0WEe4ArnEw8DE6qonggJiHXUGgoNOQGcQ2YBFS6MQeuS8REgbn3rGMac42oJry01kpjMTNcufa+h7wx1/G5TQvEeOENJ+CGWoJOhyNHuPuGmL+xbsQ4Mke8J6FzGiTK/xRViKlY7CabtYLEy0UCLPyUjz8aGC7p8x5zcLcA3H8RZtzJIGYwN4BISCRiGrlmEquqf7c5UmGJKB3mRqUXXsJcAywAFpF/DIN1um99Y+FmjzB3c29xgQnMFXfqGGkg526jN4Fs1rDlgcAFTXHCWAnFZMsdcTeI9yFDsp4Ra+17b753Zd8h/S4etHTu8vZTNaVt19mTb770zPRxQwdceP7oK6+6/Nw+/c69dOBFlw/ofekd119/YNvH1loqTFdBC2bqTCIuc4QDB8f5n3pE0ZFEGmsdXyERblxbBXNNeES8SzfqByujd+0o11Q4dQb3vLgv/JEiB7H+Dkg7d3zXcIhY8UAqmsI/9g+jYdIyZam0nrDDDIysS+743yaMXTtH1qgGoiFx7r0V/aE5FKV9+3RRpkCWg/kiaAaSbn9YwXHARboYUweccX18/9E5U2aef26fc8/vN3HyvDvv/PG4kRPeeP4lW1qAVR641GmPJwJl3bOYNDKlQbGhfOlWqPVIRkiDaFOXq0ASEhXkRgzAKuTgPg2vA1wHKEckRzT3AzoCc9/CKTAFWDTePZFDrkv76CO//eoXer3x0rtal85DHRS8QLIgqgvzggpGeVmW7772dr8LB1x47oAn//BXZWwMjYWfRVUFUqia0zZBJsQlTQndmUvEFXLYXUB+YcXk9nBHqrkSyQuRnheLfRxyusDt9gfys/Q6YPEVIl9ghWlJE2QmLkEiNAn9Z+x75tqh5zl0gLKfSYrgdRNO7cYphHGMAJ72EohQ2B3cVVENLOq4A6alSZBVVogrHCxnEIszpy7R87boYXezfkOkwp0tbJxRjVGzkckqAJZRItNBUpiVEGtENQ5nHoEsqgwV6TBQScLe6tntoifwtkEWIRQ9jYSFmIOHDbH59WkzOGEql1RYyq2PVTzljmpMS0glIByFUTN3Z9xZNQ2dYK68BkywAw5MkMoLrUeo0+G3brvoDr7FeJOScdJqqfvGkjZyAFb1nHJjDh49Nq5l6kXf6Ddn0ryjOw8d/nT7t5ctGT6o/z998d/+8d++esElI0eOWTKpddXwUYv+7nO9e335G/Mnjnr0wQcgQFzpOlNASqoEFczNEkVqYtxjkfe5d5Sr6oBEAMrCyCYvgismZgbRChMqKu6VTEoW4aZ/APWrN4Wmo8NecPbruXAnYQy26igTGT/uCJ+Ge5s+8pE77VSLBOHahRtEJcCygNK1vd1vLzBr1KBL+vDdj1R5waUPsQeT/ohL/x3xIdKvjbVvvvzmVQOGjRkz9RsXDup7xdg7v//g0sUrv33L7SdPtMOkkQOwymFDaIkBL0uE49J+VdouSvtG3S8hDTNxEbikCWDl3jxrVJ8LmKSCWAOickwdmcRp9EUQxu1x2HdHdERpAJYRX6rlrECqDoS19o9PPXtJ735P/+FZrYwUmhGD3N1jBhCZF8So0kh5+y3fPu+ci88774rtu47r0jr3z+7PT7youIMwaSlvhDL+RtOiCXlPmweEW8caQH6kwAGeHhJx4kZJd03EmhiF5nADJk41obqpdVHBZQnbzeV3Dt4sAk2j+WwbNBb9aFS6tfWwbcU2CW94q57vkvt+QgdqnP5L9zuNg/FMU+yJNUoAErtpPZAKZnBdRn+rfZVZtdZCCFe4US4zHjS4WbvRriRwloE1EBKLbq2LiAVFzQUcJod67CdFgmXT+FGcAULU+ZQrQLnTZg7JGUt5Vkld27wJNn0csYJv4uyksTyNMRFkboLp0menCJzb+LIUjCmQLNxkvSx3Hz42ZvyUb5x38Zjh425bccvSKfPH9h3Rq9cV5w2afO+jT76/accnB06/u/XYmm0HHv3Tm2OnLD3vnAu+/uWv33bLN+u1ujIWIgKrEBI5clVPKJySTr7QAGmPVXS/J0wnZJBqMqlATm2gKjodipD+eOwpOpIRCuMETYvNKc41ycpB5mpWk24RaTswNIR8Eu9CEZMlwJLJ8uCRU3998bWzXXmYK2hISRtCUUSrUjmDtJMfN7sM8I4aSod7kk28kmbIoThbQ5Dqji6wdNHyEcMnvvX2pr++sm7ZqjtHjJ09uXXB4kUrdu06hFlZB6xWMCcdlr6JGzwCWDktzrhK0hIqVkXuU8yS/dGfVU+RNTIgYvuhqcCqfjyEPUQqnNRVtZjLMBKvqTREBug/0PbdYHl4c4GoLrC21j77zPNXXjbkO9+8CyMihcXIICegywyCigFhrX3vjbeGDBxy7rkX3XnPQzlXVNoUSEkfsOoMw0IHWEHSc8iJOTtuaAJ7V+D4hESAO6X3hF/hp+6RnzlQMEz/+CSU2Qj7RLkESDSmMToKxETswGPR0NvMoXS6opBoGGJ8POFA3mtW/4VMuJYpTsaJEgYBx6JxvxMqFogpVtlUNnWvbwjTvgXiU8Iy7OBeH8Ed8Zxxwj5qFItUrj+Hg1qaSy0B1iCOyzCBuBsSFAVmBeKIGhymcCDRMbS4K6oiUDgQNZDE/oFu6pCHMONpnz21WLoVRonMWijTXfJRRuY34SUR1jHLEfPDLsGeQMLGwd6w4fpaNn7dvayEXp2vQVUBNNKsoJ/hawhFcWmlHYQUO0mT2gL53RZSjYiRzJ46drZtyrQLel84fPjooUPGfuUrl37pi5cvXnrHtt3HrbXS2kwQqAzR1lp78PjZ2+988Bvn9//6l3vdf9cPBCEE86KgtYJlXi3XPyNN7UAmbRBlMIQbwhzZUoTWjqLSUGUQEwALREtI3CxwNf+HiIn+Q02hPa5nj2MHmM6rf/E4ZF0Fv9h9iOSmgvgVCJ1kMFIkqYpSgDFV/3P9MCbL9s5846ZPM4CZtIhKSBzUoXsQ/mmCrdKGUL1gWSN65oaQuh8ZpDmkBWAFoFlGumpQ8HLdR5v6Xj5s9a0/AMpqa99Yu21Uy5zBV46f17r0k4+2U2I7OzCAvJaheg5ziCAlkLACcUCkw8FdF6HA3OncNHEZCiQLLDEzAGqAJESyKCSCGgCJgAQJ5aGxD1R1wkNm6vfT9FZUnzR1zRi3FFRASBXAMoesQM4/SiOqMHPEef+4upDmQP8cClXanbsPjBg57tI+fQ8f2Get1VIRqurE5NRwXlprD+7YtnDi+H//3Oe+e/udNYBP0TKnJUoemHgJMd1DoX+LvFxYZSocU3KP9jJNRUm4DnZT0uPygaUTUGwbHuwooOKVhl3Wg5hrSmnKneyNcX8jloqMKRzsWxDVzuMKU1fKGNcsqaZPeMQYNWIKYol838t3Sny3hmmHg0PqhA0FIIEKzE0cXsFM+/dnGjHte1pcE64RdZJlOrxhM1LRSAxpsPmisnTjEe48CddUlkxaKgzuJmoSn/k0M41NIxoY8Ey5+STfUSNccwfHuUvgGvuWiQzX5QZIDRElkyWT7o5p4oYQWbz8HmYwwqepQ9hwvZb4zSAw2MzUagpFHrWGRFNhuPKFbIBq3SIROWQ5dm1mAYnyHytRbhk0flL+M3VtM0iV+7jd14QHzJlpQIRvOGEPzIQ0vIeqqDsKkpZQMUmKmBL0vHaNqAZEQawQ1gjJ6dPnn/P13v36DfvauZd95bxBt975izNdhWBlAUgBSS3PCwgLQBEW1to1G7ZfNXjcVf0GTxo5du+2XVyYjIoalQURbjYLURk7f5gZKkthrDAeu/PjVq5N6Ce3FCBOzS/sP8yr+CA/s6wQdQN/DR6pERauiAYJkdJPaLlPjZeYh24llsHxz6/hqqXnxxbDsJpvYfrKOMHuqnXCpP8sHLECYEmFpcJgpmDCgGimLcS6tamGTUuE9ENFYYYrHLzAtMAUIgYKQhBHBdXSPPDDn1w5eNzrH3yMrC20rWH9/bsfGtxvzIRBUza+94nVFgPc2VFjTCBIC0RySHJIckSc3lpoCCvEJCQ8Kq5GvniBZIEERBRCghBRylDC8noBckgxy4HTGWpW2k74EQ1TRymBMFaKoTCq0PCIHNZyiqgmzClISifP7AQmXDsxNiHd40RFaYy9+eY7z/3KBU/8+rcwzxWnnBIqNeGcYrjhvXfbJkz53P/4/KyZi0+dqdHS5px3FQQGtkWFISQxKUZWX7yyhnw/bLUiuklGQCA+w5BU5NEm0DWW4VE4C+AmlEzhiuPUYOkYMAQPPrhGQsQt/SbiG1oS8QhnMUBYBqgzwXJiUQCrAnvh8CptQhJiP2XpypTYmm7am9znkiJshJdxPjStgZraUellUmUc84cKg5LJPp+3Nh5cl8KUVFbhLYL14WsVwZCqXAhOypB4uqavPqnCiXCD062BbowsmW1MY0+a+yNaOj46CCTDuAz8+xPXWYkW19WtQ4lYAAgCcaFPFnnJ7qHwY0bh83VNzQbtfBh4xk1lSmx+JK9pmLZB1KSODGmwjJcJSZxckVF1NEUUugN6TSi3v0VYA6w6EFfWrrzxW+ed1++C3gNvuOkHB492QCaJsoXbN3JaIJkDcbYLnO2CVJSHjhybPHnGFZcNHDlk7HvvfFCWtovJGpc5qdKdBlg4QeH86tKGqZLwkgnLKxnsON+qK0Qh4WG6zmIFeieM6h4XM/GT1NWz4PqIkGhIq8EvF8CcLhcROpS5vntEhHZkWsxMWFeO8+mZw7GAdi3kYBRuMfOirq7Z0QzQuSO6G2RBJzT9/OKH3dRG8jgepjlmEPEix3mGMGSH9x+ZPG7Kd757t7W21pVt27L76IHjT/zmqfHDx48YMOJbN970/tuvaUmVFHkG8ozkhcxhCZAKBAFWYJYh4tgBBaKAONq+itrhGeA5YKCW5bVOI2VnZ/tTTz2+dt2aHGaAwRw1TMg2EbU9LhcCW2h3VbhnWKkNPG93Z1wu4JpYuZ+u9aAcJCY8DCVXDniRBRQZ5PWcSWYP7Dg2bsj08750aeuo1icf/X3HmfZTx46++5c/3jC/7cJzev23f/j6jOV3H+kCxFqluYBnMKFh4LECFVMEPK1icygAbmgUVwuUOyU3k6YR8XrjG+bebEnmCTCb7FwaYjf97hv7DZkXaag+I7IMG7j1FfkeEl0xrbnMEakD7FVfacPa677JOigAhO504PWW7lakags0MTprgKGYQgmsER9U1G0oJ+aVMcCnXzS1fyMilyovxKc3hqK0cooJLGHxWkoqqioEcZ3iJy5RdallinA2HU2oWkxXkyqnAu7CT/mxh7Qq6l5g9fgdmDCemioS0iy51sNnWiTD40nWa7pfTppkRDAjrGe/bAiPyp4Ws7Lp8YdhbDmeZFyxMdBmRJfW/uhHD114fv9LLxz4xyf/Yq2tIZ5jAZDM/QboDA1oHTAuys6Orm/eekevc/q0tMza9OleaW3BBeA8mlRV66TS7Q1VTlgSTJWQKoh1dMxLLjkZ+PUPuJN9qvDh+MjHQZ8qlwpKu44dHo8Y7QBWjnSXzqg1MU2aUFZAhJvob8ongslFA0HMh3xWscYB4T1URUnfpXmFhXSjQQqoca5I5ZjliEHIMOR5hsrSPv/MX4YOHP7Yr3699o237rrhltkjW6YNGdXSf+DQy/sP7Nf/gnPPH9C3/+O/fXz3zr1dXXUIcAFxjqmDlXJEM4BrBawBlEGSY1ZgXoe87goXyIFbB4WoZZQCarX9+MMNi+YtOP/8C379u99jo+uCZ0RU5580Bj0TnWgQWSihqsiQLDyvz12sPzJnHUZNFkzwAK58ggGWOeIFEogaHLZ7RA3l0cDNZesaYWVsuWHDZ2PGzfmXz5/fu1e/iUMntA0afvGXvv6FL55z6YARt33ngZNnM23KnDj/HgRZ2JSpRmFcPO4vMY8LoUgGKnNK33SteBXjUEQwIDGuC+puEQ4DlYAELbswTZUBngNPeIW0YbN2wzSQckRkyHkjg9M0DRX+rVCEeWLJ403hGtrOPaa3ya9oagWny7jaH6v3IY5WwADhsZ/hEsy01Es757F35ZSH0knVSDei0jQFpzTCxVAUmh8NBAeXLjjJqObNl+lufWzhpsTSlzXlAZGM4EYgcZiUDDetknpD1G/coJGz0L3saBpAhN3EPUMgqZpPmNk0Rw5HQ8iMdLiikTdLPD+44VRhGopoCatCXxNhCNcZ4Ge7wNku4CTGXShqitOxCR8T0PirXQJaL5Qx9uknnhs6YGTf8y697+77tdYZRJ0ZzAB3hpAZ4LWCA2KYttbaol5btuTav//Hr932nR9TaQDXmFHCkSM0RV5AFOpNKxVUzevIAnGAFCSmwJEKZDGzmFeTzsgPlonY2omzq03VfAoaB0qLJg1aXyVmhrCSypIpy411xXpMqmJjLwphV6EIizwY7rjp/pjjBvqxxnGxEVOEaBe71z2QuSPNLH3Om+hzUW6nCnc+O2B1hHNMCohBjghg1tr7v3vv4L6DWoa39O9zxZf/5esXn3NZy5CJI64ad3nfgX0vG9Dv8uETx80ZMWLStctvPnLsLKKyq8A1iHJMc8QzyDJA64DkkGaQ5pAViCPIIZQ5UjUg60DUC5wDWBpjSfHJ2x+MvGrCF77a/+bv/vjA8bMFNV1FgQgvgABQFJAjrAooCsALyAvAAOQF5PWc1OooKyjEEiBeAAYKihAjRBSQZMDNlnJABEQCFDzLWVFwiCSCEiGJscbMAGYKqnOicqwKqhEvqbaQ6QzzLkAzzAsqkTBIGMA04gJyqq09dPLs9d+65xuXjul13rBB/SddNWT67ff/es+RM9bYkpekjhjmNcwzrhFVGAlCFWUKQlYACtz5I+kCZI5kjpzjhrPvdM2VgAhzg5iGTCGqKDeEaoQlQhJiBbHEVDuhAUw0ZYbxEmKJiSbUYKKQmx8ifrQIYOk5mqELFWt511WGVBZIxMMhP6GLUO0vSThRgDgNQ55DBol0wDcgIqotpJts2rPME3GmNBo1hS7XAkmKv7BxEw2wxFwzWXpZMy/1Zkii1pMiFbHZ4x7USqMoEfWJz39McuMWEMug+OK0O+UCG5Penyndyl35AomsDi8DqOIAR4zxyVZbxZLEi8h1FgPVHjk/KhM6NyaGorTsbqpyutdALkSF4KTSXT4txUDwu4rrIcEGbfLi5lKsKYoArCkzhGpEJOEGE4WwIEQxoiEUnXV8+mxx+mx+pgN0ZSSunxhTI+oYycAVRuLxEp0BgTCXwv7y548N6j+897l9br7xNmttDWQAYFyIDPBOyGpEYmlVadtP1nZu3vbHx3597le/PnzEpE937lfGdAIGGaWCYSox106Wza3wqKfXFIqQJ7X6BxkSx5orHchPIiLnjSHK7iGtqbhvwtJTMp7vmIY+JeYmiMVVQsOk0jTRrtflXMq82xPTiErXQYdEASww86q7pGr++RY1jcAvbziTHkJRgWS0T410ajdI1L3XEveFDIpaRjsyWCNFQVFXlkkuSQ1/unbLjFFt/b5+6aArRo8YO6tt3g13PPC759bs3rjr9PcfeKzfwJahY1qfe/X97fuPbN5xsI7KLqjOZKoj13VYYYCB3i3qBS9yimsQZTQHqguqsxmBGFsrtm9d94Mbbht9+YhB/Vsef/4jam1pbb2AtVpXXhS1DOQQ17ICYpoXqJ4DgEgBSAE4RAJi4SJQAXgBOAQU1gtcQEY4QAQxBjjvIqgTowJxhCX2/UyJsEBYQMQpkZRoAiWCAkNJsCZIYSQxFBgLhDgoWJFTShRBEhacU84FJhxaI6y1m3YcfOrFD59+Zd32I51SWyktwiVAJWZlAZVQJQASEYmwgMSfKoAcE0m5wlQhFzOoxtRQXmKqEVEASYiVnwEimvKSMAOxpswIbgTTjEhKBKeKU8Wo5ExRIgnikitOFYKMIMacaJBPhRrYNSjw02CiI+fboazCrJKDAcIjpbCJmFcg6ehABXQzBwpg7UamijBhljYMmjYskHTLArhU4VoJ2S8iMA1KqQGkKhsEGnrOJavg1L2NFIunHqG57ikqTaydG2IV9wIwScVQecZAXEl+xNou0vDSLl1TKdNkBB7hOPc4u18XA3ZTuhA6oKnjToM0Q7ztIdI7Co8XnQtz8b5v5DC0GI1S09j0SKthgHWcDYrnT6VBnNcAQkJhyhFiCBCBOAIMYOXmSWKkiTHYLRXXXQuhtGHc1YPttIRE5hAaW77x1rvjJrSdf+Glo0aO2b97uxAFK0tSWm2tstZYW7Sf+OTdV+9efd2wy/r/879++YqBQ99//11jbY5ZTljOeEEbECrorcWcGGu1I7thLEhlXD+hAFKNRxpsqio55ShFylI6DtGEQqfv6b8vvWJ3xKUiLg2ZJMLEGQZEDaKugDaEOzxAByOolBLZA4uHBRmnmLo1a9BF2CQDTo2Yx+Z8lkhig+DAHQE64MtqkSFcAxBjsX//4fvv/emEsVPP+8rFl5w/4JIrrvrV4086Px4orbX2w7UbRo+ZcOnl/b55x+0ZhNLoAqE6ABkEBUYForHqygDvyoijZSMiGRGECIw4wZxxVRr76iuvDx3WMmXeHcuuu3/8sEnP/uqRj17968n9uxHBtvFPaa2xtrT/qT/GWlVari1RlhmLpQFcYq2x1li5wxBtqClLa42xnGuEGSFCCCOEplQwagS31lilrBSWYIOgQkAyabAWGSU5JVTJ9HwKampIF9TmtCTa5rTE0gJusbZY2YyYDKuClgW1BS0LqglTjApQYIwYoxJBAgEBgGAsCOYYM8YkY4pRzqhw8QYjTrDASCDI40GQwMjdVVnkGCMOAYOAUuoFDmJbnlSyyp6fE5Y7h4TDKN/AJPato0iSblA1TONQDgUKwD0KzaoM8GhqFYUUG96BuB9XrkEdavqek+g0tU97DISXgXsSsnLvVqCbnvkUKEeJ4VNjrSMj6cgFmygQ0P19uoci1wFGVHl6SIW5G8Kt42T+DSCuoWuSlp6NYamqC2P3DgX/aRhg3ni7QNKES0NRgoxVJRQT8WUlpl7ZJLyygUqOErvS+IvSLk6BJEpKuiawETuPCWG7GO8UvBAChcEUZS0WsqvADjZPuTzxTiZpigf0EDUpF8YvSygBVl2YZYwXWCxceO0FvS7od/6FK+fN/PT9V08f2bVrywfbXn9h81/++tqDD39/wdVDLrr4S1/+13+/4JJRs296+aNtpbXtpKwxXXCBBMWcJTffpMVZzE6IUFxXbZ6/mcf4ZKiSuo9H0/BWPHqMByHU+TdJm0yxGHLfAYQXhOWYI6Lj2BmiDVhujzVZd2ywaVYpfrMhFDWpggKsnINDinWk20fsk0cjhlpO6zkGiOvSPvTwY+f06nPu+f0GD5n09FPPf/+hR6/7zg8+3XOwo6OO6oADcWj3yXmzVvS5+Iq21ml79+7HiNZqWVFAjCklDCJWEcSrE2MFkkgoRAmBhSTESvns089e2veqW2+//0gXee7ND/pe0u/K3udN6t/324sW//CGb/367h+995e/rnv91TUvv7jh7TfWvPrS2ldf3vDWG5+uXbPp/bfeefGZd158ZsM7L2/64I0N77y89s2/fvTmC5s/fHP/ri2H9m47dWhP0X6cdHbQjg5V60CnT549eTyr1yDI83oXw5BTTDEEWf3owQOnjh9DoDBKaqOUFkoJXWprjRbQKsJpUZastKK0QpVMaalkKaUVohTCcC4EV5RyKaWWrDTCGKE1t6UyRlprrDXW6tLIGFBLY7UupSrL0mql/nOx9f/+TxrCTfinslaWVpSWG0u1xdJiWbqwTZXF0hBpiCoBk4AKQEWB3S6jITGQlvEAxBRIQVoiVgKiMyQzEvDyJgAAIABJREFUKDIo6kBAahCz0PfeygKrDMmujGVARL2JHCrnxgS8FkCZYnc5lA68BqHpVYSOQoE18BrtrnFSIlK6ggNgjZlrGlVPFBHaDycJbxyORegtuSdKlV4WRdkIxWBhqte4JDcIOjjbCNfDc2HP9dsKyBDR2Lm/85I6CwOvshwiq2MbE+3isTPtBaT63yZfonQ7dgUKJAogkRUMIIFdmHe7ti8f04azr1OBH2QxUV8OOb4AEoWTFyKqwDJHMoMiYbq6n63KsljL5lB6zWlWIloWLrFwHxbR3mTLG7Zqp3CBWAndcJWwdS47MC2tffuF15791R/++oent23anAFgrEXcZFBBagizkGi3YADReZD2ieSj3EuUxcK6gZpbZ+wsJsrahx554pxzB/3Pf+39pS9e1K/v4HEDhozv0/fCf/pC789//Sv/1Ou8XlcOGjm3bekdP3r0ueMdSFubE1mnGnANhcZaUaVdwziKxflIH8aT3SGMTeVEm3bz9J9Oh7eBhqDKnov4RhHu7qEizaW6/xep9HYF5pWkXgxFyGniNcyEVdUbTLyeoxaJn5kLEbfAtCEURcAt+tSl1bpjNkeMPpVCiNVSBgTECiCFsNq3//A99/7ssn7D77jzJ9raTiJf/WDd3sMn6zWUdYCiA8OauX7VnZdcNGjk0JYXnnuVYoORKuoUI0WwRo3eRcncEq9BkCNgS2WEePw3vxvUf9jDDz9JqLTW/vTnv/ziVy/6yjn9P/cvvb/21X5jh7WNGTz+yiHjLxs8vnffYRf3G9X7kmFXDJxwab9R/a8cP3jIlF69+n/la317X3hV7wsGXXTxkD6XDL/iynFX9Bt/1ZVTBw1oHTxg8rSJi2ZOXjRu6KRxQ8e3DBk3bvikWa0Lpk+cM3nstDnTFrWOmzluZOus1vmzJ86bOnratDHT502Zv2Da4rmT5y9sW7xk5rIlMxdePXveqsXLblm+6oZlK1YuXnbT8lU3LV+1evGSlXNnr5w/e/WShauWLFq1dOF3br3p5htXXXfN1fNmzFx5zbXfu/32e+6864F7f/iT++/7wZ13fuvmW2+//o7bV91x/3fu/9m9P/nZPff/+O67f/bDu3/5k/t+94ufPfHIL5781SN/+OUv/vz7x154+onX//yn5/7wu6d+9cvnHvv1y089/uITv3/56Sc/eu3lda+9/Nofn/zwlRc2v/vaRy8//95f/rj2lec3vv7i3o0f7tm4ZvuH7+z/eN2n77+9/rWXNr39+uZ33vzolb9uffeN3es/3LNt0/49O44d3rd/7459u7cdP7z/yMHdJ44c6Ow8W8vqtVrn2TMn613tnBSaAQo6YO1sLDyNkP/ZIvT/pz86xEthrQvRZfimDUHUxdEYUJW12nqwRVqrrOWl5dpKbbmyVFiprS4tV1aVtrRWWescIIX2bBQmrNRWaCO05EpxrXRpmBSYUiokEiXgpQvMWJRYusMSaQG1RFr3NZYWyRKrEgiTcQu1LYSF2kJlM27rzNaQyaFBxEJcFlATZiEuMbWUWUItIh5aLKAuoM6BLqAjmqoCy3rhZr1VgVWBFWJlHZsuoOtI5UTXkapBlREDmS2QAaiE2GTAQGxyoOu5LJDGTABMCkQyiACmANMCE0AYxgYCBQsFCwkLgYBEQBKsIBIA0wJRSHiBCMQsB7ieQ4QlwopSjbAqAM8LCjEHkHFuKNWMGko0RpIxw6hh1BQFywGHWFNm3TQF4yXEqp4zRBXIqLV25dxrP////L8X/PN5cycuuOOWH3zwxntGitJagFm9wAWWiGjGDCapV5lICsSGtmJeaS7Lgooa5ojpswV56D+eX7T8rksHti5c8b3v3v+H+x594eYf//6+Z178zRvvvrLuk+37j7bXkJCl4oxTSqjgUmEqIJNQaCS0c9JCVBMe0AVumCwj6hvrkhge0l5jwlVxMwA6LS/SJmWPpQkRDa9vpIMr0lijxIIpnS6iQlNRQRrhNvoYkbpYMVnGIzpsYW8CKdw0nutxQj/J1EhbiNVPZCfH1DIUQzL2EmEjY8dlExkSZ3PSldM8o9bapx7/88ABw9/9YD02tsBCGlsv6JmzeVcdd2XUGPvY754aPGh0/0sG3nHbXQQJkPOsRrKc1Rs7UqEqkgBrhAVDzJSm/UzHimtWDxgw/I/PvFRaC6lGWB45dvqBh56+80ePv7nmk7WfbN927NTWw8fWbN3x/sfb3l2/9Z2PNr+7bsuHH297b92Wd9ZuWrP+s3fXbHnrg01vvf/JG+9ufGfN5vfWbv1ww/b31mx96+1P3nhzw6uvr33r7fUvv77md3969c8vv/nnl99+9s9v/8d/PPvLR5569tm3Hnnk6Z/+9LcPPvi7Hz3w21//9vmf/fLJO+/55ffve+QnP//93ff96t4Hfv3bx1945Dd/+vmjT97/4K/veeCRW27/4eqbv3fDbXetuvmu5avvvPGW+79316/u+N7Dq2+6b+HVd8xd9K0FV3/nxlt/uPqG715z7W0LF10/afL8/6+99+y6ozrWRf/CHfeec8fde9897vbZwTaIIIRyQgEQQRJBiYyQhCSisDEbG2OMyTgeRwwGDGxsgm2yTbTJwmRsgcBgokDhfdda3TOn7r4fas7q6rmWGOfb+YJGD41XS+vt1at71qyqp556avnKdatWnbpsxZrlK049cdW5xy//8snHnLt+9blHLz5+6SHLjl913OGLDl26ZOWy5WumTT14yuSFs2cfduSRJy1ccOSECTM+//lJe0+YOn3agnlzDz1w4dJ5cw+dPm3B3ntNm7j3tCn7TJkzedbkCZP2nzBpyl6TZ0ycNnO/6fOnz5u9/9y9/m3f/fectv+e02buN3fPf917yt4zJu0xZfq+sxfMWDRr0gHTJ845dP7SQ+YvmTfj4PnTD1o0f+mBc5ccffhxSxctO+qQ5accs/b4o084ZukxKxcvX3fCKetPPnXjmvXrTzjlzDUb15+87rS1Gy792jcvP+/CL52y4cKzvvy9iy//waVX/+DSq6+48OIfXPntK6+88luXX3bVt6/+2c+vufzKKy+9/LJvf++7V1x55WVXXH7plZdc9Z0rr/7u1Vd998qrvnPV//zJ/7z19lt/ddOv7rrhrrtuuOvem+594NbfP3jbgw/e9uB9N9/3uxvu/NUvbvjV9df/5pZbHnvggUfuvf/3v/nN73/z23tvv/2B22995He3v/jEo688+8QT99/15IP3P/Xg/c8/9uCLT/5h85/u2fyne1965g/PPX7fM4/d85dn//jx268Odn04GGwf9Lf3+9u3b3+vN/ZRv7/9vXe37vj473ywvXL8fw3oBdc28q310OuVsfydd17XcqBYT/GeU0yLQah0qG3V+NA0dfqFuv3NKj9n3R74aqDvIl65bpqmrsA913VTeVfXTd2Epgl13cSX66aqqujQa1fXrq5DXbm6cVUdfF27pnFNo31QISjvTRVc0xhfNU1jqujplWuECdJVpmpM1QjfMNuUphKuKXRdmlr4hrtGuEaFRgaAxJtCVaUKXJqylFp7xhXnWkjT77NejzPjdzBZhvDiX9+6+8E//fo3Dy5evu5zX5yxYPaCr25Y9+cnH/fOKucKpaVyfCA0b3cwIpZYdV1RoOWl2DWlKlM1woSxPv/r1r8XXOu60U3DfGPSQ6ybxleNshVXIAnhFagCEg03EenX4HXgRct0p7hIe4OwmkIHOiRKW6CuKwPi0pywOvM3w8gYuitsWkB0LsuZhIlCuoh+U7qANLUwtYD6K9EiSTe5bTrmRB8dhsMmLveQKyKFtdwVYYZE/UQ73U64vvKFdNoErdwZG7+0dPGKt9/9cFyasUINSrtznO8YY2N9OTZQrmoee/yZpYcvnzdj4brVp43vKqQIvHSMe5xelSVGhfCsMFXhi4/7Xz/364sXHfnYY0+DuRS6KqQyVSikGTAFo5iUbUzcB6jJV+mV0Iz+UzeNbhqdYuXOH1c3JjRN04SmMaHxdeOrxjSNahrVNLppTNPIqjFNo5uGhUY3DXNVaf24ND2lB1KVQhXc9ITewcoxIQbC9gq9Yxff0RM9rkvpBqXYuav/4UfbP9q2/aNtOz7+ZOf2HeM7dw127Ohv39HbsWP8gw8+fvuDbe9/vP1v777/t/c++tv7H7+09e8vbX3n5Tf//sbfP3zpjbf//Nobm197ffNf3nh+y5t/3vr2C2++88xftz756panX93yzEuvPfbsK/c//uoDj7/29AuvPfnia3c9/Pw1t9x71Y9v/clN9/3uoedvu++Zh594/tmXXrvzD8/ddv+zN9z+6M9vvOfGm+/56c9vv+Gmu2+65b7vfv/Gq779i4sv++kVl/3o6kt/cN1Pb7nmml994+Ifnn7WRas3XrD2rG+tP+PSU9d/c82aCxcdvPrgg1evWLFp5YpzDj107eJD1yw++PgDZiyZM2PJvvvMm7T/gftPXbT3fgv3n7ZozqzFB887avLE+fvtNXuPf58yZb8FkyfO22ePmdP2X7DvXrMmfHHaf/zrfp/75wl77TF9j3+bNGmvWZMmzNx/j1nT9p47b9qiyRNm7vv5qZMnzJq+7wHT9pm7/54zJu81c9KEGTP2O2DulANn779g4p7T50xesOzQZYfOWbRwxsKFMw88YOoBy5asWHn08cuWrjz64KXLD1561MLDTzxi1TGHLzv6wMUrFh15wtIVG44/5bRT1m046ZSNq9euOfbE9SeuXnfciSsWH7H++LVnnXjGl9dsOnv1GWevPu3Mk9dsWrvu0vPP/drZZ597xnn/uenrXzr9vDPWbdq45sy1J2xcfezadSes/88NX7vw9AvP3/Cf55266dKvXHDFVy+45LyvXPzlTV8/e+M3vnTaV8/a+JWNG84//YzzTzvr3LWnf3PT+ZvWbNhw8uoTV6zcePLqk1asOnnVsRtWn7LuxJNWH3vi+hPXr151yppj15y57qwz15199vpNq1etXnf82o0nn3rqiWvOPX3TeWd9+cunbTr3jC+dv+krX9103je/fuF3r7rqhmuvu/7a62647rqf/fjHV1xy6SUXXXTxxZddfOn3LrrkO1d9+yc3/PKO//r1vdfecNstt951++13//rm26776XW/ve23N19/8w0/v/H6a2647b/uuP3mO2/48U0//8GNN19z64O/e+T+Ox+857YHfnT1z372vWvv/+1vnnjk/icfeeDl557640P3PXTf7559/OEXn31iy/N/fvb3f3juoUeeffDhl594YusLL2/b+vYHW7a+9uxTr770+JZXN299/YWtf33hg3e39nZtU7yvxUCrwY7tH4zt+kirQTHY0e99ImQ/VMZ756zz3jvrlJDOOmttb7z3yfbtxrt+UQ4Ygzr0ux989NSzz5191pe/8D++OG/23FtuualpGuOMVrYcKJH2UChoQYYEWovYBoBEOyyJpf+qrK+VCU3TCOW1rY2tjW2UrmUqgHFVCVPrUItux7RKeQ96GtqsJtohdW0mhM5gmPGfoXBdKRAcGQ6U7ti+RtW4aQ4EcyKQboPXRsHAxDIITILQTCV0zlvJji7DpWUb0TuM+Qw4+44rouwO7P9AOA7nMmQFRiwvFdwNuB3ndqzQoWq2bvnbogOXnLPpq0XJe8KMFxqU63aO87G+KoXRrn7nvU9OOPaUWVPmLjvimKeffL6umqKvi8IOuItDFXNv5AaFrU1z/U9vmrTH1BWLV137o2sfuPOezX96+vVX/rLtnQ/4gFklG2+tlEWv7PUkY6Hkvs9sj7m+COPSj+mwQ9iPmRlTbkzYcbhmZnrcDpQrtOfGMskGRcGE4tJJ6aUIjPmy9NI4YQxTupCKa821YUoVnBdcMKWldco65b12TmgjtJHWKVNp27hQG18J7ZUJxtXaehecDdp4Y5zV1kitrXfae+0a6xsXGhca65Orc42uG9M0um5kaHTd2KaBUNSFpvEQ2sLfTRWqpqqsM1UdmqYOla+aqk7OuK5GOGBrK+uqkPy1dbppaheqJkFYpgmhaXxTq2BMcNIZZpWw0gfrKq+D4Ub1eNnjvC9VT6gB0wVTH+/qbR/r9/psfMB3jA+27Rj/YMf4h9vHtn6866nX3/rTa68/+bf3n3v3wz9teWvzG+++/v6OzX/96PEXtj7x4hubt7z/1Ct/37zl/eff2Lb5r+8/8dI7f3z+rYee/uuTL7/z5AtvPfrMlgeffv3x59969Lk3H3n2rYeeef2uh1++/f7Ndzzw3H2PvXrXH1742S8f+NEv7rn+V4/+z2vv+vH1991x7+Ybf/XHX9z4wLXX3/uDn9153S2//8nND5z5jR+csOmiNeddvunrPzzrvO8fs/prS1ecvey4Ly9duWnB4evmH7ZmwcLj58w4aubUpXNmHDV/7ooD5x97yIHHH3LgCYsWnjBv9jELDzhu5rQjJ+1z8D4T5u279/y995w7eb/582YsPGDqAbMmz547ff6sybOnTZw+ZZ9pU/aZeuD0uYfMmDdvv+nz9ps2Z5+ps/eePHPCpOlf3G/iF6fs9YUZk/aeN3niwqn7HXzg3JWHLjzhiENOOeqIM48+5muHH3Xu0uX/ufy4C1edcNGJay479qRvHbbkjOVHbFh5xMajF68/6vD1Ry9ev2zJxqMXbzh6yfpVyzYsPezERQcds+yINYcvOm7RwpWHLFx10PwVhx66fL/9Z06buWDW3AMXHLRk/sLD9p86Z/a8g2fPXjB3zoIZ0+bMnjV/wbyDF8yaP2/anANmz589Z+HCgxdPn71gyvS5E/efMXXmvD32nrTPpGkHzD9k5oyDpkyaN3vmIQctPGrW9IPmH7DkqCNPXHzIqgMmLzh01qIl85YsX7R8ybzFh8w65NDZhxw+97BlBy1ZfvBhxxy69Ih5Bx4x/6CVhy5Zu/zYdSuOP/GoI09cdfgJK5ecdMyyxQcuWLn0yJNWHnfs0ceuO3bt6SeuW7vypFOWH3/aCeuOOXzZ8UtXblpz2tc3nX/qCevXHnfqKavWfOWM879yxvmnn3LWmWvPPv6oE447dMWXjtt44qLlqxYsXrNkxbojV25ctmrD0SsvOO+S71/zq4lT586ZO/uhP9xtrZZCDQrLREvAQ3QHmREYcwvdaYjGSRmlMEzaUlplO5RCWv4ZcFtKzbCljAxfgIkMMJUKZk3JpPyEQ8iAm8oT9wzTI8pHEGR+Jno1xNOypuzhIhN1RUic6WZUHdRO+1jBEsZz5UoBnJqoC4XyiUDRZIn1ClRYmJeIHgjbK0sRcDoGFHo6rghwsLZel3IdmpekMpIcMDM84WPA3C6me8z40Nzwi1um7j/n/vsetqH+ZFD2mBmUdqwnIxeO6fGBGjBz8UVXTPiPifvvO/3Cr12ya+eAl3ZQqEGpQekZEUkmQxHVCqxw9TXX/Wru3EMOmnfo/Gnz5kycOXvClAV7T1s5a/FpR5x8+Tnnb374EaOUKMSgb3o9XxZacM2FZcIX0g2UG1duTNlCaKOdFLLsD5TUShnJpWSCcV4azZztSTEm+LgoxnnRk2IgZRE7WIGcagrhSumZ9FIFKb2QEf5m3EpVCRGkDEJUQlRcOKU9FxUXlZC1kF4KxYSQSmmjhBJSKSFFb8AKrkthC26gd4Qrz+O4Gsh8Kyac0F7bSmhbCtXnhmk/xuxAmJ2l6Uvfk74vQ09AC3cVC9rCwKkK7srUIdQrdSFgsQZpa6Yd00ZYx7UttS2lFsYUQmtdK1EZXXtXWVsF1wTb2Mh4bkpZK10bVSlug/KV9lZrHSxM7ONGSqeVt6byxlmrrZXGOe985avK1Y2ugg5eB+VrG+omNFVoLMiwgX80IUjjjK9D07jKubqyoXYIHgGjIx1V3VS+ctoH11Shsdo6V1VV5Wzlbe11sNI7V7m6GWgzULrUVhjPtGPCFEwWXJVcDUo5VooPd5V/+3DszQ92vP3hzg92DD7YWby9bey97YMPe8XbY2NbPvr4z2+888eX/vLIC68+/tKWh55+8cE/v/b46+8+vuW937+49a6nX7v72Vfvevqlu595+YHnt/zxtXcfe+W9+5594+4n37zj0a23P7z1joffvOPhN3/3yIv3PvbMI8++8sSLW1544703t439fWfx9o6xfiFLbkpmSmaYsFw6IR2XruSaccW5YlwVTJalLJlkXJVM7Sr5+9vHt40V46X8aGzw/s7xD3f13/1k55vvb3/65S1Pv/yXZ17e8ugzL/5p80ubX936+nvbnv7rRw+98N4Dm99+4Lm3737qjd8+8tJdD7949+Ov3fv4m/c99Ob9D2799W9fuOnXz/zu/r/cfNvmO+565c57Xrn9rs2/veeZW+948tbbn/7dvc/88tbHfvHLh//rjicvuPK68y675sLv3njSmRedf8XPL/z29aeee/kxGy444exLL/jerT+57ZEb73tq/de+v2LDN1ZsvGjV6RdvuOC7c49cffiJ5xxz+sWLVn1p8QkXzFl89oIj//PwVRfNnr9hzrwNc+ZtOGTJl+fM3zh3wWkzDtgwY+4pB85dvmDW4fNnLj568YmrjzvjkPnLFh1w5IFzj5g5ddF+e89dMHfp1EkHTJo4Y+G8RRP3mrTHF/Y+fu0mUTX3P/rU3DkLZk+b/Pt77rLGSuPLOB0Kq+6dEhGlI4LIBfItE+nfCe24cqlkEpX7Ex+vlqDkRuYUU7IAUxYUBaUJ2oMPALisgoJKCZ06JsppU0WDrL0avQWOUoX/pUxu2ldAdT1G8iBkV16Ed3WDWsBQeqGrVCKtRh+EoB/5+nEcV3RF0jQcXtRtTNBxRQXvYG4ouyCIQiigqKXwqNWNvgq6BXvSSF+VzFx4wSWzps3fvPklbqodpRovdG+QWHaJbqdd8+KLrx+x5Nj9J84+duXJr72yxWrPCsEKVpQiI02UwnNRFdL3nOPObRvvb/7Llt/84dEfXv+rCy774bGrzzp80YqZkxdO2WfWtP3mfP38b370/se1cWogylL3WarZch/ddfwnFHIdpHTAtoIgqJSBCc92P2sZ3gY95MY32jXCNFxW44Ue60uQKy6lLSQI2KS8OFH4uWn/Vq6WJggNUoOWLmXAlLWrhApc1qhTWSbNCCYMk4ZpJ12kAksXdFUrW3PSRyLinNlGmlq4dnlFFBuU31CqXKWhtCJwXQvjtauUrwWEXRLmrtpSuJJ70EyCtnPIXJGv1Sv0WF9h430hXCE1U1aCeSjLpOHKSu1lEhiEgV3CeK5Mn8kSBvQJL00lVFUwZHO1pOS0OO2A26JwrBdEUcuyVqLSykNpgQtd1433NWOmFIabStim1PVAVkwGoSqpKmg1l6bmCmYkemjJ4oSQFv8pw4CZUngZ0ZsK5MmZ8Bw0uEwDg52EqkVM7lv7LIUruE2jAj2E1VxVTHipK+0aqWsuPUICVEsbsCAJc9UAnQdms6ml7QTpaPY2NK6KkkjWx7WqXWPSYQFnriOhw1VNAHJHHQ8bGu0aWzV13YSqkbb2dROqxoXaV40LtfWV9ZVxwfoK/gk/+6pxNWDalXEBDqnN9Tfees11v7S+1jZoG5TxynhtgtZeG29sUC4MpBbK7Sj5B2XZs/4joT5RZoc2HxTFu/3+J0K+Mzb+/DvvbP7b2698uO2Zre888sobb42xB59/9ce33vX0K282TfPJxztXH3P6np+bfNed93Grd6pylypL6bmskgk76EVBgC7jCbOkqJZEY6MAWNYqgDRxZRvAxDIGmrRBxu0Y6PixiwCeEUbbsJ65jHOhhA5JOXu0zDbt6hsmzmVVouzn3bEbBOmNQ6gwUsO1TX2B9XD/cpuQpeliqV3JQaMhCrRH9xYnikWNko4rgk60Mo1JpfqhVIwOEiP4JydyQ6XwJffjzPqq2fb+x0cfvvLIRUdv+/BjF5pxpge8ldcEPzRgzoX6vXd3HH3U6mlTF37joiulckK4slRlIQsWR7tipy0wLPul6Suzi6ldXPeVk1W0n6Zpxkp3w3/de/SqjQcvOW75cRv+/MqbtmlKHQbcFml/5KQElXWcYcMjsHuZjGvi01HRiHsOKWLB3gHa/hGHJbr3GR8mq1JmBE14VFwFqsTFWqpr23wqbZDGw5xWHK4VvzI0i4jApIcuNhCtwushGqaNdlGghYnAdZUl8mTcTpSb1K4Rumr7wJjtFQZuKUzBSfbmRFrcGHylyQ5psriE172wAab5adcYH8013fNWqaXozvUYlK5kgTHPmBfclgNhpK5CFZzbtXPH2K6dwQetbclCwZrxohnr170iAO0Yr5+KDY48aA84gQpU1BwpdL9sOajwSq+ACEwNmOkVanygBqXpE8F72h0xIFq0XQZ258CCMDwpup5p0wX9AVc+l0EomIJYSVMrAx1CMeyFPTFtkfDrFkw+mWHb5M4iYm9Y6sUBnlspLIPWZqEZmdahjN8xNnjvw+3SVJEpHjVtvVSVkJU0jQlNKX2PG+lqbmphmpJ5oSptG+sbbWupa2Nq47z2rpRCWiuMK7jSzilTVU3T741dffVV//gP/2PZUau3bn3Xh2ZHoUtT4dRt1pGParuj4A3UwEWaS4vCRbhRYMMWdl9lzTodV5TkkZQDJwRBTIU+SdkmSSrACNcaKzfDdAbE5Wju9emehu48GV+O8rypercgLL444ihx8Qk6V0tTi91MtkRnhoYvbYBB5rt1RSguN9aXu3oCGpXB0mhzK1WGxuXYFo0K43395yf+PH/K/HWr1ux4f2cTml19Pl4oPD85rd85rjee+Y1//cLUU9af+9EO0WOhV9pChkJ6EHeiCkO9UvdK0yttwS0TmkvDlWFKF4KVSjPdmLpRodFVw1zoa1doXxrf53ZQYn9STH2oRlYMYFOw2VWrbfhuEiNc02VHw6Z1eKXwIHCbtXTRVQVQMo7gI8SVkC2+7KqkTiNE0zuBhyOtL5WBAbLEFSX9GFkx4UlKz4YpAAAgAElEQVT7W+q+hnF/cRZRk75akl5tXZEnGmhOKJ9Ex1txMEEkmRE+ji8KizkfIgD0a8Z75SsYHa1cJTR0Y0RBBLzDsOSwSb6NT2XoKdtXps9kUfBBr++UbKz44733rD3mlHXHn/rysy87EXhfs1Jz4ZQOjGT8uPsjYgO5UcEdCIRjZAY4MzoPOrgLfgYLgl9BwUZ4D6gAtArCZC4leg7qjejRaQIdmkma3Q3kgwG8kf8XEddHd5Uu0uG4ax4HnVi0xHR5HifP4hieaE26LkUohC2EQlIWHgOmQL1mfCCzwXfC1lxXJXe8dFpWVgVdGlV6IYOUgXMnZBDSKxU4d0WhyoFiA62lE1yxgnHGQjBN07z7zttf+8q5E/bcZ92Gs7e88basmtJUA6a40Jn6UZKRriH0RPeTyh4VV5Arx7RS6Aa+NcgywTthN0gHaSOD0WUuSBeUhUkijTSNUJVoZ3p5KpxB93dhAohBo8bj8Awt0R0ylHmCzPGguY3U+UXxumzngSnJKs2NBNSEq7g/4CFGaQonVxSZF3C1MnbO+t26oqIVXxoh6g5PCxuk4WfwW9t3leC3SuG1qq2tr/3xjft/ceqMfeZ847xLd30yYNwx0Yk6Ex+vUq6554GnTjjlnLsfeKLUza4yjDPfE64voiY0I+qZcQGJwJgdFKpgmnEptdRWloIVzBWlG5SOST9gqleKXsH6TJbClsJhNBrhwUJF3dI4R8eXwhXCDbhNnPXO5Epco2lPrOiaxh+K2N0dDTINGI0sFGkDam6iFm+7ehyUWqBVrVOBZMq0smka5vrUAATJJDSH82RLFVMWkH6KuFAL8gSWZtcToBlGpLfz90Tc1LzQFXBwoQECtElgOqSyVRL5RhXnClDBCGvYmkvs2K+59oUwSAcSSapkwGAUCkDkgRsP0ESf6wHTA9aZtpkF+BjmMxlK7ksdWFWNCVlIyXgZvC3K8psXfGP6xFkrlqw5+vB1q4875713tlU2cCaELLjoD5iE0ATDqbSnR1UucEWgs47OAJUYIXGHA9wPrLHhXIp0jndAHk46LsukRUuzGXrgNAfUMUqvt6eiqCxPkxVx06cOJrmNbnzJTSooxpEcTKGcShQvKLiDMIXOEU9VliiOziSMzvPSgpCMKaUppOEK6iu+FBbHQABCXkivXG1sY1TldKWZN6V3IpTClToMhC+VL5TvC8d0xXRV8rooAitDObC81HXdvP/Ou7f+8pblS5dP2Wfm977zs/EBM1UzLl2pXcnLsmRUoKgUXtnaeCCa4xPv9KLCDCGYTMbTXsF1JyegbxMadRAqmVpqQKsN3gNq6/Dr2sEo1YqlAVrCVNrV2jbaweivNkobmdwACKZcFAcC+Isew22tFG7J3plerzAaljaYAFNRKpHI3ETao2oJckPzKUSchuxBsw5Y7DCNKb4TRflM1xVJk4NXaHuUP051nZkM/dJs294HLGKsL3eNCyHrK678+X/7v76w334HXXHlTz7Z3i+Y6xUKMI1M7YPJMGDuo0/6Qjdch15pBtwxFQrhMpCERqAFhJ8lICGiX2qufMl9vzAlsyW34305YIYrJ40HKVmcX5uqgoA1WaFh9hqUr+N0Pup7aNRGAWVESxkZz5w8E+rShwFXvVIwZUEDBrgo2teAj4GuOyXDDHM9cxAPiTE2AHCHGQOIl5QSSoXY9VYl+CsKaKIsFYY/8L+dcMYEGZd7qxbDZCh41LxIeQPcGY96YklI2IHHLaVBfIZ1Jie5NtYTEYNmwkPBEnqZe6WBPQu6DsFJsCRPNfyASuHHC7eLh3GuuWRNY503l15y2apV62678/6/vb3tpZfe+O53fvHGG3+vqoZxX3BZiKJguiAjcLA4Cu4Hlx8V9i7TnCpwOeB+IPsBn0TTIDp7BfMkTIOy6x+GjjOnS1X1aBpXEiGWbDXy1MaROmlQbZ2OqsKEPvAkg0YQYwcDZ7MjfW6UvIQ1gKqduGMUwhfCtQd3vUKXAkRdPfrFuLd0NXOFCgy0G6Bwa6pChAEDcQcvRKNEI3klmXUqPPz7R09YtvqL/zxx/epz7r7nD0p7bavxwpYylAIkGTv5YonS4KqtiAgTpOmUOngc4oCDgwEJrxGoQGwN90asKZKH6KWhLiQIGxMm2ZHDgYGKVXItERgfRuzx0L62VWNCjfFuC7q07ip0fyUeoisEl94QgRl0ezS1hdNqV6exvJ18Cw28ELoQqs9UKR2ToAySBv1FAaq0sFVgGW1B6HaUS5GG5lETJc+vg2YAia7gbqwvxnpM6PDW2x+edvpFX/3a9wdlFZqGaw9YOTQVESzeDJhhMmjXwMLlQNUrc7C+MxIpRqZuwFyfwRyHqCneZ5algnmvNNF0yVze7Cil6TMJchQ8arObUhqsjZcit0D00MmSM8p8t4Yk3YCrsQGDATwiaq2H4SthZP4N7TWj/6S4rUpDH9ITjekI4tpce6ZRJM3jeEf8IOQswGqGpTwSdMZJJMSuWrFRUOlOBYYoOMaUhUwLRT6GvSwihFw7EWu51bB3gQ2uTEyZhCJWFL7HOHdHz3zct4V0TdP0tn9wzfevOnjalHPWbrz/9tt/+K2Lrrny0vdefyMoq7keDHSPmUKDIFBn3xdJlIVuW7CBIq+HYmUUuMMjc0JZnoTYAI3JqEOisBt5W6demGLEzhmghpSVOshdjWm9NO1MB+qQuPZc2QFXfSZhxUYISDvaIELnfTCZj6LJZABxwSQLQoFBoD5hvGsZPQkc3MFgl1jc0kl5j7uSOymdEoYLIYyxdXPEypP+j3+YcMFl1+4aZ03TaNcMmJMxa6+YQsmiGNEnfAwQEQ0WAdsCOdrybcdAEissJaBID8sm3mI9LzCpkyG3elHU0JQjaoTdaUPdt1XUJyHGRcEGrltBVZiiOVxnynqM8HezOLi7C1lU9MlcEf31VoNVOS5p0ZqsN9l5peOKdvXErp4YmYuknbez4hEZgP8FBVWhTcF11TQFs++9v6tfOK7crv6gV8S0CcFxPP/4QO0c5+MDTfMehArJ+s6ruLjcy6RL1Cs0ulIE7ge8VajFDR1ivTRiJ8UFJgqLQZgPBCrW4aGhhHDrpeLiVjUMJ+UyWku/tKXywsRnSSd88C5vkibgI+FdWj/kRKaQJ06LSMqesEdwVTPliCvqDCngqRaKyzcWJLspdny/hXHODYaBEYhLExkSuGQHDB5KEDr14qXBP/RIho3qI16YCGnCvU1AaOQ4Fdwnvx55EFg9bpd42uP6zDBltHJ/fOiPZ5x86n7/vuf8qfMm7zPjc//0H/v/256HzZx75ilrtn3wvjO2KETB/XgRxguX+Q9avMESKQ3OMswgJfefRnNAxmm2gDMcgqbgw66Iyc6zBi4cYqRlGp3VuiLVRkUJl4s+Cct7ZRI8TaeNtONuY8poVzTssCmmTb8UxRizX2npD2nEOJMVE4HergSlVDCFtj2EK4VmWpbWFs7+/slnfvTL3+6SQVfNgME85Qo11wUhGnTxpYqrUAiDrkiSvlGqaNCNYl33CtspR61fJ+OPhR7BqM5MnqeZQ7FQSuhCuyv2UEAMzVaRkUXZZWdYH8XuAHsf4XS7xSd62m4RwXJCsogbiwPOJ2WCpKlL5BWpm44rAvSsV0RldU5GCFM8umtOrfwtoMz9kpVcjQ1kKYJxDbQQDTjvl3pXTyA6gWsUQeqscpvl0QVhFtEXSxETfAw/aVQbr3BUjU4YBwkQgEhxcntcK5WykeKSTSMG40/JeAvWYTYAezTkCsrWXBHCtHYw2gdDGJrVZlz+bKEM1xLTms5GAsOIaD9gvuCWK0ddURa8yDTATZCpJCM8ovXU2+G3JnlhSISfCijXpYyfC/cWQGHkEEJ5DCBjvCTjgYbX5jcY8bBU3kB4nasKOLW4MsH4C+6LUjRNfc9v7lq19JgvfG7S8ceec/+jzz360usX//CWiZOP2HffAz//xf1/eu31xjllPeOesbpgbZST8QgGpIN7EEUzI/0aajCw6jJHReOkLJbqd4dSZuucLnh6qsxd4eY+1ucATUtbwfXgreDtOqxLEVMl2JcTCteuW5ytJ3WDk3kBwGmXXAzOooPErCjx69oHMQxuD3tZ+p70iCuMM2AhJe57xVXUNAP3STVVB6Lp8Xqgam5Dn3GlnJV1pRvBa0igwX6jl41MgVbslRAEKq49MgIyKEz7SvsGxrcTBLvCI2mNt0LgJHiNYIk0FYLz1LtQb4GGifaOm8BIUId6F7Ri0dEQgkAzn3NPdxic7DBcVaLBK14hbl+USQGIXEqzIgaoHAwA64ovxBtei+7MkVxtQeg6TRZBnoxDvA7DQAxkeELDSD0Wxzu2wFrBLWDoGGAOZzaZ26NPFLeAMg22Qd7OIE2soDEaRQYwHmSyYipA9wnW2Kkz6IKhUdcP0K1SGiZtFuDHnTo5Ng5MeeN46lCDqB8foQm1coGpDmefxjLdpCGPhkYujuiQbKVa/d2O/iC+kw693l36lcU40XMn/8GUKwV0etfKVcrmy5c4Vy8ILjRg7Ri9tJm2PDEIJqCgBceAK5iSIo1HoTCRukDSSrClMEwaLo0QljPJSiFLVYXw+osvH3vE8gl7Tl11wmnbxgayaXbpxlbNt6/64f/3D/+x94SpJ5+84aMPd2pdl8INuEVtZuwdweVE8epuFt5h2dHgnRY10THQFGo4xsIPQh8/jN3hDxQRwhwdepYpoASDBzOoGUYEwTjX5OAbzDhjCK/r7oCcGEIVQpdCx5PHJQT64kHQEogJceah8RlXLQtlQEWM/i/Ef5h24z1JFOe64HbnOMeuEmlqUOnmqQ1OqEoDP21oxjGTgcuqlJ6GhriDZ7E8BmoZOIYQggm1Ht61jYdNA0wDWvEk8BdsUPbTMpUsxBw2+ezIXAueNnVcOK5dbEn0lfYVMvG4dlTZoXuqAONZ6S4xHMjifaBeEOP4bEOQ1ou8QuZxSrKKM8t9KYemuGYgGOVuZohZkTphoRibBut1GKhdmKI9IULJNOJL4XzHkofdEnoXTFmGT4WmBf8Ex0vXPYsE7g5ZYGQUAP8LDy+bBUd9yfC2Loj0Ezwh6PUDOJh6hSwSyVwRzYtpykw+vU31ZALuPt3N0CVFl3KWO6bEq11bHbMxDkMq6hqFcVw5DDyBaoh9GF0YPW4W2teCiGvt7A16Jde+1q4WOmD5DSsf2jXSBKYsV5Zzo6S1xpc9Vpnqw7ffO3vt6bOmzDlo0fInnnvNN832wu3o66Zpbr7+lj3+de/pU+YedshR7733oTENsCQgiqJBPSPqixgJUTwA2AfQhUPTJgSKkZ6AZaGRRpFVQBGOQyyODbUKUHApwj5xVUc8FndVIFKmqKvT/oKfgqaBngldkTBBuQD1cFqKwGEEI7dI2JVSKuzTbNac/lMKj3tF2QLdCC9X+E2RCwAJMZCJKW4ZAXMRuKpFghnLJLtJAQyha2FqNTQhe9j8+0zGYKj77bLC7cg7gHGtjDXaPJ+QXR257Mhu5sh/ZmkKjTjxbeAGbFWb0HIT6AcBRZswsNsNZBjH2903pa4IS90k2A3SeuUrPOi3AJgkeSOXZ0VZ0oOvlKlziDb6ILaO9oaZU2Z+2ZEZYXZa/MQsKyLYHY7y67Q902SIRmHU3giSVmNJg0BkEe7MvA71/CMXwcjEFpcdPh7c8an4IFk6rRhi5ooyN0A/mniLaiSynDnLtEQ6p41vI0Na04ZiRdLCgnJXF+T09Halj3CpWxbhyg4ag88ROi0gEefa4wel6CloXysTKBMkhsmmkbbiALEyxUvFuVZcV1V16023HjTv8GlTF179vev60n/SD+NlKJj2Llzzw+tm7Dd7/31nLJh/2EcfbfO+gU57JkPB27bugrQNMFJ3xO0bY6asPSg7Q9HtNxo2CmplWTiVsoRGEN4BdcbUtaR/tjcQFxKTlkuYwxQRJHRFReIKSt1A6ThzRWk3acsPid7SgIDm7ranWJdNCVlSFsBaY6dGxTq1ooBZWhH5KXA3grJZHBNGnpPcmZbU3q1SVEwZaGAAFQBqg1kSkFEGqCf4lKwFXZEYKrpQVzQcg8qEy+1u69+dK4IXh3M4eBZdvMeC7YPskK1qUgJA5dM6a136X3FFuC2kDRP3mfzr0MsTxuMo9DwrAgyNdScSUevKMDS0T7Q6GvpRaBtjTGR5jjRFSpcgv55352HBCXvCaVbU2hUZfkyzotQHkFyFdqVqnVDGohYGQeTW2nnid3JCdBlJtezs9VHsvV1P6OpoxiOGADr6w7BbwmVNU/VOBtMN+hDypmcWCV4QJgjtI9PduEgrSDcHg7vMunKHR9uwSSBPnxHUIyOPS3Xgcq6ddEHZELMiVQuVxI+Rtmc8U6YsVTmQ42NlFarX//L6UYuXT58877jjNv7t3U96ov64Z8b7ymirhLjiW1dPnTj78/+294zp8//21jtV1YzBRC7ZhlmE22kxt85cEcXWim4BlQb+uM/S+Iyu8Ky2NAwAkIQg0zmOR7pCqGsi+R4Ky9AF4oSuJABcUTQsCF0zCtBFZm2IaZZpXZEgRURlK2xO1L6WJrTUZLLdMGX7TI4XnMVGMZwvTvmWbaLJOkXHiiXKD4AoQGSQJqD+JoQvKcNuT9sKY0dWRYVSm+SRBSY9T+yk6Kq1kybzCnGkYXIbnhovyAR8iivCR0CjSTRPtJRsx8hqSMlOq+wX8W/6fqQg4baOxogmiZeReoagE7HtMMXNKgNOMu9LX89cUVoAjklLltDo3xWpjgW9U8K43BVRm6TEoYIw5WjxhtrksL3RHCXLe0Ya57BnStYeWz0yygOA9WjzGfKD6xvfTIHpVK6sI9U9fi/fL00pOvUSmnxw6UrhB9wOuIHWv7jv6BG3e+QahTY0ply3w9QQP1Fh1xF6F/Q3JjTwOs14MASj4VW2gOgr2rd1UXi9kHogdGpeC0IHpjxLNMJSdHI4NEgZO3bbkV+tL9Q+HnGYaRAWKr1t8+CA2VIEoRtpahDro/YTbSa2B3pwTjKmpxZq9UIFITwrjdaOc/Hty783b9rC2fvP/82v7w6hYqYZaL+rVzZNs3XLG/PmHzpz9iEbTj1n3wlTfvHzm1yohfOFdYVytLKV1eFphYZiv1jmofGWaPnNgS5R3HNpeoQJ04BZHJMKkGbB3YAZqKYkW4uAFeDSmAe0yY1puPSlcMJWytZS1xG5Up2IpBAGCn7QgClNSM8oSFMldc58G1IuSBMJpVxBh3WjbK1spVxH8YUpu6tfbtsxZnyFTAdshOSttlCnloOGSZNRnE0eO/w1rB/4u505RLGTDNbD6JkCJwNuGTwaFYi6Ss11ixBgryjabOokbWOv4Rs14sXdIG+yW+xBQsSwweKDg40oymMn5B8j1/S7jroiME+ZUJAUULaqCqpLhsIdT3YzNpEYCiMLGSJi8mmUUdyT2wY4NqSYx7UrhRkww1SQtoHe3pxBl3VItHzobv9EBotl1FWa8eBS2F32Q0+VASPZIhsOS8tuYZl+BF5V0S0dl8KTTL9Or/vUgx1UvDWddp+4EStXcFtwXybReMj6lWkyz58tlOxIFLIRrPwsLxZp4Dw988g+A3RL9ALoe9CEgC4oE30udhopU0rbjTHxoXiQMsxCId5heeR4ID2ilIPU4EJIQ0aEbuIgS9cu+kJ0clOQNuHaQQeYMF6aIE0tVCVEMLoJobn3rgcOmb948aKVxxyz6e8f7hA27OhxLlXTNDs//ODcjaf9n//Pv/z8xtusqQ47eOnyI4/hXPq6GuMMZLWGKlgVNoF2i+0dlk0GC5ekqgp/g/MAqTGI6jARxBFkpJrSAlCwmSJVL3OKKW0CVSrKZwsEnqqFrkEFEfs8mLJMtWoXSEzIcNfhQ5qQCNxtZygkW4LAA7DAxgtufIUuJ6VcNehWwOsZyw7vA0mmK4wM4AwQKaLaU6Kwd6poFOHEp9NRzEqMdpD5iU0/umOq1EnQQ3RT/09PjOgbht9JDSQr0GLAl0WcsptX4Q1PuVcHAMweH4lEOwkZ2BRAILh7DO8wUPQajlHS1TqhPFNtMEF7xgthcAVC5A35aMFNyT3qw47IiiiBtUicBbA91H8sckpCp4xE34AlWepvRrqizJFkrguSIUr4wVNlqc+wS0MnxNvgt9U0TD2qAYJTZSuugyArBjfrQugBMwX3UZktSSoo21A25O4Wouhix3Q5ygQxD2OD6Iq69cAO7yD1GLVyEsMGkC1TPG1ECF2QtoOe0RsFaSKGveAveRenlklFkXUlGtvXtWUqklbgSH2yIK9SU9fISMOvMDl2xxS4tJrLwLn3vu732MVfv3ze9AXTph30g1/8blzX4wOpjeVF/9477zxl2TH/9N/+edPXLubGNk1zyuoNe/z7hFde+kvVNP2iZKJTucSVCVst7ph0IaEr4ok1QyCmePcwWYd8HWvpmGzR5AlkzZRFFhnFNiuolAwfKKOJ+DPXNZMV0IKErpWpAcnEY4hJ7BGApZnNqMPRhTFo2yoiwAKPJrLLfK2sZ9KRYZ2R/cy7egfE8DvYZrrhLZ9QmjrpZ1dcwfelCjRAeWg/jjSf1aSLBRoeosdC8XJpq5HzubNjyGGP8DEjHfkI194lBKkomlBnFkp3jGFPia8XwjDlhYljJuAp0E0AfQ8QypVDfM+jfh2kfcPxcZpnkTNWWj8ET58MhujUU0ilCgpXGviHGmTJAH+ucldETTGrFZWE241YGZWuomkQohBYy81c125qQsMLtA1CERscdkVpa6CYXiiTRCOMe4DlLmBdpnZUstvGboNeYZjozFVUaYwCUw7btZgMrMX9ahpo7G5dZu+h/FGu22bv7LeoK9pdCoI+CVceNSrqLXgUN6wTrbNC5oyylUhxTQq0m9TE6uj5qfOjXy2rV9GbIG0QqZWVp76Wbixisb4KJ6GeNWVXppQGuBVxRIKqBA9GByn0j773s/kzD9x7wrQH//g0rOeP33/r25d8c97M+f/3f99z1UnnbusXRd2Yprnpl7/ed4+JXznrK07ZylVlaYoU8dClBf3zsLtlrmhkuo9xT9kqiFf4Nqw5oZ/jif6A9SGqLAcvQlHT+AaVEbIoDdwV+B5pGmkblnSnGOh7dikq8CwQE8aRJVFkRJmRfqiUplS221dUYXczV9QVVW3CLaOvQqFhoauSt1oMZRLBSxBFJz1Vtkl8OSQitULaKazMsJOY6IBHT3WjWrsa5mKgtllLprCg3BPl4IZ224Do3LDC23BuNNLl7O7IAlNpA2XukK6mzqZB4TVSWoY6DRiRB3ifXkbWckSqU23OZ0IbIqMfwl9BM89dUQxEgiIZLRXxU75NMUUc1FRx7UT0WKBSMSSHmgmW0ELucIEHTZECCPD+jP6AB76HZjP0tKjiXCamKfI7ccFlboy1/RkW1ORg0AAgUX2muMZtNJTSQlu1tEFa1JB2ECJBywUIuDEyq6oQOlYykrghU44rL2DgkI5dXcPpjjBe2lgChU1heJvGrZY6DEq6U0MUBgrE0V/HRUP9HK14ce2gWsiI5kd0AMbLWOiOSiFMuah52i1Bydha0aDyB028hil8ba5mUn+StIUwreqP7ixuKImBe84cdvvFoziY5coWzDRN85s77tlrn9kT99zvnhuvf+2pJ3/+ne+ctGzFAbMWTJw0b93Z33r7o10h1INSSKWLPltwwIJ/+X//5ZKLLvHaSeVQfWRoow/axT2UYEqdYKgbxbewMPTVAZpE8SgiXIT4sKObKWZXiJeWos0AaGdliigbrgIIbkJLGRSBohAnqWBj6JDSSoS5KigNsqglSI8qigVLT75ChQ1A0S1ZDH1SyUFa+PRULKxkayCVgKvVQRisUVXCBBprGl9D47N2TVrnsdatHPScppUGVUkbhAlceaYcfJH0jHynekEvKR3KVsQVgcEGab0mWpGQ7eFhQqdulKUg6DCGkwz8AQEGaQMokA24wpiPRpN0b8EdBtXeJAHuyK7SscFkODHFwRPil0oSdvDDiNqBMF5YL3WqfapUpIAlpNE1BqE9zAfh2mEpDkFXoes4W09XVHI6z4og3YGiEbqTrPpCETw6lAXrSUUrNd9WjIYrQxj6ZUdmvRQCZkOlKYq8KetT5zDimzZ5FDhsIeNQ3lLBmNQKw1Ug2DAZuPSCVOcY0ewRxqMkO11/wwFO2p0BoTLKVdDfirIOaRVWGP5gikMLVBiYtOnFqHZXuolLgiuO7IGg50FrAQsEgh9sKLh86bVRD5pFecPBIPSmQLSF34UnXjiBPlrBPTRRKpTXjRzhI5y0VhjDtC2FtaH5eEd/zfov/+M/fWHWlAUHzTtyyqR5//H5yf/8uX2WLFv93ie9pmkKEfqlLXhommbD6V/67//4r1//1pXaV0U7K6TjjQoe92XYywhHqx0jQtnVw8s4JSgx5CcFJ1z8rSoP79Y7Ca5goQUnQVJZX1FE6nhamVneDKgIsh/b52UqKsGSYGpQJYgHAbg6BzVP+Ggae+HPKfoG1tboRAESsthHoTqUKEzChKq4doVULcnYhXTCKC4FLD4RTT4yPrpxqmeykrqmmU265g4KB9UURAu6V97hGmjSbrU7K8iQNGqAFOum7RDZzWRD84qGndmwMQ5nXXC7suUhu4Vt2EBUrtBKnJzypQilqEAOsV0VqgIQniKZwnjRDeNwrsRQij+KtpBpONIMifZP4P8OyFxXeIUnTRTKcaDVI4pX0CCUR/mWttMw1TxHY+WJKpPoNHklsF1nlA6Hy4WJCOIDYSnCIyIUwhERixaG4kMT5kesv1bKlz4Sl87moXUuo3TjsiC1RMtbqeDWc3Q3+k7nGl2j1J+lKLITqdEITiZuHi0kZEEZujoalA3tenmvA6JDKf6ihC4PySscUM+ErwPlTTbU2dCl4hhpnTCGaVcK2yuNC8327WPf+/HN85esXXjEmmPXnrvhnIiVeO0AABR9SURBVG/86Lpb33pvW9M0pXI9UY3xpicbUzePPvnCr3/3+7FByX3DuptsckgA0EXjQVod3SKTZ8pJDYjRkeSmU3Pq7OPJFWXp/ijXmOsJxWuACYrRFUXOcUYOHnIDHTEnelXZ1ZZJ+g/dHn7Z1umSBU8/TpKcXpDWk2zfJAG+JX3Q6fLAEaaZKYKUu3i34E/h3OzbpT2kkbqKda8EUI9EMvANdLlmq51mDMOhYfcYUfOXJO9BRGQ4zUIrHk6/hgPfT/GIEBCoLmVu2C3R7WjkspF0KgRNGFRdCN1nkj56aYF42Q4VywIaLItwNTQ6L3NCOIgFpe/TDx2uHQzBRH4BAnQ0uGOplYQCa8OQCH5PWjfKkiS6C+CsX6GrKADaSlA7iMrp3eS0gdRUXESyB5Ne2lqZWOnNsgrl2rh+5IPnLbvBMm046XuHXJ4gDIjF5WUhmXIUTL3x47I9BVN1JHdm4RIN+kauOerVaAiWIqPYyUhdkSCocRZzUavIwig5BD3TK6dOVJhI2k6fhd+69bXk61hpLdeGa1dwO2BGmqBto0zdG7DxftEvWMmECbWpmrGCfzI+4NIK7riwjCltvDHB2VobpyyUtaEPmsqpBa5CHBBn09DuxOwadkVcIbvMl8IDvoSgBJruMAyAtaWsnk/qIgAGuILbBOJhC04cXEYjkt3tSp0VqzzWVlmXJUhrOSmlg1p0a4OlCCzOsw9MOQ7i6zrKHhLbicMSyUdXkNNk5D1pvbRVAskrFLrGeXSYH9DQDXdqRvusbSRYdjPXRppG23r45sguisCUFSYkEkGVrWQaZVJ5e3q2DE9TLgAtgpqetAFNDHeYjPJDt4Jst0GQJnvKu/NG5Kb5+BRsiM1nQ+Qpaq3dc3o6WRTWPI/Lu9rVL3eMDzCwiI/VBBwlk9hemNN3hsDmytzocsb6EuWeUCASHAzwKRFqAOul4FtBWgKRvEAFTjI+Wxa/kMi01QHqFSbzZ12v5rnywkCZJzDlpQnQ9GB8zYnQDk8ViLiYhC04TJmDIB3A6CoBaxZdAu7XuErSi1aY0HJ7dMWUh1Y+eN6s2zabFnSH20bJDvSz6LKmQVM3goumPpLUkIU5GejX/SKd7jaKGeLSVElCH7cPeiV4fzJXJEiHbGYSaeGaUjmmPCjxtAqBGhq2nIzQK8U6QhT7shXUokvhCu6Z8N411lTa1EJ5ocOA276whXRcWKW80l5Io4xXOgjpSqaViQWJVJBH86i49rGBCeZ6KFsKQwe+dYtGnSpLIUwpY70NVSeo6A4yHYSuYCJ7iR1CCaxL01FbcQERywCpytIqcrZiGVSYCvf6bHmwKCztOqGegj0CzwxdR/gRIU1NDGAyXHn8oZSulI5rmHQVpAlMx8IV116YiuuqEI7rIG0FrSQwKU7ZWlpQNayyYd5UqxTjQoqWZ8SWbrASlIVuIQDWahlb2jssOFyiOU1DGjT/4WCOWhZd7aJb5JcEU+m6wNicZ0IDHHG8hixkpD/gheEdQNQEP47SEzAzVq7t+QMcHg9JoAu8jRCMwm/JPM8DN18JU8GzQzIerDHYyuiQCCYt9IQx6Zh0aZCgFxoUO2Ma2nFFgLahrBy4IhTUQqoPOhjgdhepX4/2IVGBVGqx+DO1uixlo+8ZkJZAWnmikEX38Fx5aXyquFZMVspF1jJTlqJn6ZHD3Q+2inefk1IQLVHwIXZ18v8Ok1CRGi+ihWdSgEQ3EFgV3ZJJh32gujVPvJKski+6lDb67WAGF1hXok58WhiV/Re6QDS2Ye9IQr8KY72MZkNPi6YOoFw7oUORPZ38UAgL1bUuUAmrucZOF4jrpYUNPWCQBFVrWBvAqkK6c8F9Ad5LBqGjtAzQvaLnMKF75YZry41jegR6VorABHy7WJVMOmZWuWADsOACepeEsLXYF6ZHOH+BfgowFISpUqkS6GodJhUuaUA4s3JjZ0MxTuhAtTCiGaqa65CLtaROOLgJTFthHFZclA2pBuBL4RmEEWk4BZCpgKrOVQ3zPnDaaRK09slPtxsCbYVW3dYl+k3xC9KAjIEGfKqTCRtrP93mKou/kiFdmWOTbaPobo2F/owuge4hWDCj9pW5w+xsma1RNA+fMgB3FHIXQ0Fz+mqZGndWQ+r8InWoeBPSVUUDzLw4bdIfGRkMF61pkY9nGnRjfYnjkKmKD9XkBkoCpkfoHgZDWgmZ1YlUmB2k2ca7c0VYb2SEq428iWKoYRZdF2ZgA2a4QmHgdtYIXXOCgK3ZmtA+Fk5wQXBSV6SuKC1uVwpLv1E0QpOrenDt+0xxog2cJfiqw7Osh1ch7xZpeFdBhK5UpqzQzoZWwiSL4z5FaQpdphzqdxuO2tI5835ePBv9Ol17gB+Czkdd1N09aGjAl/XSVJDKQHZOhlhjsTow6dNMP5yFU+GAPoI1xUbpBKZVmJDhwgCCU7zz2o9asYHJwMnXTymmk7Yj1gCocjrobO+2SZN3++RazEB9Wm0gi9yzXbvzX8kVQeNtC9CpWqhOQJMtfsybUW7D+AbGN1DpnazwxtrxSCENeui0baRfaX1wRuyWJCxAA+SJPp6ZKlzwgKsB1yrSheJEGIp0CdI3qoY4BWh3KAi7uzs/7EgEwQZoVpQ5LbzJWWyX2Vr2Aw1YMQzF8gHeCvrcZaoVJY84op5H9pl8TlK2hOhXoLHOcFpZShOnYysLYxjp79JDuSrPirAaRJuKcFgypEfwnuQSWrHU4b6iNGS6bQhIQjKeBoAUp85KsvgDDoyhCB5hK2UCP9ERgi9kcUByRlBpq0pcxyPdl4BzeRGJzqqmdGVIWwtVMQkGhpdRcVkpW+mWVh8XNKxsYTwQTobjlJEHrULTzUKlFhyZcGRYHIXQ4yXvlYJrB5O4AKCn41w/xRVlOxr+F++KLGQhGJSXu2FUx8IBl6C7iTCQxVZCN4S1hQdAoGDbHvo8YISSJGP0EsUgauTAkbhqoV/aAYsDQ0sRBJxZRzm76FG4F7risVISShFw7AJaV2Ss8GzmUPtxvGuxwgCNxRO43MOl4taMwRZURygwUIqo66FsI1RdylAIj3S4DMyhS4LGJZgG8ZROxaQqkXGzWizTHQV62MEhI6T+FbLtUhrlKmVgXGSH4w7upBR+UNqEMVayW2kTRPUcC2ndDo1owmBHWHsH95MYN8EEsJqWlsZbbbRo+Gj16Xa1dbUMgYjDkbtT6YZ3z90FXugSVNKflJG2U9F0E/d9NAoTGlt1BO6yeAKtj7Z+ZyZMwr7AtU1T4bPKd0fCjrpPmDCEG53sUirQbDMfqX2tQ4ea2K40MiWH5VXDdn65MD6nLSBBjrLmMkEgZM0B0YUmTAV3MOebqhmiK+KJCCu6vWkja0XoihAPLFoVfYdTWGjZKXkyl8bJxCNizRIGL9pCmFK4EoBLFWcLKVcb3yjXQGFAdi2clmpoaSfBUzWUqaBIAMC0crX2jejOz05C1xC4uULYUnps6UhHBzoYfnLD1Nhhe5A2aFdz5XulYsrDtAUoMLDuDst1VmfuuJZPcVEZ+IP+G1b/8G+BL6EwS3sqbbn2UDmQtsbCQymjVCWWAJnyXFXS1ly2eg1QSmQyCN1wXXHluYJhfS7eUulKaYUO8SQS+gQbOIT2BTd9pgfcMOW5DkzBo2mDO57QMGEBjnCltANuBhxaAhyTcYoPrBlKzBXGA/pXClA4bEMo2L7bNLp1RRFS51C8jMUSj3sKVgsAiwNa5vCS4BHcj8Ue6AURKsSqaoLFKBuKq4orz0CYUflC2FI6aMTB+EwkJgtTlmufJHSh/NOuZGkqYUIhLJOuFBba/gpuCmHgbUm4DEZhWWQ/JRVU6FRNRSMbDyY91HTTggkxltchzXDyTMVgBS7D+Ea5GvRbYaGC7Btu8coG5aATtla2iudJ36h9WzeBoN4xWl+bhbSuCD1cFpbRyg31DcNAyEhTzWTy0RGmM9dJH7JTXebaKxdSmaptBOTaZW0bw/AdcvkowiFiku0lDDzUgeugXQ2NX9pHdV3qw3BDgP+FC9htrQh8T+aTkIAwPlDAcUCNn+QPOkK5FDQj5SJ4sW16xSyq7LYZ0epRF53vKBkPF5AzHJ+k/00pwoA7BqT4rswdNh8IXYkUC0CXEiTpNLTHMh1NEXB1puVewygq1F+C4lAhNCl1wFUR7RM1YrMWiUuTcrgR5SXRLXtKU3FZwZzjJPAMDe0hOy09KPSX7W7066OZEddCxql1rY64tM5pSzKxCRMINNr4s4Z8N6QCfsVl1H0pO8q8afFo+HZOGMeNK6VmqbesO/vAY0yA18+1U74yIaqh0G9HA+1UKclGrrXfC5ppqPETeGC3bQmIxUkTQ0XskMMIRnSzHxom09C1E5cQ5BOsT6gOtSwLB0UcQ4cqJEmaRdddIKFdJ0xbnm64bENj6PnHwdiRywoLWDnoDYosf2FcKU3BNfRvIVMRvBFXFTSywIHJU68wCflvr5l+EXgFyk6xVdbW8PjAAaRQMkgLGvAxV+tSJ9o1M4ol72iXoejyBbKMKktfwB8M4+e09rO7QDCzvmyhCuOlrdL58wN7GfFKRIvCtRecRY2MNIfgV2sds42NdIPSDkpL1BSr7LIxDiZe1uVZEXogVOuhHARwUeA8+qUBV0S9FKW3pVbzqFwHDAjMunCi67AvGa4ADbuZkYUiCkxT7C6zNMqYEIQ+m0piHkb/ijZpbblkjNA3QQ6AAneC1PpoekEyd0rI6Uz0odcpSSWQLnH6OLMFOlzSjK6og2QGoaEHJfalwzHkUeLZshfpx+FapKmhMB6WlHaVdrkVkbpay+ZKYEvHvLsu0LHkY4DShiKEbSU/lseblEznYOPI9I7r0fmZjioSI+QtWOpGRPILmihLrSrkW3fNT0RpbWDKDfsh2PeZhGbbliaQHZyMZcMvleNL9M4bL3VFXREj81NGusasTJVWZs1kGHBViJh+YR9YtskO48z4v7zFmtoR1/hf8Ta2CHzbIDxkzi2al/q9oB959NchvOGG61BKw1RH25cDhCVcC7RiVK06lZsMpxpOSnbnioYPdEKEEmJLMhEtgWmVciAc197SbOcZeX7ZzeG6taIKcfLsV+jDolAwfjWMd3kXG0ywELQZtBmtsjWlnFCjw/UDcsl5VrSrJ0C9kZLWqGICpWVnGnRU9H7A7IB1dBZot2wmW5elJsOUuWHHgz4JXCNYF02w0N6Gy1EJXeyUVVkUsILmg4ZiEdIGBGcpD4TaG93E6RLHSBw293aSlew4Vzr4nVbLhxcKJyg22gAsLJn1SJsY/wpdgx+Kqpqm0gErWLuN17LyVRaO4fY3HLVJoBUMLW76cXB0q8Ht/ttxRWkMKIiEoqYya0dNN4mMEMXEUPNKDdWi8SLJtwsiIoRYL2wTNbzbWFfjMGehy+jDAz+UOjluoEVpt8oFBKCL+tylsIVQkEbTXgIY7i4IaZvrJNmHaZxxrWwauCLdSN1mRZxkRckLdg9ZcZJSQMmHyQ4m3C5CQ1UV8mGPtDwgEvsDsQE0h3hm7VMxKfoDnIWRfm6kaVDEDyFxOHgUssvbtshRC9M+VkQCCmFKbrn0XFZwUNvE+W+ZK0oZVR7oqA6LeoQ48kifQbeRzHbS0upogGXmjx+XqsIZRQJ+qLCdCNIjcIS8RYA6AQRLKsbJKjsjJPJoVftUuG3I3guaHZ3WJWqGdDfLsyLU3qbjhajXSaiag+4/0P7BDImMzjP90iBJYUB0vjGDGUbYsPZD3wmFJfwnOi0sJqHrouehS3A4o0qOhyC/tiYtGihXVXEdSgkEOY/rmCeWDtgSfTz0RscMxkBa4ErpFKhd+VqaCrD4diyQDlCmyppCaJRErQj2qT6TBdelhC3bM+kKYQthoctK6goBXOgD4Dpw5UTykbC+0cmRZR1vC5RSkcuHoRkufa4dRMpYC8VL7VpgbOygWQi8k5Y60Ad0PB/oiSkgZzthgoZOFBt7JoQJpXTCVNrXxteqm41xUsKB6+w618Ckg9ohVIAKYct0A0VMAeM2Sgts2YPugnX5i9BdgfOf8Ll3G/0q3E+FbsMOyi5JGmu+FK4QlqvApOc6KFtLG9cw151+ozSSpwIJFq6hwaCKLUHxzXXnMnCCImi1mYqpwHW7ATHkENuYf0ftO1sLE9qeIY0hWm4UA65h9QKbP94oaOHScG2hFI4px6RjqfOdyQABLsajJPVpATooLEG9Vrn4s4wG7rVv3WTHFyZ5yajmh7WG3UgW0W9EF9hIj5XFQzRuy7Zm0U0x05k7zGzRRc/oSVCzJ/sUAtDVyau11KEsehDGw04lbSViidGW0pXCceUzR5tckQOpRliTJZQYdZC6KoQZCIUSKtQt0U/PaQuImyFxDtV6ELUrhR+wCLLtHOdjfVlwh6l0QaYpD5gthaNeIeM4UNmFkcAafV2kbgMMhKHiCqQ1yIQ+hYyXg3WqTkOsHYaZIoK/HufHxOhMN8DXMl1ytgm1rZIqficdxgy9Nr4xvuG6hrYnyIekqZSv4+EqZCvRsiTG41R8gcbdEfXiUIerpG64qgvmCua4qin4Jm1QPgbOQntOxqlhbxNWI1WqpiaEoUO5oaZlqxoa9EyoXN3YqsGgLMvb0Crot0Pby/xutqF3eF8Em8ryfRp644EnT4Cn0z6AFH97mDRI27RJAFexrRK9F9x2tEAMTumVYzhJWxFJR3AeezIJDDEIv2zLqzY5GpPC4QrmY0nTcJlbCgKV3fE8FU6CSHsZLB6XVlSgdJK4qKQupE6ul/7dusZ4z01nfl1H+3II/m0zRYJB0Y+mn8IhodSOq7hLiNj43NZ+tMOpEBVqa5KSIXwWYhg5UoR4+xBU5fHgQzh85pkEAbVomDJ87M6Z0f2kg7WO0jRRhOwwzDLPri2FAh2iE/2gZPWQUaWJAdrBGFxlG9hdYVEZ12hXj0zIIAblLScrjr3GxGuk40TzyV3RZ38++/PZn8/+fPbnsz//u/585oo++/PZn8/+fPbnsz//m//8/7lNEraak4uvAAAAAElFTkSuQmCC" /> </span></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="mso-ansi-language: IN;">Perhatikan gambar <span style="mso-spacerun: yes;"> </span>jajargenjang dengan alas <i style="mso-bidi-font-style: normal;">a</i> dan tinggi <i style="mso-bidi-font-style: normal;">t</i> di atas,
terlihat bahwa bangun jajagenjang tersebut terdiri dari 2 bangun segitiga ΔADO dan ΔBPC dan satu bangun persegi panjang BODP<b>.</b> </span></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;">
</span></b><br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="mso-ansi-language: IN;"> </span></span></b></div>
<b style="mso-bidi-font-weight: normal;">
<span style="font-weight: normal;">
</span></b><br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><br /></b></div>
<b style="mso-bidi-font-weight: normal;">
<span style="font-weight: normal;">
</span></b><br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="mso-ansi-language: IN;">Sehingga untuk menurunkan
rumus Luas Jajagenjang adalah dengan memanfaatkan rumus luas persegi panjang
dan rumus luas segitiga, yaitu :</span></span></b></div>
<b style="mso-bidi-font-weight: normal;">
<span style="font-weight: normal;">
</span></b><br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><br /></b></div>
<b style="mso-bidi-font-weight: normal;">
<span style="font-weight: normal;">
</span></b><br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="mso-ansi-language: IN;">Luas Jajagenjang = Luas persegi
panjang BODP + Luas ΔAOD + Luas ΔBPC</span></span></b></div>
<b style="mso-bidi-font-weight: normal;">
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span>= ((<i style="mso-bidi-font-style: normal;">a-b</i>) x t) + ½ (b x t ) + <span style="mso-spacerun: yes;"> </span>½ (b x t )</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>= (<i style="mso-bidi-font-style: normal;">at</i> – bt )+ bt</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>= <i style="mso-bidi-font-style: normal;">at</i> – bt + bt</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>= <i style="mso-bidi-font-style: normal;">at</i></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<br /></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;">Dimana, <span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">a </i>=
alas jajargenjang</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<span style="font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>t<span style="mso-spacerun: yes;"> </span>= tinggi jajargenjang</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal">
<br /></div>
<span style="font-weight: normal;">
</span></b><b style="mso-bidi-font-weight: normal;"><div class="MsoNormal">
<span style="mso-ansi-language: IN;">Jadi, <span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Rumus Luas Jajargenjang = alas <span style="mso-spacerun: yes;"> </span>x <span style="mso-spacerun: yes;"> </span>tinggi</i></b></span></div>
</b><br />
<div class="MsoNormal" style="text-align: right;">
<span style="mso-ansi-language: IN;"><span style="mso-bidi-font-weight: normal;">By : Wahyunnisa (<a href="http://kingdomathematics.blogspot.com/">Kingdomathematics.blogspot.com</a>)</span></span><br />
<span style="mso-ansi-language: IN;"><span style="mso-bidi-font-weight: normal;"> </span><b style="mso-bidi-font-weight: normal;"> </b></span></div>
</div>
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Untuk mengetahui definisi beserta sifat-sifat jajargenjang dan belah ketupat silahkan lihat slide di bawah ini.<br />
<br />
sumber : <a href="http://www.widyhome.files.wordpress.com/2012/10/segi-empat-smp.ppt">http://www.widyhome.files.wordpress.com/2012/10/segi-empat-smp.ppt</a><embed float="center" height="500" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://sites.google.com/site/wahyunnis/hhh.swf?attredirects=0" type="application/x-shockwave-flash" width="500" wmode="transparent"></embed> <br />
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Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0tag:blogger.com,1999:blog-7037199753959633843.post-90264121815930898312013-04-25T08:35:00.004-07:002013-05-29T06:43:22.424-07:00Konsep Media Pembelajaran<br />
Untuk para pendidik maupun calon pendidik silahkan baca slide berikut mengenai Konsep Media Pembelajaran yang saya peroleh pada perkuliahan Dasar dan Proses Pembelajaran Matematika di semester 3 kemarin.
semoga bermanfaat :)
<br />
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<embed float="center" height="500" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://sites.google.com/site/wahyunnis/slide2.swf?attredirects=0" type="application/x-shockwave-flash" width="500" wmode="transparent"></embed> <br />
<br /></div>
Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0tag:blogger.com,1999:blog-7037199753959633843.post-10054597573358648062013-04-25T06:29:00.004-07:002013-05-12T01:14:18.623-07:00PEMBUKTIAN SIFAT-SIFAT LOGARITMA<br />
Untuk lebih memahami sifat-sifat logaritma, silahkan baca scribd di bawah ini mengenai pembuktian sifat-sifat logaritma, semoga bermanfaat :)<br />
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<a href="http://www.scribd.com/doc/137915855" style="text-decoration: underline;" title="View PEMBUKTIAN SIFAT logaritma.docx on Scribd">PEMBUKTIAN SIFAT logaritma.docx</a></div>
<iframe class="scribd_iframe_embed" data-aspect-ratio="undefined" data-auto-height="false" frameborder="0" height="600" id="doc_65613" scrolling="no" src="http://www.scribd.com/embeds/137915855/content?start_page=1&view_mode=scroll" width="100%"></iframe>Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com1tag:blogger.com,1999:blog-7037199753959633843.post-78264903192328325102013-04-25T06:18:00.000-07:002013-05-15T17:29:09.369-07:00Langkah-langkah membuat program latihan soal pilihan ganda pada powerpoint menggunakan visual basic 6.0<br />
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Biasanya guru sering memberikan soal latihan-latihan di buku saja, untuk membuat siswa lebih menarik dalam mengerjakan soal latihan bisa menggunakan visual basic 6.0 untuk membuat soal latihan pilihan ganda matematika, dan selama saya belajar Algoritma Pembelajaran 2 pada semester 3 kemarin, kami bisa memanfaatkan visual basic 6.0 pada PowerPoint untuk membuat latihan soal pilihan ganda, berikut Langkah-langkah membuat program latihan soal pilihan ganda pada powerpoint menggunakan visual basic 6.0 yang kami buat saat perkuliahan Algoritma Pemrograman 2 di semester 3 kemarin :<br />
<br />
semoga bermanfaat :)<br />
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<a href="http://www.scribd.com/doc/137913200" style="text-decoration: underline;" title="View Flowchart kelompok.docx on Scribd">Flowchart kelompok.docx</a></div>
<iframe class="scribd_iframe_embed" data-aspect-ratio="undefined" data-auto-height="false" frameborder="0" height="600" id="doc_30052" scrolling="no" src="http://www.scribd.com/embeds/137913200/content?start_page=1&view_mode=scroll" width="100%"></iframe> Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0tag:blogger.com,1999:blog-7037199753959633843.post-71576747279362898102013-04-01T00:50:00.001-07:002013-05-15T18:07:36.238-07:00Media Pembelajaran Mengenai Luas Permukaan Kubus<br />
Postingan pertamaku tentang Media Pembelajaran untuk materi luas permukaan kubus yang saya buat sendiri, silahkan lihat slide di bawah ini :<br />
<br />
Semoga membantu dan bermanfaat :)
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<embed float="center" height="500" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://sites.google.com/site/wahyunnis/Slide%201.swf?" type="application/x-shockwave-flash" width="500" wmode="transparent"></embed> <br />
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Wahyunnisahttp://www.blogger.com/profile/04759322790101401785noreply@blogger.com0