tag:blogger.com,1999:blog-80160998163117383252024-02-08T07:37:23.409-08:00Biancqerenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comBlogger250125tag:blogger.com,1999:blog-8016099816311738325.post-13415757279454806772019-05-27T02:39:00.000-07:002019-05-27T02:39:10.458-07:00【オンラインで読む】 Atiyah‐MacDonald 可換代数入門 オンラインwindows10 電子ブック Atiyah‐MacDonald 可換代数入門, 電子ブック 形式 Atiyah‐MacDonald 可換代数入門, 電子ブック スクリーンショット Atiyah‐MacDonald 可換代数入門, 電子ブック 作成ソフト 無料 Atiyah‐MacDonald 可換代数入門<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de Atiyah‐MacDonald 可換代数入門" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">Atiyah‐MacDonald 可換代数入門</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>M.F. Atiyah, I.G. MacDonald</td></tr><tr><td><strong>ダウンロード</strong></td><td>6236</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード Atiyah‐MacDonald 可換代数入門 バイ <br />無料電子書籍 pdf Atiyah‐MacDonald 可換代数入門 バイ <br />無料電子書籍アプリ Atiyah‐MacDonald 可換代数入門 バイ <br />無料電子書籍 おすすめ Atiyah‐MacDonald 可換代数入門 バイ <br />楽天 無料電子書籍 Atiyah‐MacDonald 可換代数入門 バイ <br />オライリー 無料電子書籍 Atiyah‐MacDonald 可換代数入門 バイ <br />スマホ 無料電子書籍 Atiyah‐MacDonald 可換代数入門 バイ <br />無料電子書籍 アプリ Atiyah‐MacDonald 可換代数入門 バイ <br />キンドル 無料電子書籍 Atiyah‐MacDonald 可換代数入門 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>可換環論と代数幾何学の最高の入門書「AtiyahMacDonald ~ 「可換代数入門」(Atiyah‐MacDonald著)は共立出版から出ている環と加群の入門書で、「Introduction To Commutative Algebra」の日本語版です。本書は可換環論や代数幾何学を本格的に勉強したい人にぜひおすすめしたい一冊です。 </p><p>代数幾何・入門書ガイド 埼玉大学理学部数学科/埼玉大学 ~ 代数幾何・入門書ガイド 酒井文雄(2000年4月記) 代数幾何入門の第一歩としては代数曲線の面白さを味わうことが望ましいように思われる.代数曲線をテーマにした代数幾何の入門書には 1 上野健爾,飯高茂,浪川幸彦 </p><p>数論幾何を勉強したい人のためのおすすめの教科書10選 ‖ 予備 ~ Atiyah‐MacDonald 可換代数入門 By 代数幾何、数論幾何で基礎知識になる可換代数に関する必要知識をサクッと身につけられる教科書です。 界隈では”アティマク”と呼ばれ昔から親しまれている教科書です。非常に薄く内容が </p><p>Masahito Yamazakis Web Site Book Guide mathematics ~ 斎藤正彦:線形代数入門(東京大学出版会) がある。私の大学の授業ではこれを使っている先生もおられます。ただ、この本は、最後のJordan標準形のところは、付属の演習書のまえがきで筆者自身も認めているように単因子論をつかっ </p><p>数学工房過去の講座履歴と講義報告 ~ 講座名 IA. 解析教程 古典的Fourier級数 レベル 入門・初級 項目 Introduction Fourier級数の基礎概念 部分和、Dirichlet核 平均収束・Fejérの定理 実表現との関係</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320017919" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-20098385005530914092019-05-27T00:49:00.000-07:002019-05-27T00:49:03.093-07:00【オンラインで読む】 愛知県の数学科参考書 2018年度版 (教員採用試験「参考
書」シリーズ) 無料電子ブック作成ソフト 比較 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ), 電子ブック サービス 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ), 電子ブック 作成 ソフト 無料 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ), 電子ブック 見れない 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>協同教育研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>5233</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 pdf 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍アプリ 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 おすすめ 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />楽天 無料電子書籍 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />オライリー 無料電子書籍 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />スマホ 無料電子書籍 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 アプリ 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br />キンドル 無料電子書籍 愛知県の数学科参考書 2018年度版 (教員採用試験「参考書」シリーズ) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>50自治体別・教科別 教員採用試験「参考書」「過去問」 教員 ~ 自治体別に対応している唯一の教員採用試験対策問題集・参考書シリーズです。8月より順次刊行しております。それぞれの発売予定については、志望自治体より受験される教科を選んでご確認ください。なお、発売予定は変更となる </p><p>岡山県教員採用試験 教養試験の試験傾向 ~ 勉強しようと思って参考書を買ったけど、全然進まない・・。岡山県の傾向を教えてほしいな。 です。 教養試験を攻略するためには 過去問を買ってきて試験傾向を理解することからはじめる 必要があります。</p><p>奈良県教員採用試験 受験する人必見!試験情報まとめ ~ 本記事では奈良県教員採用試験の全体像(試験の流れ、試験内容・日程、特別選考、倍率など)と試験ごとの攻略に必要な傾向記事をまとめています。</p><p>博士研究者から高校教師へのキャリアパス 日本の科学と技術 ~ 採用する教員の種別 中学校教諭(数学、理科) 受験者の条件 数学分野又は理科分野における博士の学位を有し、教員の職務を行うのに必要な熱意と見識をもち、理数好きの生徒を育てる意欲のある者。 所属長等の推薦書を添付する </p><p>上越教育大学 Wikipedia ~ 概観 大学全体 本学は、主として初等中等教育教員に研究・研鑽の機会を提供することを趣旨とする大学院修士課程と、初等教育教員を養成する学部を持ち、学校教育に関する理論的・実践的な教育研究を推進する国立の新構想 教育 </p><p>中部大学 Wikipedia ~ 中部大学(ちゅうぶだいがく、英語 Chubu University)は、愛知県春日井市松本町1200に本部を置く日本の私立大学である。1964年に設置された。大学の略称は中部大。 中部大学 不言実行館</p><p>2018年度 SGUメディアクリップ|札幌学院大学 ~ 札幌学院大学のオフィシャルサイト。大学案内、入学案内、学部・大学院、キャリア・就職支援、学生生活、国際交流・留学、奨学金、資格、教育・研究活動、社会貢献など JR札幌駅から快速で約12分、大麻駅南口下車徒歩10分</p><p>お受験@2ch掲示板#スレッド一覧 ~ 1 徳島県の高校6 418 2 2ちゃんねるscのご案内 6 3 東京都立進学指導重点校【その31】 92 4 新潟の高校 Part25 625 5 京都の高校総合スレ4 557 6 【複合選抜】愛知県の高校受験part72【尾張 </p><p>平成31年(2019年)3月号(詳細) 政府刊行物月報 政府 ~ 政府刊行物月報 各府省が発行する刊行物を紹介しています。掲載内容は公開時点での情報です。 号数 2018年(暦年)版 府省等名 内閣官房 主管局部課名 副長官補(事態対処・危機管理担当)付 発行回数 年刊 判型</p><p>合格者の声 3級 日本規格協会(JSA) ~ また、落ちることは立場上恥ずかしいとの思いから、市販の模擬テストで知識を確認して、本試験に臨みました。今一度テキストを読み直すと、昔教わったこと、実際に活用したQCの道具類が懐かしく、若い時代に気持ちを戻すことが </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319453476" tabindex="-1" title="empty" 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TZJZLITN9neRdrNHn5Sw7HGK73w2Pil8Tba38N6bd6nqdjZRRw+V5uy2hRRhd54XOB1OScVY8T/AAV8VeGvhrD4y1Xy4i0qCayCnzLeJh8ruegO7aNvbIz3FaX7KXjIeF/ibBY3MhSx1kC0kBOFWTP7tj+Py/8AAjXHCnaajU0TOyVRODlT1aPTvAf7LljHEk/jLWXuXIBNpYHYgPoXIyw+gFeyeHfhd4A0BEGm+FNMV06SywiWT/vp8mtubxLoMXiAaBLq1nHqhjEgtWlAkKnpgH6dK1QQele3SoUYaRR4lXEVpu8mZt/4f0O/tTaXuj6fcwEYMctsjLj6EV8kftZfCrSfBk1l4l8N232bTr6QwTWqD5IZcEgp6Bhu47bffA+yicCvmr9t7xVpv/CPaZ4ThmjlvnuRdzopyYkVWVd3puL/AJKfWssbGCpNvc0wU5+1SW3U8w/ZX+IV34V8d22jXNyx0bVZVgljY/LHKxwkgHY5IB9j7V9yCvzQ8Dwzz+LNJgt1Jme9hWPHXcZFAr9L06D6Vnl0m4uPRGuYxSkpdWLWf4h0fTtf0a60fVrZLqyu4zHNE44YH+vcHsRWhRXotJqzPOTs7nx34/8A2W/Etrqcs3hC9tdRsHYmOK4kEU0Y7Akja2PXI+lYFl+zH8TZ3Amg0q1H96W8B/8AQQa+4jimmRACWIUDuTXG8DRvc7FjqyVj5K0j9kvWHQHVPFdhbt3W3tml/Ula89/aF+ELfDK50p7fUJtRsr2NgZ5IwpWVTyuB0BBBHPr6V92tq2lo219RtFb0Myg/zrifjv4Rg+IPwy1HSbNoZr6IfabEhxgzIDgZ6DcCV/GoqYWkoPl3NKWMq8659j5t/Y41nwsvi2bw74h0jTJ7q8xJp13cW6s6SKDmMM3TI5GO4I719oxIqLtRVVewAxX5cwzXul6mksRkt7q1lDKyna0bqeo9CCK+8v2c/ixZ/EXwytveOkWv2KBbyLp5o6CVR6HuOx9sVGCqpe4ysdRb/eI9Yooor0zzQoNFBoA+Rv2+NSL614Z0hW5ht5rgj/fZVH/oBrS/YI0JBa+I/EskRLl47GFz6AF3A/NPyrz79tnURefGVrUNgWNhDDj3O6T/ANnFfQX7Gtiln8DNNnCkPe3VxO5Pc+YUH6IK82l7+JbZ6VR8mGSXU9mooor0jzQoooNABRXO+MPGeg+FJNLi1i5eOTVLtbS1SOMuzO3Tgc4zgE+4roVOealSTdkNxaVxa474p/EXw78O9DOpa3PmWQEW1pHzLO3oB2Hqx4Fdg/3Dg44r85/2gdW1/Vviprh1+Sbz7e7kgjhbIWKIE7FUHtjB98571z4qs6UdOp04WgqstdkXfit8VPF/xQ1ZLSVpY7B5cWul22Suc/LkdZH9/wAgK9B+En7MGsayYdS8czvpFi3zCyiwbmQejE5Ef6n2FL+xv4k+G2k301rrkUdp4nlkItr+6wYjGcYjQnhG+vX17V9jxMropBBBGQRXPh6Eai55u7OnE4iVL3IKyMDwT4K8MeDNO+w+G9Jt7CMgb3UZklI7u55Y/U10Qoor0UktEea227sKKKKYgooooAKKKKACjFFFAGX4o0DSfEujz6RrdjFeWU4w8bj8iD1BHYjkV574H+A/gjwp4qHiC0jvLqaI7raK6dXSBv7y8DJHYnOOvWvVsUVnKlCT5mtS41ZxTinoZvibR7TXvDt/ot8ga3vbdoZBjOARjI9x1H0r85/E2lX/AIZ8U3uk3X7u8sLgxFl45Q8MP0Oa/SojIr5P/bU8Gm11vT/GVpEfKvQLa7I7SqPkP4rkf8ArhzGjzQ51ujuy6ryz5H1Oy0vw/wCHvj38MbDW7mX7D4ntE8iW+hXDpMgH3gPvIeGAzxngivNPEHiD47fCKb7Jf6nc3Wm52w3M0YuYH9AHYEr9CR9Kyv2WfHg8JePE069m8vTNXKwTE9Ek/wCWbn8Tg+x9q+2Li3guYHguIo5onGHR1DKwPYg9azo01iYcydpLsVWqSw8+Vq8Xtc+HtU/aK+KF5ZvbrqdpabwVMkFqiuPoTnB+leUX95qGpX0l3qFzNdXUrbpJZnLux9STya+9td+B3wx1iRpZvDMNu7dTaSPCP++VIX9Kn8L/AAY+G/hy5ju7Dw3BLcxnckt07TlSOhAckA+4FTLAVpP3pXNI46jBe7Gx4n+yp8IL86rbeOfEdq8FvAN+nQSLhpHwQJCOygdPU4Pbn6sWhVA6UuK9KhQjRjyo86vWlWlzSCorqeK2t5LieVYoolLu7HAVQMkk9hUteEftoeJ7rRfh1aaRZymJtXuTFMQcExINzAfU7c+2R3p1qnsoORNKn7Saicx8Sf2iNZ1PXT4Z+F9gbmZ38pLww+Y8rf8ATKPpj3OfoKoWPwR+LvjQLdeNvGMtlDL85gmuXndM9vLUhB9A3FT/ALCul6ZcL4i1mSNH1GFooI2PJjjbcTj/AHiv/jtfUorio0HiI+0qu9+h2Vqyw8vZ0la3U+Z0/ZOsusnja6ZvUWAH83qhqP7MnivRyLzwh47Juk+75ivatj2ZGb+VfVAoNbvA0exisbW6s/N34l+C/GPhfWpB4usLiK6uHZzcu29J2JOSHBwx7nvVP4a6/q/hbxrpus6O7JdRTqNq9JFJwUYdwQcV+hPxI8H6Z448JXvh/U0wk65ilH3oZB91x9D+YyK+e/g5+zjrekeP4tY8VyWn9n6dP5tvHFJvNy6nKEj+FQcHB54xXFPBzhNKGx2wxsJ037Tc+p0JIyfTpTqQDFLXro8gKQ0tBpgfnv8AtVzGX48eJCT9ySJfyhQV9afsnFD8BPDewg4W4z/4ESV8nftW272/x28RhhjzHikHHUGFK+iP2IPEUOpfCyXQty/aNIu3Urnny5DvVvz3j8K8vDO1dp+Z6mKV8PFry/I99opOaXNeoeWFZvibW9N8O6Jd6zq90lrZWsZklkbsB6epPQDvUXizxJo3hXRZ9Y17UILKzhGWeQ9T/dUdST6Cvh74+/GbU/iXqq6Zp8ctpoMMv+j22fnnboHkx39F7Z9a5sRiFSVludOHwzqvXY9Q+EOoX/xl+Ptz401CJk0Xw8hNjAwyqMSRGP8Ae+85PqB6CvqcV5z+zt4EXwF8NbPTp4tupXf+l357+aw+7/wFQF+oJ716PTw9Nwjd7vcnEVFOdlstgPIrzH4z/Brwz8R7Y3E0Z0/WkTEV/CvJx0WQfxr+o7GvTqMVtOEZq0jKE5QfNE/Nf4nfDbxP8P8AVjZ69ZlY3J8i6iy0MwH91vXpkHmu0+C/7QHijwG8Gl6u0utaEpC+TK/76Bf+mbnsP7p49MV9weJvD+j+JNGm0jW7GG+sphh4pFz9CPQjsRXxX+0B8BdU8DvNrmg+dqPh8nJON0trk9Hx1X/a/PFeZVoToPmhserSxMK65Ki1PsH4e+OvDXjvRhqnh3UUuY+BJEfllhb+669QevsccZrpwa/MDwX4q1/wZrsWseH7+W0u4jztPySDurr0YH0NfdPwC+MmkfEvSfs8vlWWv26A3Nnu4f1kjzyV9uo6H1PTQxSnpLc5cTg3T96Ox6tRSA5pa7DiCiiigAooooAKKKKACiiigArkvi94Wj8YfD3VtDKqZpIS9sT/AAyr8yfTkY+hNdbSHGDUzipxcWOMnFpo/MQ74ZirFgytzg9K+8/2c/Gp8a/DeznuZfM1Kx/0W8z1LKPlb/gS4P1z6V8jftCeHD4Z+LOuWaR+Xbzzm6gwONknzcewJI/CvT/2HJr/AP4SjXYF3/YWsEeTOceYHAT9C/5V4WCk6Vfl+R7mNjGrQ5+2p9ZiigUV754QUUUUAFeA/ttaBc6l8P8AT9Yto2kXTLo+ftGdscgA3H23BB+Ne/VW1OwtNTsJ7C/t47i1uEMcsUi5VlPUGsq1P2kHE0o1PZzUj85Phx471/4feIBq+hTqCRsngkBMU6Z+6w/qORX0v4U/as8MXUKJ4h0PUNPn6M1uyzRk+2SCPyrnfif+y5fLczX3gO+glgck/YLxyrJ7LIchh9cfU141rfwh+JGlOy3Pg7VjtPLQQGZfzTIryEsRh9Eew3h8Rqz63g/aN+FUiZfWrmE+j2UpP6KabdftH/CuFN0er3dwf7sdlICf++gK+I7rQtcs5Cl3pV/Ay8ESW7qR+Yqr9hvxgfZbjHvGaf12v/SJ+pUO59Y+Kv2rdEiiZPDnh2+upuz3kixIPwUsT+lVPhd+07cat4qi0vxfptjZWd04jiurXcBCxOBvDE5XPGRjFfMlr4f1y7wlro+oTM3QR2ztn8hXWeFfg58R9dvoYbXwtqNqkjDM95E0ESj+8SwH6c1KxFeUr6lPD4eMbM/Q1WDDI6UtZnhewudK8N6bpl3dNd3FpaxQyznrKyqAW/EjP41p17kW2rs8R6MKDRRTEz5M/bn8G3H23TfG1rAXgaMWV2VH3GBJjY/XJXPsPWvAvhh48174deKE1vRJFLY2T28hPlzxnkqwH6HqD+IP6QeIdI0/XtGutI1W1jurK6jMc0T9GB/kfQ9jzXx58V/2YfE+k3c154NP9t6aSWWBnCXMQ9MHAfHqME+leZiKE4z54Hp4bEQlD2cz0HTP2t/CTWSNqPhrWobnHzpAYpEB9mLKf0rA8XftcF4Gi8KeFykh4E+oS5C/8AT/AOKr5+1H4eeO7GTyrvwhr0Tj+9YSnP6Vo+HvhD8StZnWOy8G6uu88PcW5hT67nwP1rJ167VrmqoYda2/EyvHPjfxR421L7f4k1a4vpATsQnEcQ9FQYA/L617l+yJ8Ip9T1W38eeIbQpp1q+/TYpF/wCPiUdJMf3V7ep+ldT8Hv2XrbTbqHV/H1zDfzIdyabb8wg/9NGP3/8AdAx7npX0vbwQ28KQwQpFFGoVERQAoAwAB2FbYfCtvmmY4jFrl5KY9aWiivSPNCiiigAqO4hjnheGZEkjkUq6MMhgeoIPWpKKAPhn9qj4Q/8ACD64uvaJAf8AhH9QkOEUcWkvXZ/unkr+I7c+N+HdY1Tw5rltrGkXclpe2sgeGRD0I9fUeoPUcV+mXjLw9p3inw3faBqsPmWl5EY39V9GHoQcEfSvzs+KvgXVvAXiy60XVIWCoxa3n24SeIn5XX/DscjtXkYmi6cuZbHtYOuqseSW6PvP4J+PLb4ieBLPX4lWO6GYb2FekUygbgPY5BHsa7ivmL9gix1OHQ/Et7Msi6dNPBHBn7rSKH8wj8GQf/qr6dr0aEnKmmzy8RBQqNR2CiiitjEKKKKACiiigAqjqOsaVprxpqGpWVm0ufLE86xl8dcZIz1FXq88+Nnwx0z4h6CUc+Rq1tG32G6ycK3Xaw6FSQM9x2rOq5KLcFqXTUXK0nZHfwzwzxrJDLHIjchkYEH8RXC/GH4jj4dWdpfXHh+/1OznLLLPbkBYCMbQ2e7ZOPpXxJo/iTxh4E1+aHTtVvdNu7SZo5YRIdm5SQQyHg9+or7K+DnjOx+LPw6uP7XsIGmXNpqNuVzG5I+8AexHPsQfSuKli/b3gtJHZWwnsLTesTy7xH4v+CPxh1GwbxJc6poOow/uklYKgdSchGcBlwCSQTjGete9/Dzwl4Y8I6Itp4XtIYraYCRpUfe05xw7P/Fn8vSvhD4w+En8D/ELU9AUyPbwyB7Z26tEw3Kfc4OD7g179+xN4s1K+tdY8L3ksk9rZIlxal2z5QY4ZB6DOCB9axwuIbrcs0r9zbE0EqPNBu3Y9X+MvxO0v4aabYXl/ayXr3lx5a28ThX2AZZxng4+UY4+8Kg8D/Gf4feLWEVlrkVpdEc297+5fPoCflb/AICTXy3+1d4w/wCEp+KFxa20pax0lfscOOhcH943/fXHuFFcz8KPhl4l+IGq/ZtHg8m1iP8ApF9MCIovbPdv9kc/Sh42q6rVPVBHBUlSTqOzP0PRgwBUggjIINLXI/CTwldeCfBlv4fu9Zn1aSFmYTSLgKD/AAKMkhR9e5+lddXqwbcU2jy5JJ2QUUUVQgpu0Zp1FADSinqAfwpPLj/uL+VP71zup+NfCem6y2j6j4i0yzv1UMYJ7lUYA9Op71EpRj8Q1GUtjoNqDsB9KMD/ACa8H+OXhn4jOLrxn8P/ABtqU0IUSSaZBP8AKEUAExYO1umSCMnnk9K8h8CftNeNNFvEh8TJFrtlkB90axTqO+GXAJ/3h+Nc0sWqcrSR1RwkqkeaLv5H2xRWR4Q8RaZ4q8O2evaPP51ldpvjboR2II7EEEEe1a9dakpK6OVpp2YUZHqKK+e/2s/EWv8AgnxF4L8X6O8rRWk06SwFyIZchfkcDjlS4z27VFWp7OPMXSp+0lyn0JSGvnWH9rPwd9lVpfD2trcbRujHllQfQNuyR74rnNa/a6dty6N4NXHZ7q8z/wCOqv8AWsXjKVtzZYOs3ax9W7QaQbc8H9a+GfEX7TvxM1D/AI8X03SIiOtta7ifxkLfoBXnek/Ezxvpnij/AISK28S6k2oF9zvLMXV/9llPBX2x9MVk8dHojVZfO2rP0sFFcJ8EPiDa/EbwLba3Eiw3aHyL2AH/AFcygZx7EEMPY+xru67YTU4po4pRcHysKKKKokKKKKACiiigANYvijwp4c8UWqWviHRrPU4ozuQXEQbafY9R+FbVFJq+g02ndFTR9M0/R9Ph0/S7KCytIV2xwwxhEUewFW6KKErCCiiimAUUUUAFFFVdXvodM0q71K5JEFpA80hAyQqqWP6Ck3bUEriatfW2m6dc395KIre2iaWR2OAqqCSfyFeG/Aj43QeIJNeTxrrumWHlTpJY/aHSH9227KDON23A56814d8Xvjb4p8c3Fxp8cp03Qn4Wyi6yKDkeY3Vj044A/Wun/ZC8H6B4q1TX5vEGlW2o29tDF5azrkKzM3I/BTXkvFyq14qmeqsHGlRlKruZ37RXh3SdW+IF14i8LeJPDt/a6jteWNNTgRoZAoViQzDIOAc+pNes/s33Hgr4f+C5rfVvG3hs6nfz+fOkeoRFYxjCpnOCRyc+9eij4S/DL/oTtI/79/8A16UfCX4aD/mTtI/79f8A160hhqkKjqK1/mZzxNOdNU3e3yPL/jl4e+GPxIv7XVYPiToWl6jDH5LyG4jlSWMEkAjcMEEnmqfh+7+H/wAG/hlr1x4c8Yadr/iC7jAV4ZU3M5+VAqKSQqlixyTXro+FHwz/AOhP0f8A79f/AF6ZJ8KvhkiM7+D9FVVBJJiGAPWm6E+ZyXKn31JVeHKoPma7aHx18I/CHh7xTrT3/jPxZpujaZHJukSe7RZ7k5yQoJyAe7H14r6vT4hfCrwV4Nmg8P65oXkWFu729na3SF5XAyFAByWY455PNcp4auv2etc8XXXhmz0DRI7qGTy4pJbcLFcsOCI26HnI9+2RXLftb6B4E8J+ErDT9D8M6ZZ6nqM5PnQxAOkMfLY9MkqPzrGCdCm5Rafn1NqjWIqqMk1fppY1/gz+0fZ6vcro/jgw2N07YhvlG2Fs9Ff+4e2eh74r6KhljlRXjcOrDKkHII9a/Pz4S/CjxP8AEO/P9mQi0sIj++v51PlL7D+83sPxxX238KfCUvgjwVZeHpdUn1NrcsTPKu37xztUc4UdhmujBVKslae3cxxtOjB+5v2OsopM1U1jUrPSdNuNS1C5jtrS2jMkssjYVVFd7aSuzgWrsiLxFrOm+H9HudX1e7jtLK2TfLK5wAP6k9AO5r5s8RftZJDqkkeh+FftFmrYWW6uijuPXaFO38zXmv7Q/wAXrr4iav8A2dpbS23h+1f9zEeDO3I8xx/IdgfeovDH7Pvj3X/A/wDwk9tFbQrJH5ttZzMRPcJ6gYwuewOM+3FeVVxNSrK1LZHrUcLTpQUq27Pqj4MfGHw58SIHhtlew1aJd8tlM2SV7sjcbh07DGRxUfxz+E2kfEDQZ5YoYbbX4oybW8VcMxA4RyOqnp7dq+EdJvtV8N65FfWM9xYajZS5VhlWjccEY/MEfWvub9n/AOLth8RtH+yXhitfEFsg+02wOBKP+eiD09R2/Kro141l7OruZ18PKg/aUtj5B8CeP/GXw18QGPT72eNIpilzp8xJhcg4YFex4IyOa9A+KvwnufFNtp/xC+HOkS3em65GJriwtwC9rMT84A7ruBBx0Pt09I+OX7Pd54u8ZN4j8LXlham9wb2G4LKN/QyKQDnI6jjnnvXtXw38MQeDvBGl+G4ZfOFlDsaTGN7klmbHuxJqaWEm24T2Lq4uCSnDfqcx+zf4P1XwV8MLXSNaIW9eZ7iSINkQ7sYTI4yMZPuTXpVAGKK9KEFCKiuh5k5OcnJ9QrmviX4N0zx34Qu/DuqriKcZjlAy0Mg+7IvuP1GR3rpaKqSUlZiTcXdHwlcfs0/EdPFo0hLW2ewd8DUxKPJCf3iM7gf9nGf517DH8FfhP8LPCs3iTxm8mtvaruY3PyxyP2RIgcMSegJNe7+Ktd0rwzoN1rWsXaWtnaoXkdj+gHcnoB3r4F+O/wAUtV+JfiMzOZLbR7ZttlZ7uAP77Y6uf06CvNqxpUNtX+R6NGVXEPXRfmc58S/F83jHxE94tjbabp8OY7GwtkCRW0WeAAABnuT3P5V6Z+zx8Brzx6i674jNxY+HlP7oL8sl4QedhPRBj73foPUbH7NXwEk8S/Z/FnjG2ePRsh7WzfKtd4/ib0j/AFb2HX7JtYILS3jt7aJIYY1CIiLhVUDAAHYU8PhnP35jxOKUFyQMTwL4N8O+CtJ/svw3pkVjbE7n2klpGxjLMeSfrXQUgpa9FK2iPMvfVhRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKrapZwajpt1YXK7oLmJ4ZB6qwII/I1ZoNJq4bHxnr/wCzP45t9ZeLSZNPv7EyHyrhp/LZUzxvU85+ma97+F3wh0vwv8N7zwtqMv2m41Nc6hcQfIc4wAh6gL2PqSe9eoA+1Ga5aeCpU5NpHVUxlWpFRb2PIv8Ahnzwb/0FfEn/AIH/AP2NB/Z78F5z/afiT/wYf/Y169mqeuTSW+i31xExWSK3kdTjoQpINN4WhFX5UJYms3bmZ5Z/wz14J5/4mPiPn/qIf/Y15D+0X4Q8DfD7SIbLS7/WrjXLvmOOW+LLFFnl2AHOeQBx39K5e0/aH+KNtKRJq9rcgdpbOP8AmoFX/hr4E8TfG3xfd+JvElzNDpryH7TeKANzADEUYPTAI56Ae9eXOdGquSlDVnpQp1aT5609EeP6FpWqaxqMVjpFlc3l3I37uKCMux/AV9EfDr4NeNvFfiO0uviwl/8A2bp1qIoFlu0eSUBsiMlWLbfmYk9e2a+iPAngXwz4J0/7H4d0uG13DEsxG6WY+rv1P8queM/EeleE/D11rmsT+Va2ybjj7zt2RR3YngCuqlgIU1zVH/kc1XHzqPlpr/Mv6Vp1jpVhDYabaw2lrAuyOGJAqqPYCrR6V5x8IPi94b+IURgt2NhqyAl7GZwWI9UP8Qx+Vejk56V6FOpGcbx2OCpCVOXLJang1v8AG0+Hfi74k8MePbiGz0y3cjT50gbCAfMN+Mk7lK8+o968L/aF+MmofELUP7N0sy2nh23fMURJVrg/35B/Jeg+tes/tk/DefUbKLx1pEDSTWkflahGgyTGD8smPbOD7YPavlC3iaSZEUEs5AUDua8fE1KsW6beh7GFp0pJVUtT1P8AZn+GrePPGa3WoQFtE0wrLdk/dlb+GL8SOfYH1Ffd0capGEQBVUYAA6CuL+Cfg2LwR8O9N0bywt0yefenu07gFvy4Ueyiu3r08LR9lDzZ5uLre1qPsj5v/ao+Cx1qObxp4VtFOoxru1C1jGDcKP8AlooH8YHUdx7jn5P0HWNU8P63b6tpV1LZ31rIHjlQ4YEevqPUHj1r9QDXyl+1H8Dmje58c+EbUGM5l1GxjXlT1MqD06lh26jvjlxeFt+8gdWDxV/3dQ9S+APxl0v4iaalhetFZeIoU/fWxOBMB1ePPUeo6j6c160K/LywvL3StSgv9PuJ7a6t5BJHLExVkYHIINfYP7P/AO0BY+J0g8PeL5YrLW8hIbk4WK79PZX9uh7elPC4zm92e5OKwTj70Nj6DopAQaWvSPOCsrxX4g0nwxolxrOtXsVpZW67nkc9fQAdST2A5rE+KfxE8O/DvQjqWuXP7x8i2tY8GWdvRR6dMnoM18L/ABj+K3iP4l6mJNSb7Lp8LZtbCJiY4s9yf4m9z+AFcmIxKp6Lc6sPhpVdXsaXx7+L2qfEnXNkRe00K1c/ZLTd94/89H9W/QfnWH8Mb3wro+ojV/EWlXGu3ELD7HpiYWJ27NKxzx6IFOe/HFdF8Efgj4k+Isqag+dK0INh72RCTJjqIl43HtnoP0r7F+G/wp8F+BIIzoukxPegYa+uAJJ29fmP3R7DArip0KlV87O+riKVGPs0jwq9+Kf7QGuQCXw14Hl02zxiMw6Y8hx25k4P4CuQ1v4y/H3w3MP7d+1WI7C80lIlP47Bn8K+3sVV1XTrLVdPm0/UrSC7tZl2ywzIHRx6EGup4WfSbucccVBP4FY+UPAv7WWoxXUVv4x0K3ntyQHubElHX32MSG/AivqHwj4m0bxZocGtaDfRXllOPldOqnurDqCO4NfC/wC078N7b4e+PPJ0xCNI1GP7RaBjkx84ePPsensRWz+x345ufDnxKg8PT3LDTNbPktGeQs+P3bD0JOV/EelY0q86dTkmzethoVKftIaH3RRQKK9Q8sKKKKACiiigAooooAKKKKACiiigAooooAKbIGMbBDtYjg4p1FDVwPKJ4Pj4s7rb3fgl4gxCs6TKzLngkdjimfZ/2gf+fvwOP+Azf4V61RXN9VX8z+86PrD/AJV9x5J9n/aC/wCfzwR/3zL/AIVQ8QW3x/Gi3xmv/BnkfZ5PMEaS7tu05xkdcV7VWd4nI/4RvU8/8+kv/oBqZ4ZKL95/eVDEPmXur7j8z3BL59+tfSn7NNv8V5Ph/I3gy98Ow6Z9uk3LqCuZfM2pk/KCMYxXzdJjzCAffpX2j+xiR/wqOXJ/5icv/oEdePgYqVWzdj18dLkpXtcvmx/aEI/5DHgof9spf/ia474k/Cz40+P4raDXvEPhr7PbEtHDA0kaFj/ERs5Pavo7I9RRuX1FevLC05Kzk/vPIjipxd1FfcfIemfsz/ETTryK8s/EGi21xC4eOWK4lDowPUHy+K+pvB9vrVr4a0+38Q3MV1qkUIS5mi+7I46sOB147CtXev8AeH50eYn95fzqqVClRd4smtiKlb4hs8MU8LwzRrJG6lXRhkMD1BHcV4jN+zh4YXx9b+IrC+ntbCO4W4fTggZdwbcFVj0XPbB4yAa9v8yP++v50ebH/wA9E/OtJxp1Lc1tDOnOdO/K7XHDApc1H58X/PRP++hR58PeVP8AvoVfPHuRyskzTXVWXB5FM+0wf89o/wDvoUfabf8A57R/99Cj2kO4+WXY+VP2mvgW1qbnxj4NsybckyX9hEvMfcyRgfw9yvbkjjp8w4cc4Kkd84r9R2uLYggzREHrlhXy/wDtGfAuzmN14s8DiISnMt5piMMP6vEPX1X8vSvKxVCCvODPVwmKk/3czmfgd+0XqPhqODQ/GjS6lpS4SO7B3T246c/31H5j36V9g6NqlhrGlW2qaZdR3VndRiSGVDlXU96/L24SSNyrqysDggg5FfZn7E+utP8AC270++ugFsdQdIBI+MIyq2Bn/aLH8arB4p35ZvQnG4ZW54rU8o/bdsdVh+KcF5dvI9jc2KfZDztULkOo993J/wB4Vz37Nnwnm+IniY3l/G0fh/T3Vrp9pHnt1ESn36k9h9RX2d468NeDfG2lDTPEsNnewK2+Mmba8beqsCCKs+E9L8L+EtCh0XQRZ2djCDtjWUEknqxJOST3J5q3Rpuq5OSt6maxE1SUFF3IfE3ijwd8P9EgOsahZ6RZxqI7eEDkgdkRRk49hXFw/tGfCiScRHxBNGCfvPZTbf8A0Gvn2XRtQ+Nnx51+11TXl02ysnlxJId3lQI+xERSQMng/iTWl8Rv2bH0rSJNQ8JeKbfWJYlJe0n2xyN67CGIJ9jj61MsbPeNkkXHB01ZTvdn1x4b8R6D4jsRe6Fq9lqVuf47eUPj2OOh9jWrmvy/8PeIfEXg/XRqOjX91pl/A+GKHbyD91l6MPYjFfb37P8A8adP8f8Ahyb+2XtdO1mwAF2hkCxyL2lXJ4HBBHY+xFdFHGRn8en5GFfBSp6x1X4nnH7ffkeV4T4BmzdfXb+6/rXzp8KJZYfiX4Zkj++NWttuPXzVrtv2p/iFbePPiGx0uUTaVpcZtbVx0lOcu49icAeoArH/AGc9FGs/F/w+s0iQ21pcrezyOwCqsR3Y59SAPxrgrTjKq5dLno0YONFJ9j9FF6c07NZ39s6T/wBBOz/7/r/jR/bOlf8AQSs/+/6/416v1mivtr70eL7Kp/KzRzRWcda0kddSs/8Av+v+NIdc0j/oJ2f/AH/X/Gj61R/nX3oPY1P5WaVGRWYdd0f/AKCdl/3/AF/xo/t3Ru+q2X/f9f8AGj61Q/nX3ofsKn8r+40silyKyzr2i/8AQWsf+/6/40h1/Qx/zF7D/v8Ar/jS+t0P5196/wAw9hV/lf3M1cijNZP/AAkOhD/mMWH/AIEJ/jR/wkWhdf7ZsP8AwIX/ABo+t0P5196D6vV/lf3M1qKyf+Ej0H/oMWH/AIEJ/jSf8JHoP/QYsP8AwIX/ABo+t0P5196D6vW/kf3M16Misj/hI9B/6DFh/wCBC/40h8SaB31iw/8AAhP8aPrdD+dfeh/V638j+5mxRRRXQYhSGlooA4v4nL8QPsVs/gGTShOjMbhL0H51xwF7A5z1xXzT47+NHxf0K9vPD3iK20+zmaMpIhtc7kYYypDEEEZ5FfZDAV4F+1T8NPEHjO60fU/DWnx3k9vHJBcL5ixttJDKfmIBGd3515GOpyd5Rb9D0MFVgpKM0rdz4/8AvPu6c19j/sf5X4VP1/5CEv4/KleTeFf2c/G+oXKf20tnpFtuBdnlWV8dwqoSM/UivqTwT4a0/wAJeG7TQtMQi3tlI3N952JyzH3JJrz6NOSd2juxdanKHKndmxITULH3NSv71C4rWZwxI3Y1A5IqZx1qu1c0zpgkROxPeoJCfU1K/eoX71zTZ1QSInJ9agcn1qV+tQSVyyOmCRGzEmonJ9akbOaibArmkdMUiJ2OetQu3vUr1BIM+1c0zohY868efC3w14ou3vpElsb5zlprcgBz6sp4J9+D71r+CvC9h4R0NNK05pHXeZJJHPzSOe59OABj2rpZMZNQOBjrXNVr1JQ9m3odNOEU7pakMjGoXJ9aleoWrzp+Z2RSPDPH+i+IfBXjabxp4ciMtncEvOoUsqbvvK4H8JPOfU+1aem/GrRZbdTqWnXtrLjkRASKffqD+letOAeCAQe1cvrXgfwpqkrS3mh2plJ5eMGMn67cV2fXcPWgo4qDbXVbmaoVINulLfozwT4ua14Y8Q6jHqeiQ3Ud2+RciSIIr+jdevauNsr69so7iK0uJIUuE2ShGxvXIOD7cV9GXHwm8GuxK2lzH7LcNj9aktPhf4NtpA50ppyD/wAtZnI/Q16tLP8AA0KKpJSaXe3+ZyVMsxFWpz3S9D550LRNT1u9W10y0e4kJH3BwvuT0H419CfDfwbB4U01vMZZr+cAzyjoMdFGew/WuosNOstOgEFjaQWsQ/hiQKP0qZxjAFeDm2e1MbH2cFyx/F+p6eAyyGGfM3eQ1mbkZNRlj6n86cepph6V842z2IpIazE+tRsxz1NObpUZpo0jFClj3NMLHPWlbpTOKpI1SQEn1NGT6mkNFUPQTJpCxFB60h60y0kBYjvSbmoPPSm0xpIXcaC59TSU007FJI+s6KKK/oI/AQooryr9qP4lz/C/4XTa3pzW51i5uEtbBJhuUuTuZivcBFY/XFAHqbUw18A2f7ZnxRi2CbSvC84H3t1rKpP5SjFez/s6ftHeJvip40j8NzeCrKBI4GnvL6C8cLDGOAdhU5JYqAN3f2rlqQe5UT6TcDmoZAM5qYkc1A5rz5bm0CKTrUD9Kmf1rwr9pn436j8JNR0W2stBtdTXUopXYy3DRlChUYGAc53VkoSqStE3TUVdntMlV39q+Oz+2XrpX/kSdP3Z/wCfx8Y/75r2D9mz4yX3xYXXTe6LbaX/AGaYNvkzM/meZ5mc5AxjZ+tRWwlWEXKS0NqVWEnZM9ef6VC55qZz6VBJXmTR3QIW6mon6VKxrynxx8d/AHhHxNeeHdZub9L+0KiVY7Uuo3KGGDnnhhWUKM6rtBXZvzxgrydj0t+tQvivHf8Ahpn4XH/l71T/AMAj/jTJf2lfhhgH7XqZz2FkeP1pSy/E/wAjLjiqP8yPX3NQy9OK8ff9pX4ZHgXOqH/tyP8AjW14H+M3gvxr4gTQ9CmvnvHjaRRLblFwoyec1y1cBiYRcpQdkdNPFUZNJSVzu5faoXNTSDFV5Tha8aotT04ET9agcntXgF/+03b217PbHwfK3lSMmf7QAzg4z/q6rP8AtPWxJx4OlI99QH/xuu6XD2YS1VP8V/mcyzjBx0c/wZ9BvUb1i+BPEa+K/CWn6+tqbRbyMuITJvKYYjGcDPT0rYc4HFfPV6cqU5Qlo1oz2aUlOKlHZkTAE54qNutPJyearXtzb2kLT3U8cES9XkYKo+pNcctdEdMXZagxqJjmuP1/4p+A9I4uPENtO+PuWuZz+a5A/E1zmkfG/wAL6r4mtNIt7S9iiuZPKFzMFVQx+7wCeCcDPHWuqGS4+rBzjSlZa7GEszwlOShKorvzPTmOKYx5rjfip4+TwLbWlxLpM19HdMyq6ShFVgM4PB6j27GvJdW/aD1qU50zQbG1955GlP6ba2wPDePx0FVpRXK+t1/w4sXneDwc3Tqy1XSzPok8nHSmGvF/g18VNY8T+LX0nX2tsTwlrbyo9gDryR75Gfyr2hjzXJmWWVstrexrWva+mx25fj6WOpe1pbDHPam15f8AEz4snwh4qXR4dMjv40hV5yZSjKzZIA4I6YPTvUej/HLwrdhRqFtfac56lkEifmvP6V2R4fzCVGNaNNuMlfS35bmf9t4GNV0Z1EpLTX/PY9UoNYfh3xb4b8QMF0jV7W7kK7vLV8SY/wB04Nbea8utQqUZclSLT7PQ9OlVhVXNBpryEPNNzTjTcDvWaNkIcim08nNNqkNCc0lKelJTKR9Z0UUHgV/QJ+AHM/E7xlpPgHwTqXirWZALayiLCMMA00h4SNc/xMcD9egr84Pj38adf+Lx0T+2LO2sl0uKUeXb52PI75L8nI+RY1x7E967j9t/4sT+NPH0nhHTZZV0Lw/M0TKQVE92MrI5B7Lyi/8AAj/FXztQAq9a+wvhR4q8Mfs0fD7SP+Eo069vPE3ioC/u7a1KebaWoBEQYMRg8k465L/3a8L+A3h3SH1G98eeLYz/AMIx4XVLqeM8fbbkn9xbL6lmGT/sg561yHxD8Xaz448Y6h4n1ufzLy9l3kD7sS9FRfRVAAH0qZR5lZjTsfo94G+O/wALfGRjh0zxVaW124GLW/zbSAnsN+Ax/wB0mvMPj9+0tqfw1+Ic/hay8MWOpQxW8UwuJLplLb13YwARjmvhnS7G71PUILCwt5Lm7uZFihhjXLO7HAUDuSTiur+MHgbUvh54ph8N6vcifUEsYJ7gKcrEzru8sHuF6Z9c44rD6rC92V7Ro94b9tLXj/zI2m/+Br//ABNeRfH34wX3xbvdJub7RrbS/wCzo5EUQzNJv3lSScgYxtrzDBznFIauNCnB8yWoOpJqzFr1H4EfGO/+FA1cWOi22p/2n5O7z5WTy/L34xjrnefyry3mkrScIzjyyWgoTcHdH1A37Yevnj/hC9LH/b1J/hXXfBj9ozW/iD8SdK8IzeGbO1S/MuZoZ2Z12RPJwCMH7tfGXNex/sYY/wCGlfCXPG+5/wDSWauSeX0JJrlOiOMqprU+/wBtOveP9GkOPavzx/ayieL9oDxPHIpVw1vkHt/o0Vfb/wC1D8Y734PaJo+oWOi2+qtqNy8JSaYxhAq7sjAOetfJ/iT9orw14j1ifWNb+CPhHUNQuCDNczyM0j4AUZJXnAAH4VGEwEMNNzTuVXxkq0eVo+fKUfWvcR8bvAuefgH4Jx/wL/4mgfG7wN/0QLwR+v8A8TXoXOM8Or2P9jyCe5+NVnFBG0khs7jCr1+5V/8A4Xh4I7fAPwP+Kn/4mtTwx+0jonhnVU1Xw/8ABjwfpd8ilFuLYsjhTwQCF71lXpKtTlTez0NKNV0qimuh9ePoWrnn+z5/yqGTQNZIyNOn/Kmfsv8AxZvvi94S1TWr/SLfTHsr/wCyrHBKzhl8tWySR1+Yj8K9bK8Yx1r558MYd/bf4Hs/2/WX2V+J+PHiAEa9qAPX7TJ/6Eao1f8AEvPiLUv+vuX/ANDNUAeK+mirKx4bd3c+7f2dtB1e8+DPhue2sJpYmtm2sBwf3j137+FtfP8AzC5/yFaf7Ig/4xy8HH/p1k/9HyV6vj618riOE8NXqyqSm7ybfTqfQUeJMRShGCitFbqeIHwp4gzkaVcfkP8AGsTxj8NtY8S+G73RbzSp/Luoiu7AyjdVYe4ODXsfxW1288L/AA18SeItPERu9N0ye6g81SyF0QsMgEEjI9a+HD+2R8WT/wAuvhkfSxk/+OVjS4Ow1OanGpJNO/T/ACNZcT4icXGUI2fr/meEeLND1Lw14iv9B1e3e3vbGdoZo2BBBB6/QjkHuDWbG7KQykgg5BFdX8WPH+r/ABJ8UnxJrtpp0GoPAkMjWcTRrIF4BYFjlsYGfQD0rkQa+wW2p803rdaH1XpGl6j8YvgDcTWdk95qFihWRlGStzEu782Qj/vv2r5Wbj869E+DXxk8Y/Cr+0l8MS2bRajsM8V3EZEymcMoDDB+Yg+orhNXvG1HU7vUJIoYZLmZpmjhXbGhYkkKOwGeBXBl+XwwCnGm3yybdn0v0XkduOx08Y4ymldK1+/qWPDGqy6N4h0/VYT89rcJLjPUA5I+h6V9z3Om6jbeFZPE89lImlJZ/bTcEjb5Wzfuzn05r4FU4INenax8cfHmqfCm3+Gtze2o0SGKODKQ4meOMgojPnkAhe3QD3rjzfIaGayhKo2nHt1XY68rzuvlsZRppNPucN4q1mXX/Ed/rFwW33UzSYJztXsv4DA/CszqetMq5o97/Z2qWt/9ltrs20qyiC5TfFJtOdrrkZX1HevZpwjTioRWi0PJnUlUk5SerPqj9nL4O+J9N8ML4kuNDuTc6rGrw7lAKQHleDz833vpt969ZHgnxUf+YLcD67f8a+ek/bA+LUaKiReGwqjAAsG/+Lrpvhb+1T8T/EnxK8NeH9SXQRZ6lqttaT+VZMH2SSKrYO/g4Jr5jH8K0MdXlXq1JXfp/kfR4LiivgqKo0qcbL1/zPX/APhB/FR/5g0/5r/jR/wg3irH/IGn/Nf8a+iQOKXH+cVx/wCo+E/5+S/D/I6v9dMZ/JH8f8z50/4QbxWf+YLP/wB9L/jSf8IJ4s/6As//AH0v+NfReKXBo/1Iwf8Az8l+H+Q/9dcZ/JH8f8z5yPgTxb/0BZ/++l/xo/4QTxb/ANAWf/vpf8a+jcGj8M0/9SMH/PL8P8g/12xv8kfx/wAxaCMjFFFfaHxx8nftzfBOPWNLm+Jnhm0A1Kyjzq8Ea/8AHxCB/rQP7yAc+q8/w8/DPSv2UlRJY2jkVXRgVZW5BHoa/Lb9pvwx4d8I/GTW9F8L30NxpySeYIYskWjty0GT12Hj2GAeQaAPOhc3C2rWwmkELOrtGGIUsoIDEdCQGPPufWohyRQoycV6p4d0jU/hBdeF/HvjDwbDqkOppLcaVZXc5jAaMpiSRdpz98FVOOxPpQB9NfsV/Ac+F7KH4h+LbUrrV1FnTbSRMGziYf6xgekjA9P4QfUkD0j4p/s6/D/4j+LJfE/iGTWRfyxJEwtrpUTagwOCp7V813X7anj55f8ARfDHhuCPPIdZnbHoD5gGfwr234iftWeFPBfiFdIu/DWt3gktLe8huYGi8uWOaJZFZcsDj5sfUGgD58/bD+Evw++E9noNp4YbVn1TUnlkkN1crIqQoAOgUclmHPsa+csV6b+0n8UR8WPiM/iG2tbm00+G2jtrO3nYF40UEtnHGS7MfpivMgaAPpD9kD4D6H8UtN1vXPFb36abaSpa2otZRGXlxuckkHgAp/317VR+JFr+zT4U1W90aw0fx5q+pWU7wTo12ltGsiMVYFnQtwQf4a2/g/8AtT6f8NvhvpnhHT/ALXbWisZbhtSEfnSMxZmIER7nHU8Ac14t8afHUPxG8e3niyPQYNElvFTzoIZTIruoxvJwOSAM8dRnvQBj69f+HbnUkfRfD82n2KuCYpr4zysueQX2qP8Ax2vvz4A/BD4T2TeHfih4Nk1eSV7c3FqZ7wOq+ZGyMrAKOV3Mp9CPavznHBzX2t/wTs8ftcWGr/Dq+nYtbZ1DTgzdIyQJUH0Yq2P9pjQBd/4KTKT4N8JYBONRn6D/AKZivh3Y2fut+VfslLDFMAJokkHYMoOK+Hf2v/iv4+8GfGm90Lwzrx07To7S3kSBLSFgGZMk5ZCeT70AfJ+x/wC635UbH/ut+Ven/wDDQPxe/wChxl/8Arf/AON0D9oL4vj/AJnGX/wCt/8A43QB5j5b/wBxvyo8uT+435V6eP2g/i+Dn/hMZf8AwDt//jden/sxfFn4geMfiguheJfEUmo6fLpt47wPbwqCywsVOVQHgigCl+yh8fvC3wi8Iaro2vaVrF7Ne3/2lGskjZVXy1XB3OvPy17L/wANq/Dkjjw54oB7Zhg/+O18DmkoAtatOl1ql1dRghJpnkUHqAxJwfzqrRRQB9hfA/8Aap8GeAvhVoXhLVPD+vXN1psLRyS26xGNiZGbjLg9GHau1T9tb4fPIqDwv4n+YgZ2Qf8AxyvgipLf/j4j/wB8fzoA/Vb9oNt/wH8bOAQG0K6Iz/1yavylr9Vvj5/yb/4zProFz/6KNflTQAUVu/DyzttQ8feHrC8iWa2udUtoZo26OjSqGH4gmvW/id4x8C+FPiH4g8NWnwa8Jz2+l6hNaRSyzXW91RyoJxJjPFAHg9Feq/8AC0fBvf4KeD/+/wBdf/HKk/4Wn4LK4HwR8HZ9fPuv/jlAHk1Fer/8LT8Gj/miXgz/AL+3X/xykPxT8IZ4+Cfgr/v5df8Ax2gDymivVj8VPCOePgn4J/77uv8A47WrJq3hTxl8I/HV/bfDrw94fv8AR4bGS1ubAzFx5l0iMPncjG3I/E0AeKV23wE/5Lf4H/7D9l/6PSuJrt/gF/yXDwP/ANh+y/8AR6UAfrDRQKKACiiigAooooAKD0ooPSgD8wfiV8Tvijo/xD8SaPF8QfE8cVjq11bIi6nKAqpMygDn0FeUTSyzStLLI8kjkszMcliepJr1r9sLSY9H/aK8VwwrhLieK6HHVpYkdv8Ax5mryQKT90E9+BQAscjRuskbsjqchgcEGtTX/E3iPxAIl13X9U1RYSTELy7eYJnrjcTjoOlZOK3/AAX4O8R+M726s/DOlTajPaWz3c6Rso2RLjc3zEeo4HJz0oAwa7z4k6gut+CPAeqhy81rpkuj3DEc77eZmQe+Ip4hXB4xXuX7L/w4034wLqngvVdYudM/s5hqls0ESuzBsRSjnp0h59qAPDMUAE9K9k+N/gjwH8KviPceEbmy8R62IIIZvtK6nDbbt67iNv2d+nrmsPTNd+DduwN38PfEt2O4fxIg/wDQbdf50Aeb0YPpX0L8VJfhr4J0rwbqvh/4WaTcw+IdIGosmqahdzPES5XblZFUjj0rB0r436Ppe1rP4LfDkSKch5bGSUj/AL7cmgDxjGDzXZfBXxbL4F+KOgeKYz8lldr56/3oX+SQf98M344rurH4HfEX4l+I11/w94btLLS9bjXUVnVvKsrYSsd0ak5J2sGG1dxAxxivo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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">やさしく学べる統計学</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>石村 園子</td></tr><tr><td><strong>ダウンロード</strong></td><td>4046</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード やさしく学べる統計学 バイ <br />無料電子書籍 pdf やさしく学べる統計学 バイ <br />無料電子書籍アプリ やさしく学べる統計学 バイ <br />無料電子書籍 おすすめ やさしく学べる統計学 バイ <br />楽天 無料電子書籍 やさしく学べる統計学 バイ <br />オライリー 無料電子書籍 やさしく学べる統計学 バイ <br />スマホ 無料電子書籍 やさしく学べる統計学 バイ <br />無料電子書籍 アプリ やさしく学べる統計学 バイ <br />キンドル 無料電子書籍 やさしく学べる統計学 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>★やさしく学ぶ統計学~Excel 2007対応 ~ やさしく学ぶ統計学 Excelによる統計解析 石村貞夫・劉 晨・石村友二郎著 B5判変形248頁 ISBN9784489020438 EViewsによるデータ分析入門-計量経済学の基礎からパネルデータ分析まで 髙橋青天,北岡孝義 著 B5判変形 256頁 </p><p>分割の幾何学 デーンによる2つの定理の通販砂田 利一 紙の本 ~ 紙の本 分割の幾何学 デーンによる2つの定理 著者 砂田 利一 (著) 図形の分割に関するデーンの2つの定理に関連する数学のさまざまな分野をやさしく解説。グラフ理論、閉曲線の巻数理論、非ユークリッド幾何、多面体の体積などを </p><p>学習するには ビジネス統計スペシャリスト ~ 2019年4月25日に「エクセル分析スペシャリスト」試験をリニューアルします。詳細はこちら。 試験範囲の内容を網羅している対策教材が用意されています。試験対策の前にExcelの基本的な操作方法を学習したい方は、弊社が運営する </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ この検索機能は書籍検索エンジン「」のサイエンス社・新世社・数理工学社用のものです。 サイエンス社の書籍検索 新世社書籍検索 数理工学社の書籍検索</p><p>ベイズ統計とは?普通の統計と何が違う?徹底解説!|Udemy ~ ベイズ統計とはどんなもの?基本となる考え方を解説! 確率には、客観確率(客観的確率)と主観確率(主観的確率)があります。 ベイズ統計とは、主観確率を扱う統計学です。 ベイズ統計は、データが不十分でも、”ある事態が </p><p>医学書院/書籍・電子メディア/基礎から学ぶ楽しい疫学 ~ 「疫学は楽しい!」ことを実感できる入門書 疫学研究の方法論、バイアスの問題、統計処理の方法などの疫学の基礎知識を、著者一流の切れ味鋭くユーモアに富んだ語り口で、懇切丁寧に解説。第2版では、個人情報保護法の </p><p>東京大学公衆衛生大学院の入試について③ 【統計】 夜間飛行 ~ さて、今回から各論について書いていきます。まずは統計から。個人的には鬼門でした。私は文系出身なのですが、学部生の頃からこの統計が嫌いで嫌いで・・・統計学の試験も、1年目が不可、2年目も不可、3年目にようやく追試で可 </p><p>WWWで統計を学習しよう 香川大学経済学部 ~ 最終更新日 counter 199887からの累積 検索系相談等 fpr 心理学研究の基礎(心理学研究法・統計手法・実験計画など)日本語 procglm 心理学系大学院生+αの人のためのQ&A fprでは発言しづらいような基礎的な統計解析を </p><p>平成27年 看護関係統計資料集|書籍紹介|看護系の書籍 ~ 看護や保健医療福祉分野に関する書籍・雑誌の専門出版社 日本看護協会出版会 平成27年 看護関係統計資料集 日本看護協会出版会 編 A4 216ページ(判型ページ数) 2016年3月発行 9784818019553</p><p>「マンガでわかるシリーズ」のご案内|Ohmsha ~ 好評の既刊書『マンガでわかる統計学』の回帰分析編登場! 好評の既刊書『マンガでわかる統計学』の回帰分析編です。回帰分析の基本から類書で解説されることの少ないロジスティック回帰分析まで、喫茶店を舞台にマンガで </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320018087" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-14437425179963082262019-05-26T20:24:00.000-07:002019-05-26T20:24:08.017-07:00【最新刊】 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) 無
料電子ブック ipad 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ), 電子ブック クラウドサービス 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ), 電子ブック 定額 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ), 電子ブック ヤフオク 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>公務員試験研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>6965</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />無料電子書籍 pdf 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />無料電子書籍アプリ 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />無料電子書籍 おすすめ 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />楽天 無料電子書籍 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />オライリー 無料電子書籍 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />スマホ 無料電子書籍 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />無料電子書籍 アプリ 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br />キンドル 無料電子書籍 宇都宮市の1類 2017年度版 (栃木県の公務員試験対策シリーズ) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>日刊建設工業新聞 ~ セメント協会(関根福一会長)は25日、18年度のセメント需給実績を発表した。国内販売量(輸入分を除く)は、前年度比1・9%増の4249・9万トンで2年連続の増加。生産量は0・2%減の6023・0万トンとなり、3年 </p><p>山形大学 Wikipedia ~ 理学部 2017年度入学生以降 理学科 コース:数学コース、物理学コース、化学コース、生物学コース、地球科学コース、データサイエンスコース 履修プログラム:スタンダードプログラム、フロンティアプログラム、サイエンス </p><p>”元気な伊勢原づくり”共同事業体TOP ~ 元気NEWS春号発刊 元気NEWS Vol31 2019年春号を更新しました。是非ご覧ください。 詳細は こちら をご覧ください。 2019424更新 一部使用料改定のお知らせ 2019年7月1日月利用分より一部使用 </p><p>同志社大学 Wikipedia ~ このページのノートに、このページに関する提案があります。提案の要約:一部不祥事の記述復帰 画像提供依頼: 学研都市キャンパス の画像提供をお願いします。( 2013年2月 )</p><p>diary201703 ~ 2017年 3月31日 眠い。830。文春の中吊り広告を見た女子中学生の会話が面白い。909。御餞別。M本室長。カタログ いない。I澤課長。おはなむけ。負担割合で悩む。M月さん完全退職。T澤i。外へ。I葉さんから2000円。S谷くんから </p><p>在日と反日と反原発 国籍不明の活動家の皆さんはこれだけ証拠 ~ 在日と反日と反原発 国籍不明の活動家の皆さんはこれだけ証拠を出しても否定するの? 13cult12msg 投稿者 会員番号4153番 日時 2013 年 11 月 24 日 083455 8rnauVNerwl2s</p><p>工事成績に対する情報提供、説明請求及び不服申立て工事検査 ~ 1 発注者本庁、地方機関 工事成績評定の通知 2 受注者 工事成績評定の内容の開示を求める場合は、受注者がFAX等で工事検査課・米子工事検査事務所 へ提出 情報(任意)提供依頼書word30KB 3 受注者 工事成績 </p><p>健康長寿の思考コーナー ZTVゼットティヴィ|ケーブルテレビ局 ~ 健康長寿の思考コーナー 健康にまさる宝なし 健康は一生の宝 健康は 最高の贅沢 と 幸せ 健康の源は『健体康心』 知り、そして努めること ♯ 健康長寿の思考コーナー ♯『情けは人の為ならず』出典太平記 </p><p>ロリコン男は何を考えているのか? ロリコン向けラブドール ~ これも本物のロリコンではない気がしますが: 1 ボボタン 20060403Mon 1509 安徽省の中国人から、9歳の少女を養うという約束で5万円で引き取りました。学校行かせてますが1年間の学費が2000元。。。夜は、一緒に寝て性教育をし </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319667298" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-63868829382190935062019-05-26T04:46:00.000-07:002019-05-26T04:46:03.433-07:00【ダウンロード】 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・
大和市の上級 オンライン電子ブック opac 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級, 電子ブック キャプチャ 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級, 電子ジャーナル 電子ブック 違い 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級, 霊界物語 電子ブック 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級" 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U5fCOjQ3kg1HQ7TTleQKsZEdzHKiYd3jSGDD52EAgbRVzlF7F1KtKUN1fTsavxD0HwZdXNt4g8R+CfFfhqb7Atzqdjpd3byvYxRzCziMkUqJhXMe7cm7rkjBzXTWdp4WHx+8c2ek+HYdRn/AHUV3b31lNcQrbsuLlIIraJxHuHlgSSEY3MADk1weofE218Y+Kbe4na28EBLK50mbUnjlv1n0p1HlW80XzNJKCCfMz1OT0FQa5418HXHjH4hatcLqmqaTr88K2umwqII9QSJ1dWmmb95Em5AdqKGIOMio543uR7aknzJrf8ARnr2qeErfSfDCWMfhPwrJG9oL8lvCl3cRwXhciSTywpwvkoqiMlSD8xHOK8X+GFvDL4c1nVP7L8DeLLOR5Li/wBBvJjaanDFHuYyWkmBsXaCcIzYGBjPFdXL8Z9Cl1bw/cappdsz2/h5bVdT0rT0judDu3LrKkCSjY8YTy1A7DdtbJbPlnhQfDSwtrifxXpviPXLuK5/0Cytp47W2ngGNvnycyKx5yE6eppTmm1YmtXpuUXFrqMtPD9nN8NNa8dXlzc2MK38djoNqCG+0yklpgxPJWOLHzAcscdsVe+LmnWGl6F4BksLOCze+8MQ3V20SBTPK0suZHP8TEAcn0FZ3jfxTqXiy9tHu7az0/TtOhMGl6VZpstbKInJCjuzEAs55Y+wAGj4dvvh6ml2t542Txb4h1az+S30uO4jisBCrEpF5rFpFTkkhAOScepxVndI4uanJuEdFbd+tza+J3hy9174p6ZoXh61tEuZfD2nyCN5Y7ePi0RmJZiFz+OTVU/Bnx1kB38PIfRtdtf/AIuuU8a6/qHjDxNe+IdWSCOe8K7YIE2xQRooWONB6KqqPfGTyaxvs0ecbR+VVzRbbsKdSlKbbjf5nUW2r618MvEGpWCw6FdXoVEuGmggv4RwHHluQyj73OD14PIr0bxf4z8V+GfhZoN9qVjpuleKvEdzJc2NxaaRDbPaaeqBcFlQfPIzhgOSFAPBxXm3gjV/DnhuW41HVPDq+ItVh2nSYriTFjC/OZJox80pHy4XIU857EbWm/EzVbyHXLD4hLP4u0rWy08kM0u2S0u8Yjmt2xiLbwNqgLt4xjgtSsrX/wCAbUa0YRa5rX28jy/xgzPpUksjF5ZJg7uerMSST+ddZ+zBLaWPiS81e/vYdPs7V4fOu7hbYQpnfhd837xWPYRcnHJArkPFAZdC2MwciRcnFWfhB4r0vwl4kS81y1jlsEkjuC0elW93c742yqRvNjyQecupyCAR0448wozr4CpTgrtr+vn2PVyefLFSfc97dbaeWXQbfQ7PUS19ZaXrWjXIjRdPst/mSXhFqypukco5IOFMYBHTHJ/BG2a+n8T674eiuNE017yaS2eO1It40iUlY4pPtKO0hVhkYwMglgDXLab8XtPsbqfV7jQpNR1fV0msdY3LHbQx6bJIWMEAhClpGBBMsmSCuBnJNc/8P/E/hjwn441q+gXWToF3Z3NnY5hhmuYVkK7GdHPlsQF5HIPoa+fp5Vi4UK0FFptK3VNr4tL+Ss2r23v19uVem5Rdz6I1dLzWNHvzpL3FtAlvBF9itolL3E8ke0tGPtSo0oIOQwJJ4BfqfKfCN3YWnwZbT5m0y3hmn8u7t9RLCBmW4wHnSO+80EYBOy2J4GAR81VZ/i14Q1LR9R8P6l4bvbXT7qBYUurSC18yRlz++khCKhl5bDBsLnKqGGaytB+I/hqx+GMPhLUtH1a+aO3kt5rWOdIrS53XSz+czYLrKFGwEA4FGFy7F0aTpum7c8XbS9kt731176pjqV4Skmn0Z2PjvUrnwN8Kr3S4NI8Jrdvq01jdrpP2wQQCezGTmR1YyFOudyY28ZzXU2rT6l8JfDum2EMmrLPBpEBtDNKtuwMJR/MMU4KxqzAP+7IzgFXJDL5XqPxY0LX7HxFb+IfBUCjUAlxYJaTyFVvUjeJJZi7ZYbXHCBR+7HHJNGkfEzw2NBksdV0vVbSd4FsU/sxYVMVsDGWkErfMZiEZRwF+bPJFOWV4l0knTampJt6O90uz6O5Krw5t9LWO3+ODx3/wunultLC8SOKG8ZpVuUawZ5vs6i0DqqpFiEL5Rxx82OhNn/gnaM/ETxQ3XGjAf+RkrzPx18UE8b+GLnRtbs9QgNpIjaD5F2WSOMBUMdzu5mO1d3mH595bscD0/wD4J2gjx/4rz/0CFzj/AK7LXuZDhKuEwzp1VZ3b3vpp1/4bXTXd8+KqRqTTifY55JpO9Dd6DXsmA/tTcgHPSl7Ug60DJo32OGHavl349fAvxXL421HxV4HsF1jTtWna6uLOORVntp3OZMBiN6sxLAjkbiMcZP0/TldkOVYiplBSWpjWowrR5ZHwp/wqL4rHH/FBav8A98pn/wBCpR8JPisVIHgHVhnvtT/4qvu0TSf3zR50n941HsYnH/ZlHuz4QHwh+KvGfAOrn0+VOP8Ax6lHwk+K2c/8IDrH/ftf/iq+7vOk/vml86TP3zR7GIPLKPdnwi3wn+Kv/Qg6zxz/AKtf8ab/AMKm+Kp/5kHWf+/Q/wAa+8fOk/vmjzpP75p+yiL+zKPdnwYfhR8UwTnwBrmf+uGf60n/AAqv4oqMf8IBr2B/07GvvTzpP7xo86X+8aXsYh/ZdLuz4J/4Vd8UN2D4A1//AMBDSN8L/icCD/wgGv8A4WbV98efL/eNHnyf3jT9lEX9lUe7PgY/DP4mZ5+H/iL04sH/AMKYfhv8SF4/4V/4k44402X/AAr788+X+8aX7RL/AHjS9jEP7Kpd2fAT/Dv4igc+APEvHIH9mS//ABNNPw/+IZ6+A/Ep/wC4ZL/8TX3/APaJf75o+0S/3zR7GIf2VS/mZ+f7fD/4gjk+A/Ev/gsm/wDiab/wgnj7PzeBPEox/wBQub/4mv0C+0S/3zS/aJf7xpexiH9lUv5mfn23gXx4D/yIviU/9wub/wCJoPgXx6XIHgXxKcj/AKBc3/xNfoJ9pl7MaPtEv9+j2ERf2VS/mZ+fw8BfEBhz4D8TEdx/Zc3/AMTS/wDCAfEMtx4C8S+3/Erm/wDia/QD7RL/AHjSfaJf79HsI9x/2VS7v8D4CX4e/EZuB4B8Sg986ZNz/wCO0v8Awrb4lMePAPiLj/qHyD+lffn2iX+8aTz5f7xo9hEP7Lpd2fBH/Cr/AIntwPAHiD/wDYU8fCn4okjHgDXPr9nx/WvvTz5P75pPOk/vGj2ER/2XS7s+D/8AhUvxWJGPAWsfiij/ANmp4+D3xZY5HgTU/wAWjH82r7s86TH3jSGaT++afsYj/syj3Z8MD4MfFs4x4Gvvxmh/+Lp3/ClPi4R/yJF39DcQf/F19yec/wDeNHmv/eNHsYh/ZlHzPg7xB8CfjHeacILfwRcO+8HH2q3HHP8A00rAH7OPxwYf8iNL+N9bf/HK/RDzXHRiKDLJ/fNaRioqyOujQjSjyx2PzyH7NvxwI/5EkjP/AE/23/xylH7NXxwOAfBg/HULb/45X6F+bJn75o82T+8ao1sfnuP2Zvje3XwjGPrqNt/8cpy/sxfG4/8AMqwD66lbf/F1+gplf++aQyydNxpBY/P7/hl/42kc+GbUf9xK3/8Ai6UfsvfGzP8AyLdn/wCDO3/+Lr7/APMf+8aTzH/vGgLHwLD+y38apJkRtC0+IMcGR9Sg2r7nDE/kDX1L+zZ8HovhB4cvxe6hDqXiHVihvZoAfJgRM7YoywBblmJYgZ444yfVTI/940w+5phYOtNNL2pD0pDH9qQUo6U0HmgZYgjM0ixg8muQ8BeOD4u8b+NvCqaMbI+EbqK2a5+0eZ9r8wOd23aNmPL6ZbrWv4s0vxBregSaZ4U8Rnwzq7yI0ep/ZVufLUHLL5bEA5HGe1fLv7PZ8bX/AMY/iOdE+JJu9W0y/F3eWS6dAv8AwlMdvLIhAYtttgx2puXOPPB5xTRJ7Zq/xz+H9h8Q9B8K23iDQL7TNVgmlutcj1eIQae0akqjjkZcjAyy9RwadF8cfh+/xPm8Gt4i8PppEelfb18QnWIvs7zeYE+ygfd3bSWzvzgfd715D408LeLbfxnpnxDuv2X/AA7pXh3w9YXcuq6VHqenPDeIY2PmuFQAmP7wGxjkcYNQ+FNC8R+IvG8HxQ0T9mLw7f8AhTU9DFrZ6MdR05IDJ5of7VtZMB8KV5jBwevaiwHvnxW+IUXw88Paf4kPhrVfEmi3T5u7vSwHWzt9u4TsehByMcqp5+YcAxa78Xfh9ovw70/4iTapcXnhvUrkWttNa27PIZiHOxkOCpHluDnuB61l+LvjEPhunh1fGXgDWdK0fUrNBe3VkUubXSJS2wWrFAAwUAk4x8uNqtyBx/7YMemQfAjwVL4PtbCPTX8S2NxpENtEIrdleGd0woxtVt2e3WgDc/4aR8DS/LpvhPx9qUh+6ltomSfzcV0fw6+JGseNvEj6a/wt8WeG9KW3aVdV1i3MAaQEYjEZHcE/MGPIxjnNYWp+Mf2ntPsLq+uvh34IEFrC00pXUWJ2qCTgeZ6Ck+CnxL+MvxCj0XxFf+DvDlh4M1BpfMvoLom4QIXTKozk/wCsTH3enNAHpEnijwfFM8MvjDw/HLGxSSNtShDIw4KkFsgg9q5D4tfGHwv8P/DllrNlc6V4nlutQismtLXVY1aJXDEykgPwu3GMD7w5FcB8YNF/Zh8CeK1tPGngy8m1fVkbUC1q1zJ5gd2BY4lABLBjgCvFfjZqX7PFz4YsI/hz4W1LTdUXU4WupJorhQ1qA3mIN8hGSdvTnihAfbb+JfBythfGXh5/f+0YR/7NVix1LSdRL/2Vq9hqJQAyC1uUl2Z6btpOM+9fKkmt/saAZbwPrKqByfJvAB/5Fr3f4H+GfhjpnhpfGHwt0Z9O0/X4sNJJLMzyLG7LgrKzbcMG6daAO+964v4yfEKH4ZeH9I1mfR21ddT1aHSxCtx5JjMiu3mZ2tnAQ8YGc9RXbOjLEshHyv0NeG/ttf8AJOvBp/6nCz/9FT0LcZ7L4t1Kz8K+HdU8QaoZZLDSrZ7q58lAZCiDJCgkAnj1FM8JatZeKvDWl+I9KEqWGqW63NsJlCyBGGQGAJAP4msf9oY/8WS8e/8AYDuv/RZqv+zqSPgV4EH/AFB4P5UAN+Gnj628eeIfGGi2uky6fJ4V1Q6ZJJJMHF0QzrvAAG3mM8c9RV2bxdDF8YoPhidPkN3Nop1gX3mDYFEpj8vZjOeCc59OK8Z+EryRW/7TUsMrxSJqGoMkiMVZSEusEEcgj1rmNKurx4tKvTeT/bD8Dr1xc+YfND73Ibd1yPWjpcR9Kat438A6Lqs+k69468OaVqNuR51td6jFFLHkBhlWYEZUgj2Irjvhv8dvh14x8NPreo6/ovhWVbqSBbDUdWgEzouMSYJBAbPp2PJry6803UfH/grw14N8NfCfTLjXNQ8M6a2r+Otb06Bkije0iBeOYhnklA+TJIdSpwvAZdPX/gZbfC+/svE/gfwXovxE0iOwS213QtTto57mV4x/x92xdW2u3O5FH0VsjYWA+gbPVdFu9Pg1K31vTpLC6XdbXIuU8qde5Rs4YfSpE1DQ2OG8QaUg9ftUZ/rXmPjnw38IPFfwq0nxv468I3eleHNGsjJa6eVktJbCKV1UqYbd8DJCHHOAe3IrxyG9/YlBJGh6o4HTP9okH/x+iwHvfwi+Kvh74i+EpvEUrWfh0xXstoLW71CNmcJtIkydvB3dMdjya61dd8NPKkMXibRZJpGCxxrfRFnY9ABuySfSviD4JXn7OEHg+4X4m6Jf3uuG/lMTwrdEC3wvlr+7cLn73v617X8HdA/Zi8a+KivgPwpeJrOjKmoq1zJdxiPY67W+aQhiGKnBHNFgufQRBHUEH0p8EbTSbFHJpcS3Dux+ZlGWNc5498PeJfFOjW2m+EfGc3g6/juRNLfxWa3LSxhWBi2llwCSrZz/AA0AU/BXjRvFHxM8aeBl0kWh8KNbL9s+0b/tXnKW+5tGzGPVs+1clrvx50jTvF+teFNO+H/jfxFe6HP9nvpdK09Z41Y5wchsgHDYyBnBrxH4D6N4t8bfGH4hWOg/G280vVIJk87UY9OSSTWYoneLztnmAIq/LjBPEors/A/jTxP4T+PnxiTwx8ONS8YC61W3+0NZ3KxC3KrLjduU53FmP/ATTEddN+0Pp1nd6dBrHwu+IGixajeR2UF1qOmi3h81zgDczc8ZOBzgGu6+N3i24+GPw11LxpHp0WqPZSQoLd5TGr+ZKsedwBIxuz0rwv8AaE8d+NfFFr4GsPEvwr1LwlYx+LrGZLy7vkmWRwHAj2qoIJDMc/7NT/t4aLrOleF73xBc/ELVZNK1i/t7W28M+WBbKUTczZ3ZIBi39PvMKQz1v4q/FrwZ8NIY4PEd3OmsXente2NoltI6zEA7ULqpC5YYyenWvPtK/ap8CXHw7bWb6G4t/FItJpF0uK2me3M67vLTztuNrYXJ7ZPpWL4817xF4D+FfhR7D4s3Ou6P43vo47jV9asxMlnZPDh18sljjDEsuQcrjg5rGsfFOm6f4RPgyy/aV8Kw+HDbSWhsE8HMyGGTdvTnJwdzZ+bPNOwrnsfwU+NHhf4oCx0u0We28TS2Zury1FvILeLaQGCyMMEZIqnr/wAb/wCzvHWt+DtF+Gfi3xReaHKkV5PpcIlRSy7lJwCVB5Az12msv9kDxZqOu3Pi/wAKt4jtPEPh3w0bGDRbq109bOPy2WbdhMbsfIo+Yk8dea5Q6zqfh/xH+0zreiXUlnqNolk8E8eN0bbZBkZ4zyaQzq/EH7Qt34d0yTVvEHwV8d6Vp8ZVXubuARRqWOANzADkmrqfGjxVLEskP7P/AMQWRlDKTBjIP/AK8YvrvwP478F6XbfED9pzVLhpI4bu506TS2ZILjZyvC4baWYeh60nxQ+IY0XwtLqHgz9pnxF4k1sTRrFYGzaFXUthjkqAMDmnYD6PsviZoNt4Wste8fwS/D6S+mlit9P1klZn8vGWA2g4+Ydu4qNPjP8ABstiT4i6MB7O3/xNbfxQg8KjwZeeJfGXhjTfENpodhJe/Z7y0jnYYQFxH5gIVm2gdugrxHSvHXw71Gyt9Q0z9knVbyzuEDwTw+FLd45VPRlYR4YH1BpAdL8Nf2hvBeuQa8/jPxHoWiPZ6vNbaUsSyr9ps1x5czbt2S2TyMDjoK6dfjZ8HHlWNPiDpbO5CqAsnJPT+Gvnj4HeIfDljaeKvtv7POo+Lmm8Q3MsUkOhR3A0+MhdtoSyHYyc/KMAbuletfDTX/hr4x8fy+DJ/gJY+FNXtrE6kP7T0S2jcIrooIXYGBJYEH2pge2SI8bFZF2sOxqPtSyM7Od7szdyTmmn60hknam0pPFNpAzkPjl4r1fwX8Lr/VPDthcX2uXssemacsK5MU852JIfoTwO7FR3rwX4BfCS/wBO+Jviaz8L61DYeJvBmq6WGvZVZ4rmCSJlvYmXurfMyjrkAZXO4fWNmVE6F1R8EEbhkAjkH6g4NeMfCK+fw/8AGX4869eWt4bS0ntbo+VAXeZEimZhGv8AGcDoPUU4uwmeC+EPCi658NfGHiF/g/d+JWgutRP/AAkf/CUfZRa7FLAm28wb/LzuxtO7pzWfrfhAW/7NEXiqL4OXNlJ9lt3/AOEtHincvzTopkFn5nG/Ozbt43Z7V6n8O/hnY+OvEsl7p/gXxH4T+G9wJpLl9U1u4gu9QkkHDR26MVC5wDuyrL0bIxTvif8ACPTvBmoRyw+CNf8AFXwz8hUubXTNcunvrSQNkyGAtseP0AHGMll7sD6D8Qato+kfCW51rxNHb3ui2uirPe29zGrJdKIhiMq3DFzhQD1JFfOnxq8Z+Ofil8OfBttpPwd8Tx/6baa8JrSJrm2MSrKojRlQYJDKwB6A9K7T4v2PiL4tSfD3wHoOk6npngDVbaLVdW1G4Ty3SCPG22cc7HC7SAc7mdCOEY1Y+J134++Jeu3nwd8FaDdeD/B9httdb166i2LNbgACG2UHDIyDoDlgQG2LncdQHeIfjb4z1PRdS06P9n74hxyXlpLbh2s3wpdCuT8nTmsX9nLxl408J+DPCnwy1j4OeNIfLuGgn1d7R0toFluHfzWJTAVQ/OSPumve9CsbDQ/DVl4XsVmbSbK0WyjEshaRolXby3XJHfj2xXivw4svGnwW+IkXw5TTNR8T/DnxBcvJo1/D88mkOx3OkxPCqOWbJAIy6/MXShBYn8bAR/t1/D0hg+PDlzgj/cu6l/bgneX4WaAGxx4qsz/47LW74n8Ea9eftQeE/iFapbP4e0nR57O7lMwEgldZwAE6kZlTn6+lYH7aUc1x8LdC+zW81wR4os2KxoWIG2XnA/AfjSXT+uoHrPxdmc/C/wAZptyv9hXo/wDID1wv7J52/s2+CzgHEE/B/wCvmWp/jhpXxn12bUdD8BXfg+Pw5qenNaXJ1PzRco8gZJCpUEY2lSCQec8VtfCPwrL4D+FmgeDLm7jvLnTLdlnniB8tpHdpGC55KguQCQCQAcDpQBNoPhKLR/HPiDxcmt6teSa4kSvp9xNutrTYMZiXtn9Mn1rzH9snbd6L8ONAUg3GoeMLUxoOpChkOPxlX869wQAsATgeteL+IdB8R+O/2stHuNU0aez8HeBLQXdpczL+7vrmQAq0bDjPmBeOcCA5wWAoW42eg/tCkH4JePcf9AS6/wDRZqD9nfj4F+A/+wNB/wCg1ofFPS73xN8NPFHh7TVRr/VNNmtrYSNtUu6kDJ7DPel+EOjXvhn4a+F/DWqiNdQ0zT4ra5Eb7kDqMHDdxQDPEfhOf9B/acP/AE/6j/6BdVy2jGRNP0opww+BV434b3rsPgvp+o3/APw0fptrZSPeX+q30FnE/wAgmkcXKooZsDklec45FZfhb9m/x9deG9OudY+LdzomotoB0SfTxo8c/wBls3yXtfMWYBlyT8w596OgjlLPwN4IhtPAvhfQfg1c+M/EOt+EbTX7uQeLJtPUb1xJ8rHZ97ngjr0rP8SeDfAN38JPiVqEHwyufBXirwdLawsv/CRTX4DyyKDzkIfl3Dv1zXvd98F9aOq+FdV8L/Eufw3qnh3w3B4c+0x6RHOLqKLrJtd8JuPO35sY614j8UdR0vwT4c+KPw6vNc8R+LvHPia6szPc/wBiLbwtIjI4xskbIKt2HXAx3p3Cx698UtB0rw1+xBqWkaNA0NmNHtrjY0jSEySzRSO2WJPLMxx0GeOK9S+Cbqvwk8DIsaAf8I9YDOOf+PdK5n4qeF9b8R/s4XXgrSrZX1250e0gS3kkEY8xDEXUseAQFbr3Fdd8MbC50bwL4W0TUAiX2m6TaWl0qtuVZY4VRwD3G4Hmh9QPKP2F5Gj+Ct9tUEnxFedvaOm+Cef24PiSxGCfDtp/6Ba1i/suQeNYf2b9UTwYunWXiP8A4SK4a3GsxuICuYt+4Abvu5wcdRiur+D/AMPvHmi/FLxN8SfiPquhXOra1ZRWUdto/mGJVTZ8x3qMcRIAPmzknIpAdl4/8Gaf42XRk1HVdW04aPqCahD/AGfceUZnTosnByvuMEc4PNYf7RHi/WvDfgSKw8MWcs/ifxTdro2lGFcLBJKDmQt0UhQ2PfB6K1d8Tk06BYzcRPJFG7RNviZ1BMbYK7lz0O1mGR2JHekB8hfD34R6ppfxg8ZWnw21KKz8UeCpdI+wzXRIt7tJICt2swH8L8vxz1AxnI6jwV4h+Iuh/Hz4xL8PfAUHixZtVt/trS6nFafZmCy7cByN24l+nTb713nwXtLy2/aT+MV7cW08Ntcyaf5E8kZVJcRNnax4bGe1cP4Tufi9oPxx+LVz4B8DWesWl/qkLTT6nObZMKJdhiLFRIDubOM4wvrTuBnfH/xH8V9bi8CWvj34c2XhbSl8XWLxXcWrRXTPL84CbUYkDaXOcfw1S/bJXVfGlz4z1a8tJrTQfAEdrp+nrICPtV/dSwNLICOCFhKjac9UPG4gafxtuPjn4mi8GWvjDwBpdlpdt4os7jzNIna6lVl3jLqrNtTaWyxGMgc816f+2Pp9/rXwE1zTdFsLnUrx7i2KW9pC0sj4nQkhVBJwB+QoA8p+LXh7wH8P59I8PyfFZvClxbawPFGi2Nzos1/Dp8cgx5UYjUjb5qSNhjjAHy5JZudtvjnrsvje90mf49aRbaHBaLNBrX/CEhhcTHbmIQhN64y3zHj5fevefiZ41+INlrdv4L+HXw3l1XVZbKNx4gvtq2FoGwCd3QsuG+UspyMhWHB5v/hnawPgdVbxGy/EwX51n/hKlTB+3E58vP3vJ4x9fnxztpgVP2VNa8IT/EHxa9h8Sx438S+JFgvLkpoMunLElvvUt8w2HPmrwMdO+ayPCXhu/wDiDq/7R+laM0Md1qepRabbyTsViDwtKrbiASB8vYHrXo/w58c/Fee71Lwr44+Hcdv4h0/Tpbi01uCYLp2pSr8salsEIzkqSAScZOxQMV5z4Z+GvxcsPglD4Q01rXTtb8Z6vc3XjDULmZfO06CTC4UA4feqEnByDJtA5LKAUbrxh8V/AnwZh8T2Vp8FvEfhrRIbewF1p63FzLJgpCMkMqlslS3TrnFTfEjQfi98R/DOleC9eufg5ob+IBHeWNvayXMN9MEXzMIrbs4Gc8dsZpvx0t9U0n4XXXwA8A/CvxRqFjCtp5GuQQGSC5YPHNJIxVcbi4YHJGDnoABXqvxW+GFv48+HeiaYL0aV4u0C3hk0fVYic21yiLlCy87CyjkdCFYZxggjT+PBA+BXjZMMCmhXCnd6iMip/wBniaRPgf4EUHj+xbf/ANAFZ1xpPjbxZ8B7/wAL+MTplr4x1TTJbKeWFibcOwKo7lQcEjBbaCM5x6V0Hww0ebwp4D8O+GL6eGa50mwitZpoifLdkUAlcgHH1ApDPNP2PZZf7C+IJQ53eN74/X5Y6bZs7ft1arvzuXwWv/o2L/GqvwP8J+M7X4a+P9Ihubzwbr2peLLm702/uLTcyxEwnzFR+GVgrrn3yOlb3ww+Fuu+GPiFqXxA8ZeOpPFuvXunjTo2FmtukcW5WJOCcn5FAAAxkk5zwAemOfmNNJpScmmmkMeDkU09ad2pvegB45xUxlcrECTiP7vtUINPFAEksskjZck0RSPEcoSKj7UtAEjSOwcE8Odze5oaVzGse47V6Co6U9KAHRqXYIvU1geF/Gun+IPGPirwZp9teRX3hloEv5JVXypTMpZfLwSTgKc5Aq54pTxRJ4euE8DyaXF4kJT7I+qhzagbxv37AW+5uxgdcV80fBbW/iw/x5+JU9hfeDLjU4Lq3fxLbxpOzXMdsXjcWK4yWA3L8+BuZPWmtRM+htc8deH9F8d+HPBNzK0t74iW4a2uIpEMEHkpvYSktkEgYGAeakTx7oNv8UV+HizMNVfSTqn2wOn2byvM8vy927dvyM4xjHevlPxZ4a8DHx1oPiGx/Z5+JGn+DrCO7m8R21zptwj3AaM+U65mOFRvmPzKMetQadoXw71v4h23inRfgB8QtQ+HU2jGGO1trGd3lvfNJ89WWY5TZ8vD4yOlCQXPtWNfkkfzUjhjUu8rNhFUDJYnpjHevNk+Ofw4bQdW8RG61L+xNL1RdJa/SxeSK6nKFwYWTO5cA88Y+U4wykx+K/h/ffFvwl4U02z1zW/BfgxLVV1Hw61uIrySNcLFFISSUwFwVYsPunBI4zn+JfhfRPDHjjwX8KdHkgt/Anh6e5h1O3jWSxhuVVj5ZJJLybgW3HO8rIT0JJYLjz+0t8GFXdLrupxA8DfpNwMn0+7V7Rv2hfhRrerafoGna3qEl7f3KW1pG2mTqGlkYKoJK4GSRzXjhOpfEey8GeM/Ff7R3gK11PTAmo2en3FtbL9jncIxEqCRdzqVX7y8EHA5Oe38D/EXxs3x98L+CLv4q+GvHWjavaXU11JpFrAggaOGRlUtGWIOVU9Rx2p2C56L41+K/wAOfB1hqlxqfizSZ77Sgwn0q1vYmvGkU4Maxlhls9u3Oan8L/E34deKLbTH0zxnof2/VI4ng02TUIRdK8gBELIGP7wE7SozyMV5V8TPBh+K/wASJ/CVn4BsvCXhrTdRE3iLxVd2MMV3qrDkRW8mMsHHzF8ngqW242PS0HTLjxz8YPBOpQfBu1+Gui+G7qW/v7yWOCBrpwo8mNdqIWw6+/DE8Y5SQXPSdf8A2gvg7pGr3Gi6t4z8jUNNme1uYf7Nu28qVGKuuREQcEEZBI4roPh58QvBXxIF6/gfXBq/2Axi8/0aaExeZu2f61FznY/TPSvJ/Al78Uvhr4m8dQ6b8J4fE1jrvie81S1vR4ltLbdFI/yfI248gA84PzdK1/hJ4R8Ua34i+LOo+P8AwpP4WsvG8VnDFbQ6jDcPsWKaOXZLHwCAynJUfe74NFgue3/YLj+4fyrnL7x9p+lfFLSfhdJBenWNTsH1C3uEVfs6Rr5mVY7t27923RSORzXzhrnw+/ZR8O6zdaJrXxB8QW2o2UphuYGu5WMUg6qSkOMj2Nedavo37PafGrRbOx8XanL4IfTZH1C/aWbzY7rMm1A3l7sHCcBSOetOwNn3z9huFfpyD1FVp0aOUo/3upr5Jh8LfsdTzJbp4/1t5JWCKDNc8knAH+pxX014G8I6V4A8J2vhHQluF02zeRohcyiSTLuXbLYHdjSsFzekkkuJQxJZ8YFcJr3xi+FWg61daJrvjaystTs5DFcwPHKxjcdQSEI/I13JRkdQ2VyMivFfGWpeNdU+Ouq+BvAfhX4aTS2Wkw6ncXviHT5WmmLkAjfEeTkjGV7HmhD6F3QP2k/g7qxvvtfiFtHFpdNbxm7gc/akXpMmxWwjdg2D6io5f2l/g8nilNE/t6R7FrXz21hbeTyFfOPJ27fM3Y5ztxz1rzrwj4lfS/gDB4s8G/CqPVPGnivUbu7kSx0GW/sYHS52OCC5aEFOVUErkHgDplr8W/DjfGfXfFS/CrUzcwabHoOhWH9j7ZF1JwWME6h9oYyBwMKXKg4HGKdhXPo3wH8TvAPxF1KXRfBniWPVbyzhNxLF9mmi2R7gu4GRFB5IHGTzVDwL8Y/CHjPxPd+DoJNQ0LxHYyvEmmaxAbWa4Ved0at1yvzbDhwMnbgZrO+E3jPV9S+HN/qniT4e6/pPiPRbMzahGPD5sv7SbDsI7RNxaVsIqnOBuIOADgXvhV44+Gfxe1u18TaTp8I8W6JE8bQ39uqX9ijfK+Ou5OSNwJxuIO0sRSAxtV/aS+Fmkazf6PcXmtPeWM8lpdLFpruFkRirDPcZBqiP2n/hRb/vseJFVOr/ANlMAB68msn9mLxl4T8OxfEq18QeKdE0i7l8aX0iRX19FDI6fKNwDkEjIIz6g11fx1+IvgK7+CfjLTbXx34Zury50ieO3t4dTheSVipAVVDZJPoKLAd5pXiTRr7wxpniAapb2Ol6tbpdWb3sqwl0dQyjDH72CMilTXvCzNhvFmhKPU6hF/8AFV5npvhLwH4m/Zm8Faj8RtLe/wBI0Hw3DfnZNLG0SrbqXYeUylvlXpzXkaat+xWfu+FNZde2Pt3P/kWiwXPevh38XfDfjN/EUF1faVoa6HqsunwtcapGReqnHnrnbhT6DcPeunPizweW58a+HNz8Y/tWDJPp96vin4WX/wCzlBceJz478M6rfI+sTNoiw/aT5Njn92jbJB8w/wBrJ969Z+GuifsqfELxQPD3hnwJqC6mkLXQW8lu4kKIRn/lsc9RwRzRYLn0osssa7BuUehFRZ5p8ryO+ZGy3rTDSGBJJyetI3vQDQaYCyMzkFjkgYFMPpS/WmnNAATTTTjTSKQEg6e1NHWl7Ui9TQA8U4U0U8cmgApR0ooFAxaKSigDmfi341T4c/DXV/F32aS6uoEENjCiF99xIdke7HRdxBPsMDJIB+Y/gT8N/HmjfFbxNfaBqMcnjfw5daVLfRXc/wC5vIr2J2vYpGHXazK27k/u8gFsV9gyWtpfbLe/tYbuASxyiKZAy743Do2D3V1Vh6ECvH/hVqdtov7Qvx31jUJxDZWKadc3UxRm8uNLeRmbaoJOACeAelNOzJaPGtP1jVde8MeOrrWb3456xLDqGpQRT6Nfu+kRRKp2xy7n+6MksMY2EViWmpalov7OVvqujz/HLTb+C2Vob62vXi0GMmfBK7XBVCCQMAfMa734deGbDxt4n1DSfhxq3xTtfh5qM11NrGsPqMNnZSSyAgrBE0GZQcBCCQwB5AxyvxR+H9p8P7O38Ma7qvxXv/hRJbKkt9p2rQTRWknmbtstv5Hyxg7Tknr0yeKfQR7J8R/C/jnx74S8MaP4e8YxeHtHvbSNvEdxGjG9uUMaELE/+0dwbJXIPJYZU838Qrv4afD34V+Kvgn4WBtNV/4Ra+1BoI4mld8QMWe4lUYErKufmx8oUDAKKdL4ifFd/DfhTwnpnwz0K+8U634mswvhtjaukPkoqjzpNwU5AKsQQoA+Zioxnir7TPCXwW8FanZfEMax4y+InxDt5ob0afCzzXW/5Wt4ZMYRAXGcfMSQQpARQPUZR+FvhfxhcfDXw1cWv7Onwy1iGTTLd49QvXtvPu1MYIlkzGTuYYJyScmm+G9L1XS/2uvAMWsfDvw14GkfTL9o7bQ2jMdyPImy7+WqjI6c+lXPhB+zzBf+GJL74gR694cuprhn0zSrTXZD9ltCB5aTcHDg5zg9CMqpyKwvhDpOm/DH4xaVZfFDw5r9j4ued7TQdagu5r3TL3zg0aou7LKcSADk43ZYJ3BHTft0LDLc/DBLv+zDb/23KJBqbslmV/c585l+YR4+8RzjNcO1p4GJIMH7N34anf8A/wATXYftSeKvCGv+J9A0PS/Eusx+NfCeotcQ6fpnhx9QkechGUbZDHGQCinguCD0NbfgHwp8dvEvhiHWvEHxIj8KX0zsBpl54OsJZFjB+RyQwIJGMqyqQcjHQlIbPH/GNr4MXwdrRtYf2fxcDT5/LOnajetdBvLbHkhhgyZ+6Dxuxmvpn9mPP/DPvgYHP/IP7/8AXRq8b+NNj8Z/DCSaNqfirVfEXhDU9Pkh1LVdH8FWTtbhwyPGY1kDKNnJcsmNwxk16l+zJ4s8C6p4B03wh4M8Qz64/hyzRbyeXT5bUgOzEEhgVBJ3cB26GmByPwB0fRNU+OnxwbV9F07Umi1yLyjd2qSmPL3Gdu4HGcDp6Cn+LvD/AIdj/bR8D2Efh/SUsZfDNxLJarZxiJ3H2jDFMYJ4HOO1dF8EfCviHw98V/izrWt6Y9np+varFPpczOjC5jDzksACSOHTqB1rO8XGP/huLwHG5xnwrc9Prc/4GjqBk/ttaHoNj8KNEudN0HTLCf8A4Sa0QyW1okbFTHNxlQDjgV9DXjql4WaNZAP4T3r5y+Mfhn48/FG9t/B+peFvDeleF7PXVu4dXivBvaGMuqOyeYzco+du0HOBxX0PeSpLMXTO3tml0Gjlvhx4Z1bwpZala614y1LxbLfahJdw3F+CGtY2wBAuWb5RjPG1eeFXv4j8SrfwrcftXa6vi/x/qvgiz/4Rm2MVzp+q/YWuG3D92zYO4YydvsPSvpOEAyrkgc9a+c9R1fwfpXx1+JHj/wCKmhY8PWbWOg6Wb/STciSXyWctGpU8HyWYPwMSLzzQJo8i0vxZfaD8A/D1v4V8Q+PofE0Vjd3P9naIWjsILVLybdeXDeWd3UqSrYGwbivfprb4feFpXsPDI+KfiOebUdFk8aN4hj1RF0uO/RmQzNG0fmblKnLl1cdwDkDsv2e9d+Kuk/A3wn4a8B/DqLUZdRiubo6xq0/lWNtG13KAroMO+V+bAIyGBAbnHA+G9Ktvij8R9D0LwFq+mrcaH4VmF7cR6CbbSprg3LubeW2YD90wkCFsZJw+MjFMR6b+x14iu9dN3JrXiPx9qPiJbESvFrVxJNpksBlwlzalkG0naVwxyfmxnB2+nSeK/Dei/H2y8F6b4aik8SeINPa+1nU7ONEaCOIHyTOcfMCA4yTkfuxg7hih4O+IXiv/AIR3XLXxT8K9S0jWfCunmZLexCmx1LYh2R2j++04RQ+0cZJ4rxu1tvHvhj4Ya58Q7zQdQ1P4m/FCcWFssFu3/EqtpBhAe8ZK42gnjbFn7jUhm9+yt4E8C+NvDHijxj4q8KaZrEmp+KLySznu4A58j5CAM9txeq/7Pvw8+H1l44+IPwx8WeD9G1HWdI1NtQ0yS8t1kkm06ULsCkjJCDYT7y/WvavhZ4Rh+H/wz0HwbDKssmn23+kyocq9w7F5SD6b2bHtiuQ+PHgDXtdvNJ+I/wAO7kWfj7w2pEKEgLqVtyTA2eCeWxyAQ7KeoKgHQ/F22tbH4CeM9PsbeO1srbw5dw29vEu1IY1gYKqgdABgYpP2Xbh4v2fvA6KBg6fz/wB9tVFNR134pfs96y0/hm48O+INZ0y6sV028Pl/vijRhhuwVRm6bgCPcYJ3PgnoeoeFfhb4Y8M6ykcWpabZiG5RJA6q24nAYcHgjpQBwP7I08iTfFN06v42vD+tMunaT9u2Jn4K+Cz/AOjW/wAazvgBZ+K4fC/xZXwyttY+IJfGF1JpsmpxN9nb5lyWGMlSu4ZGeSK2fht4A+I8Pxjufid8TdY8PXF5/ZP9mWtto6vtwWDZbeq4A+b1JLdgKAPW3Pzn6000pOWJ9aT8KRVhDRRQaBCGkobmkPTANMBDSGl6UjUgHD7tIOtLnim9GzQBLTgaZThQAtLSUooGLVPUtX0PSXiTWtc0vSnmBMK3t3HAZAOpUORkDIzj1FW64/4s+FtC17w8+saj4AtvHWr6ZHt07TZZvJaQO6h1Dn5V4+bkH7vHWgQ+f4o/DmDxjb+En8WaYdQuLQ3iXC3MZtQgLDa027aH+U/L1xj1FN8X/FH4Y+ENLGr6j4l0e4SWdIJBps0VxNIxzguqHJUAHJPT8a+bfEehabovj3SNd139nC30aG8hOn2mi3HimzitLufJbzPmQMXwwHXH3e55PjBoOnWvhIy63+zjb+BraOdZjfweKrOOWQKDmJQ6HduB+6oJ4GKdhXPrEeL/AAdPJDZW3jLw1LIxWKC3h1OAsx6KiKGyT2AArWilkhJAyM9QRXgH7OumfD74iQ3HipPgVaeD4tNlhm0u/ed5VupAzHdGSiD5Ci8jcMn2r35A88oDMSzHk0MaFjkMSMkSqikYAUYAHoPamxMEkEgRTIudrkZK564PbNcB4A+IU3iz4qeOvCjRadb6L4Umitor3zSss07ZDowJ2nDJIOMYwM9a70yWYx/xMLTnp++X/GgLisS7ZY5JrJvvFul2PjnTfAF2Lhta1O0kvbQeVmIRx5zls8NwccVc1mVofDmq3VrKPNhsppYZUIIDBCVYdjyK+YPDPiLX9V1f4eeK7/U5bjXm+H+tz/bnA8zzEM+xumMjA7dqEDPrGzjEUsiRfZoJ5SPNPCs5AwC3c8cc1zHgLxr4e+IGnajqvh+5l+zaffyadO1ygjLSxhSSvJyuGXBr5h8T/wDCE+M/CfhyO68D6r48+MviHRIJPME9zBFGCu2O4lZXSPaoxyPlyp3svJp2ufs86T8J/wCyvEfinwxefELw01iE8QxWNxKk+m3I5aeERsheEDjD9MEkrkYLCufYNqZd5+zuHA5ypyKebGSSZ5I7aKOaXBlkCgGTHTce+OeteRxeD/h74y+C+hN4Q8U+IfCngTTFuLy1utNvpLVlTe5n85pwW2q4kOTwOcHGK4JPB3wSEnP7T3irIPUeLoR+uyiwHu3gzxbpHjS816x0M3Rl8OajJpl+J4tg89CQ2zk7lyDzx9K6MWcpGTApfs5X5gPQHriviT4QeHvhfe6t43TxB8ate8PQwa9NFp81tr8dsdStwzbbmQsh81mHO8YBzXp/h74XfCTxPqA0zw78fvHGsX5QyC2tfE0UjlV6naIs4FFgufQu9tuNxxTafPK0khZkVD3CjAqnq90+naJqGppaT30llayXCWcA3TXJRSwijHdmxtA9SKQyyfSue1X4g6PovxL8P/Dm6hv31vW7WS4spI41NvGiB2O9iwYE+U2MKe2cV5x/wvrxOcY/Z4+JB/7cZf8A41Xk/jn4u6xcftL+CPF938LPE+nXul2EtvBodzE6Xd75qzorRqY8kZc9Ac7SKYmz7DnllaR97ck84NZXjTxloHhXSodQ8Ya1BpFhLMIopp9xV5MEhRgE5wGP4V5M3x58auxYfs3/ABA59YJh/wC0K2NT8erqvw/0/W/F/wAC/E+ptPfvGnh59JF/NbFFO25aORF2ggsobb3PPNFguM1j9pX4P2WxLDX9Q8QXgfEdppemzPK5/wBkyKiH/vqu5vPH3gzSvIl1vxhouiXd5bpcCz1K+jtrlI5F3LvikIZTjsR1Br5o8AfE220P9prxfr2jfCjxaPtWkw266BY6SFvLMIIdzyQr9xSQOf8AbX1rrtA07w/8Rf2tNWvvFvhHfDceDILtdK1m1BltJDJCuHjb7rgE/g1MD1+y+Ifw4vbuKysfiB4XurueQRwQRapC7yuxwqqA2SxJAAHWuqjgkADEhD6Hgivnj9oPwX4M8LeJfhNeeF/Cuk6NcTeM7NJZbO1SJnUSKQCQORmt79oH4efBBPEM3j34parq2mTarIluskNxKY3eOMKqqkaMR8iZ9M/WkB6n461618JeEtV8X6mslzaaXB580VuVMrqCBhckDPPc1J4Z1K18SeFtJ8S2hMNrq1nFeQxTMBIiSIHCtgkZAODg18bfEXTP2VYfAWsS+DfEuqXfiNbcnTopjdlXlyMA7owv5mrPg7Tv2Rm8G6LJ4o8QapHrzWEJ1ONPtmEudg80DbGVwH3fdJFOwXPtC4beELTI5QbQAwJAqLDNxya8i/Z+8BfBT7e3jv4RzX949u0lg9xNLMFRmVS6lJQpPyspzjHNWtU8beNvGNz4hHw2k0nRfDHh4zRX3ifUYDcNczxKWkW1hyFKrjBd8g546codz1NlZeqkCm14V4S8S/HGx+Emm/Fa81bSfGunT2pvtR0OXTUsrmC2BO5oJYsB2Cjd8y9M4BOK9p0HVtN8Q+HtO8RaNK02m6lbJc27MMMFYA4YdmHQjsQaATLfeig0UgEOKTtS8UhpiENNNONNNIY4dKaetOHSm96AJB0pwpq04flQA6l7U0etKKBi1y3j61+JtxcWL/DjWfDmmRIji+GrwPKztkbCm0HAA3ZzjtXU964r4seMPGPhVdNsPAngC68XatqvmLFMG22lky7cGcjGAd3G5kBwfm4oEeWfHzSvilD8OL69+KXiX4Z3ukIjLb276XK1zJOwIVLbowlboCrDAySQoJrzn9mH4YeOfF2gXHjXTJfB17cQ3hsE/wCEos5byW3MKqRsByqgbxjjI28Yr2PTPD+j+FPF+lfEL9pDx7p194rk3yaLYyErp+m7dufJQDazrlPmxw2D8zAPWf8Asg2Fl4q/Z68WaTqDztp2reIb6KV4nMbtG8UHKt1B5/x9KoVhngL4jfF7xD8covAya74X8S6LpuJPEGoaXYslvapzmNZW6uSABtzyT2ViPV/i74l8SeFfCT3PgbwxeeI9evZhZ2UcKhktXfhZpcn7gP4f3io5rQ8EeFvDngfwzF4b8J6ZFp2nxnc+3mSd+8kjnl2PHJ7AAYAAGtNcLZWdzfSl1gtoXlmKIztsUFmwqgsxwOgBJ7UhnjPgP9lz4dL4ftE8fWU3iHxTNuuNUv01CdEaZyWZRtcZAzjcRljknGcDz39mv4K/C3x3pHjDxDq+hT3emL4iuLXRMXs6bLVMMuCrDfw6jJyePrXb6/8AE7xR8XNNufCPwS8PanDYX4a31DxdqURt7a3hPyv5PcuQcZ++OcLnDL6z4A8K6V4D8D6V4O0Rmez02LaZnGGnlYlpJD1xuYk47DAHAFACppGm+HPhre+HtFgNvpen6VPFaxFy5RPLY43MSTyT1NfL3gPI034cnbn/AItzrvB+s9fWOtgv4a1iNUZ3exnVETlnYxtgAdyTXyp8P/hT8eNR8IeHNXtp/CmlLZ6Jd6Ra2WqJcQ3UVvOziTzU8vh+SVPpjihdQZneHLOy8N+DfBFnJ43+N91q/iHRVvbfTvCc6yxwwqW+RULBgq/McDIHJ4q7KpvPAfj3WfDnxK+Oek654QtYZrmx8Rah9nJaUtsBRWLdFJ5x1XrXpEPwn+JWi3vw+1nwfqvhNdX8K6A2k3Kam07Qyu27cybEyVwxwTtPHSvP/iDqUPhHSfjRB8RPGXhifxv4ps7GIaZo8dxiNo0O0HenGUeM9T35piPXtN0650v9jfVhe6vqWrXV94Mu7+e41CUySq89k0jRgnnYpYgA9BVL9mb4e/DvVfgT4Q1HV/AfhrUL64tXaa5udMhkkkPmuMszKSeAOtdFFZ3d9+yXHpdrbSzX934BEFvbopMksr6ftVAOpYkgAetW/wBm3TdR0X4IeENI1ixuNP1G2tXWe1uIyksZMrkBlPIOCDg+tD6jPMf2bPA/gXVfEHxWj1bwX4f1GOw8X3NtZJdadFKLaEO+2OPcp2qMdBgVeh0HQPDv7b+i2XhvQ9O0W0fwbJK8FjbJBGzmSYFiqADOAoz7Cm/AK81bTv8AheOoeH9JXWNWt/GV29tp7TCIXDCR/l3npkZ/EVa8A6Z8SvFP7RVv8TfGngePwhp+n6A+mJEb+O4aZy7sMbTnP7xuwACjnJoEe6QSxRTMZYy4z0qpbiaOKMTyiWZQN8gXaGbuQO30p7kFyRUd1KlrYXV9KkrxWsLzyJDGZJGVVLEIg5ZiBwByTxUjLtvNK7lnlCRoCzuxwqqOpJ7V8ZfECDX/AIneJPG/x+8MSzGy8D3lpH4fATKXUdq4eaTnB2KCZu3DkdRXc3/inx7+0dHJ4c8DabeeDvhu7bNU128UCe+jyd0SAHBzggohPTDsA20+9+E9F0Xwl4ZsPC/h+ySHRrCHyUhcBvNBzvZ/7zMSST3JNPYNxfB/iyw8beDtK8YaHNvsdSgWTbnLQv0eJsfxK2VPuKxvix8RdO+GXgq68Taji4v5B9n0uwH37y4P3UAHO0Hlj2HqSAfI9Y8L+PfgJ4h1DxR8K9Nk8T/D/UZftGp+Gcky2T9C0WAWAxgB1BwoAdSEVq9O8G3/AIM+MmgeGvH50C6MWmXr3GlpqMQV4bhfkZhgkOobkHP3oweCtAHy34P8FfEnRvjN4i1/TtRkufiJoemweIruzZMpevcbXubRgvU7JduFPJXC4ypHtHw61GfW/wBrvWNautMuNLur7wJa3E1jOcyWzO1uTG3uPoD6gHir3gOUn9t74jnd840GyP8A5Dtv8awPFUfxStf2ufEOrfDbQ9Ku5pvDsEM1xrUcq2hTMRYI6MoMm4Lxk8BuOKdxG5+1QMa58IeMZ8bWn/oaU39sZI5bj4YQzRpLFJ4xtg8bjKsCQCCD1Fcj8T7f46az4x+GZ8eeHfDf9m2fiq0nD+HknleLEibml3MwVAuTnjp1r0n9pTwr4g8XX3gFvDenm/XSPEkN9fFZUTyYFIy53EZ78DJ9qQFz9pXS9Fg+BHjWS20TTbeRNOJR47VFZTuXoQM1rfAzStGk+EHgYyaJp0jtoNkXdrVCzEwJkk46ms/9puRG+AHjd1OQdPx/4+tYWk6l8VdM+C/w1k+FeheH9YMnh+1/tBdWlKGL9xF5ZTEiAg5fPXoKAML9i+Kd/hl4+gsSsdw/ia+W3xwFfyYgv64rn9A8ZaTp/wCx5pngDw7PDJ4z1dJvD0eiCQfakupp3SdpE+8gCu7bmAAynIyK9I/Zr8Da/wDDzwFqFh4nktRrOq6tNqc0Vq+9IN6ooXd0J+QnjI5HNdvZeHfC9j4om8WWnhnSIvEE4Il1BbVRM2RgncBnJHBPU96AKGuz6L8Jvg07alcxppug6OtnGHYA3TpFsRFB6s5GMe9Yf7Omh6h4b+AvhLSdVR47z7Gbh45AQ0YmkaVVIPIIVwCD0PFRaN8G/BdnrsOu65da94x1O2kMlpL4i1J7xbYnsiHCkDjG4NjAPUZr0KWRpJC7sWYnkmgBtHSikpAB9aQ0tNNMYdqTuaU00/lQAtIKXtSL1pAPX0FPHrTBTxQAuaWm0tAxafHI6Bgpxu60yloAztf8PeG/EkcMfibw/pWtpbkmBb+0ScRE43Fd4OM4Gcegq1p1hp2l2MWnaPp1pplhED5draQrFEmTk4VQAMk1PRQAU5FZnAUZPam+9S2v+vWgT0Rl6H4q0bxJJqVrod99pbSLk2d8gieMQzAkFfmA3dDyuRxWhXi/wJ8QeHNF8SfEyDXPEOkaTNN4lneKO9vY4GkUSSZKhyMjntXqNj4s8G395FZaf4w8P3t3M22K3t9ShkkkPoqhsk/SkndXO3F4OVCq4xTaVtbeSZf1O+tNK0q61jUp1trCxiae4mYEhEUZJwOT9ByajXXtJm8OReK31SCHQ7iJJ0v7hvJj8t8BGJfG3OQBnHUV5T+0VNrv2zS9L8Rf6J8Lbu6gOqXtlE8lyjKSTHNjlUZtmCoP3Rjn5TsfCu0ufHr654l8SQn/AIQzU0Sz0HwxOB9mFnC67LgwnhSWRcEe/UbKXNd2L+pxjh1XlLR9vy/xbt9lbudW3jzwCuD/AMJz4dAbkEanF/8AFUWtr8O/FdzLq1tp3hXxLcxMqz3q28F06sB8oZ8E5wOMnoK8o+C3h34dXGufFEa/4a0i5tdC1eaVBcWqutragy/KgI4UeU3A9q1f2UL3w/F8P5LaDVNMGu6vf3F9LpkMy+bBGCEVfLByFCpkcdGoUrs3xWAp0oTcOZuPLutPeV+nZHsW9jJvzznI9qGZi5fcdx70YJzx061h+OvFFn4M8PjXL/T9T1GAzrAINOhEs25gSG2kgbRt5Oe4qjy4Qc5KMd2a1hYWFlLM+madZ2Ul1KZrlreFYzPKesjlQNzH+8cmqGkeKtG13XNY0HTruSfUdEdU1CJomURs2cYYjDfdPTNcDD8e/DocMPA3j1gOy6Uh/wDalcD8OPijpWh/E3x9rkvhnxPeJrk8UkNpaWSyXFsEL7vOTeNhy47mpctdD0qWVV506knF3ik1t3S/I+kOlSQxyP8AMgPBryg/HbRQMj4ffEE/TSF/+OV0fizwHYfEX+y9cuvEXibw+i2KsILG7FttRx5mZVKnDjODzxjHane+xySwsqTXtvdT67/gmdhrd3HpeiXerX58jTtOt3uJ9iZ2RIpZsKOuADwKq+G9Qs/Enh+z1/R3eXTr1PMt3dCjFckcg8jkGvBPhX4A0L4kWfiK9XxN40XQbG/awtJTrKyG+QDLM8Zi+UFWQ987iOxpnxJ8A+F/Al74Z8N6T4k8WXWq65fR28GnnWkt44IGbaZCRFhfmIA45+bGcGp5na/Q7f7Po87oc79p/h0ta767n0esdxCQ6Bsk4wK4/Wfid8ONOEst7400ZTFnfHbziZwR1GyPcc/hUXgf4W6V4J8TNquneJfEd7cmFoNmp3okhAYglsBRyNvBz3NeK/FbxB4Subjw5NpPwg1vw5exeI4Lu4ubjw/HbSaiqli8Ebj5pXdmUhDwcD2pyk0Z4LB0sTW5ItyXdWXfvc9lHxQ+Gsfh+w8TXOtW1haat5q2txLauJbgRPscHapbAOMbuxFVm+N/woWIR/8ACa2+0HIAtp//AI3XLfELU9V8Q+Mvh94/tfhz4qurDTjfJd6VPppF1FwqJujOQoJ+YZPIWuhT4iSK5ZPgT4vwex0uIUJtlfVaKjFpNt3v78VbVq2q7a38ztPDPiLSfEmkf2v4c1EX+mys0XnqjoCy8MMMAePpVoXmnI+z+1rBSeP+PlP8a4D9njRtW8P/AAeuLDW9PuNLvGuLuX7NcIUdUboSD2r5+8K+H9Ln+CN3qknwnv8AULlLa5I8TLqJSGIgtiQxbuRHwCNvO2hyaS0Kp5dTq1KiU/djJRW2t763bS6dNz6jt/HPhd/Htz4M+3Iuo2tmL2SeR4xashKjYH3cv844x688VsPq2jKSx13S03HP/H5GB/OvnnwX4R0y68G6LM37PGoa00tlDIdQXXBEt4SgJlClxtDfexgYzWH4R8NWVx458YWj/BC41oW0tuF0ldaER0kFW+Uybv3m/rkE420uZmsssoPntN+4tdYa6pfzab9fQ+qQ6yIJUdZEcAq6nKsOxBHUUVS8PRiHw1pcC6edKWKziQacXDmzAQAQ7hw237ue+Ku1Z4klqBpKWkoEJzSDrTqSgA780hooNMBKac0tNJ5oAcOlNHWlHSm8ZpASr0pwpikeuKcPrQA6lzSdqUUAKKKQUooGLQKTpSigA7VLa8TLWB418WeHfBOkQ6v4pv2sbGecW0UiwvIWlKswGEBPRGOenFcpb/H74QJIGbxPLj/sH3H/AMRSckna5vDCYitHmpwbXkmzj/g54J8H+LPEvxHvPE+hW+qT23iSeOFpXcbFMkhIG0jvXpmj/DT4daNqttquleE7O0v7V98E6NIWjb1GWIz9a8c+C3xY+H/hrU/HU+t609vHq+uy3liVtZXMkJZyGO1Tt4I4ODXoB/aB+EKjcfEc+B/04T//ABNSnBJbHr5lRx7ryUYz5bLvbZGd+0Hp3jDXbPUdJXxT4esvDy2balHpEjul/frbp5kikD76blz8pGOM9KzfhNY+Jb/4ieFPHs/inw/JPdaEx1DRYbdbSS10sErHhUzvAk24JC42AZI6afxQsr/UfiFrGvPYXUeh6V4BvTb3zxFYZJ5kcbVY8E7H6deDXC65bzp4D+Glx4a1B/8AhL9Z0GXQ7bTYodxuLeYkPK8m4eWke5jnB5IPAViE9Hc2w/vYWNJNK+my0vF3v8km3uif4LTxWfjS08SaxEs3h34lXeo2EkM6BovME26JXB4O8l4wDnOWrtvhlpmi3X7QfjTW/DmlWOnaNoNlHo0S2dusMUlwzBpWAUAFlMbKT6Fa5/xXcaT4k8G6V8C/hnYjxDqGmGA3OsjdFaaZLGxLzGQD7zHzORkYchdzfLWz8BdftPCjj4OeItHl0TxRDPLNFIqtJDqu7LeaHx12IcE8YQDIOVCjukPFt1KVStH4mrcvXkvdSa9LR9NT0bxVbeLbnUtCl8LapYWNjDeB9bjuot73NtxlIzg4ON393kg7uCDvLJ5cpeHK8YANMOVJB4Pesjxl4m0Twb4dm8Q+IppodPiYITDC0js7Z2qAOBkjGWIXOMkZrXRanzqUqnLCKu9lZav/ADNTW/ENt4d8P6h4j1aby7DToGmlOeWx0QerMcKB3JAr5q+Gl3rHgXxV4c+LHiWXyNM8d3N3DqBYbVtRLIHick9mILg/3FNdbBaeJ/jvqdpfa5p9x4b+GdnKJ7ezkbbcasR90nH8JHUj5QDhSx+ZfWPGPh7RfF/hW78K6xbBNMuIhHEIVCm1K/6t4+wK4GO3YggkVndy1XyPUpVYYGLoz1c9J21su3rd3fmku5u3MtxDOUYkEGvN/jFaeM/Ea2ngvw3LZaXo2rIw1vWprlRJBDnDRCIkE7h6Z3ZKkqMmuQ0jxz4o+Dht/CnxTsbjU/D0ZEWleI7Nd/7sfdRwTzgfwk7xg4DjBru/Ffw1+H/j6+tfE3iDSZ7+ee0jWCb7RPbkwcsgMYZSp+Y8EA8802+ZWMI0fqdWNSTvHpJK6fyutV2ez6GFL4G8NfDzVE8aeC/FX9i6bpmnsNb01SlyNTihjJVtpZf3pI5PfPG0k7sXwP8AD/wj458HX3ivx94ij1fXPFEe9btpEgfTI1b92sKEnYQQM9sfLjG7dY8d/BP4WaR8P/EWsaf4clivrHTLi4tpTqFw2yRI2ZTgyEHBA4IIqn8J/g78M/EHww0DXtY8PSXWpX1t5lxN9uuE3tuYZ2q4UdOwpW1tY7lXp/V3W9rPmulflV9Lvfmv+PZHXfCk+O9P1efwj4q1nRPEOj2sAOm61DdL9rn5wI3j3FiQoJJPT+8+ePJfjpqt58SvGOm3Gi6h9n8OaVrtt4f0+/TlZb2bLyzoQeQnlxgY7FSDzXsvhf4U/Dvwrrlvr2geHza6nbbhDM13PIF3KUb5XcqcqxHI71yfxk0DR/C/hb4a+H9As1s9Pt/GVn5ce7JLMZCWZjySSe9Ek7aiwWKpRxiqU17z20SS0d3a7V3p5avQ0Ut/GPivSLG+8VeO9Q+G+rWRl0+6t0eOOLUnibBuo9zKdrZ9McZHBBPGeHhr2p/EjxL4Xvfjpqtrpujxwvbah9sjUXRkUMwBLbflJI4Jrrfil45+C+p+JZNH8d6bd6pe6LLJAAbGYrExxv2lcZB2r+VeTeHNR+DMPxI8TXms+GrqbwrNHCNEg+xyt5bBR5vy5yMtk80Nq+/4muEhOVKpKUGtLr3U18S2vq9PwufRfg2wOk+DtQSXxjc+L0cSyrqVxKshVdmDGrKSMAqT16k1438NfFlhpf7Oth4R1fwv4v1Oy1m0vfOu9EsBMsETzyo2XY4VxtJ5BABBrp9R8ceDrP4BeK5vh3pF/aWNrG1kluLR4/LluRt8wZzwNxYknqAO4oXxP8NPh/8ACmw+Fnj+7aS8GmINS0qO1mZy8w81gsgULkM3BDDBFO6OalCapyTg5NzTt191PWy2+JeRxdpJZ2Vpb2Wnn9pKK0gjWO2ihRFREAwqqAmAAMYxXU/BPXvDOjfEK+8M2Vh8Q18R+IUWe7m8UpF5irDG7KxICvggkZIOflHFc74H1740abpF9p/w00LW9U8LRx40uXxLaRw3NqmOBFmQCUAcADcOBhR0N34aeO/AngB7y48cWni3T/GOqEHVdW1vTWDSn+5FtLMIxgYwOcDsFASlsduIpylTqQXvN7KMrvveS8uq11+899bhiD1pBUNjcwX2nW2o2jM9rdxLPA7IyMyMAVJVgGXgjggGpa0PmbdAoPFApDQID0pCTS96Q0AJRRSHpQAhpDilzSGgAB+Wk60o6UgoAcvvTx7U0U4UAOpc80ntTlUkcA00AZozUM13ZQNtmvbeNu6tKoP86WC6tJ22wXcEp9FkBNY+3pc3Jzq/a6uXyytexN1opSCOopK1aJEeOCVdtzBFcIDkLKgYA+uD3potdOHTTLIfSBf8Kf7UtADTBZcf8S+046fuV/wo8mzz/wAeFr/36X/Clpe9ArDLuKG8spbG8ijuLSZSk0EgykiMMFSDwQQcYqKwsNN0+3tbew060torFClkscKj7KpGCI+PkBHBx1qwKO1BXSxFY21jp8M0Om2NtYrcStPOLeJY/NlY5Z22gbmJ6k8mnyRwSTRXMtvDJdQoyRTtGDJGrY3KrdQDgZA64FONFAeYUyeC1uYWgvLaC7gbBaKeMOhIOQSp4OCAR7gU/vRmgQ+aV5Wy7E+lMpKX+dABMsVxbPaXUENzbScPDMgdG+qng0Eljk85oAJPAp6wSt0Q0AQzRQzwSW9zDHPbyqUlhlUMkingqynggjjBptrb2tnbR2ljawWdpEu2K3gjEcca+iquAB9KsNBKvVTUZyDgigYVDd2djeeV9vsbW88mQSwfaIVk8qQdJE3A7WHOGHIzUtLQImS5lVQu4nHfNKbybGAx/Oq9GCeBTFZEjzu0gZvmwMc81AsVsLv7YbO3a7xt+0GJfM29QN3XHJ4z3qlea5otpLcxXWpwRGznt7a7LE4gluCohRjjALF0+m5ScAiqmv8Ai/wr4dvJrPX9ah02eCJppVnjkACKpckNt2n5QeASe2M8UWA3pJ5HbLMaSWQTRGGeNJoj1SRQwP4HisOTxd4US1hu1121uLe4ne2ge0DXO+ZF3OmIgxyo5IPTvUb+MvCqadc6m+qSLaWkyQXJNlPvjkddyqY9m/lec7ce9AaG4f09KQ9KyNT8WeF9LvjY6hrVvDcC1N4yhWcLAA7FyyggcRyHBOTtOBUFp448HXk1jDba9EX1CRorUSQyR5ZW2ENvUeWC/wAil9oZ/lUluKLBc3qQnIrmLr4j+CLWOSW51S9jjinktnY6ReECaNS0icRclVVicdApPanat8Q/AukpEdT8TWdm8giYQyhlmVZFDIWjI3p8jBzuA2rlmwATQI6X8KTvWX/wk/hz+wLrX49Xt5tNtJPJlkhJdjNgEQqo+ZpDuXCAFjuGAc1a0PUbLXNKj1PSpjNbuSjKylJIXHDRyI2GjdTwVYAg9aLDLPPNJk1yd38TfANqu6bxArLvdA8UEsiko208qpGOhB7qysMhgT1FpPFd2MF7blmt7iNZYmZSpZGGQcHkcHvRYB9IelONNzSAB0pR1pB0pQO3agY4dc04U0VDqF7Fp9hNfTcrEvC/3mPAH51FWrClCVSbtFK7fZIai5OyI9Z1W20mJfNVprmT/U26cs3+ArPGm6zqw8zWL1rKBuRaW/Bx6N/9fP4VL4Z0+Q7tc1H57+5+ZN3/ACyQ9AB2OPyH41tkMWweSa8mnhamYxVXFXUHtTvbTo521bf8uy21Zu5qk7Q37/5GTb+G9DhXaLLzD/ekkYn+eKWfw3ocy/8AHmY27NHIwI/AnH6Vq7eD3x19qUKSu7sK6v7JwDjyewhb/Cv8iPb1b35n95gPY65pA83S7ttRtl+9bT8sB/s//Wx9DWlo2p2urW5ktiUlTiWFvvIf8KuqTuGDzWH4ks5LWb/hINNAS6g5uEHSVO5I/n/9auOrRnlkfbYdt0l8UG27Lq4N6q27js1tZmkZKs+WW/R/5/5m5RUdpcw3lpFeQEmKZdwHp6g+4qSvZjKM4qUXdPVehztNOzF7UCkpaoQHmikoNAC9aSg1Fd3EFpavdXUgjhTqe5PoPU0nJRTk9EA64mhtrdri5lWKJerMf0Hqa56bxYgnja3tt1rn5yx+dh7dhXKeKfEM2pTl2zHAn+qiB4HufU1gWepvHOS/MLfeHp718LnefYmS5cDLls+3xffsvLr13HQr0lUSqLR/ge2QyxT28dxbyCSGQZVhT0G5wC23PeuD8La0NNvFt5nzY3BAJ7Ix6MPb1rvGG04OK+iyPOaebYb2sVaS0kuz/wAn0+7obYig6M7dOh8+fHL46+KvCvi278HaNoa6FNbYK6heos0l1GfuywqcxhDzydx4IIUgivEtW+JnjnUpTJdeNNfZjziO/kiTPsiEKPwFfXHxs+Gem/FTwj/Zkzx2mu2QaTSNQI/1bnrG+OTG2ACO3BHIr4RvLS/03UrvSdVtZLTUrGZoLqCQfMjqcEe/16HqK9GqpX3PBx0asXzc2h2ek/FD4g6RMJdO8ba6rDkLPdtcJ/3xLuT8xXsXw1/abY3MOmfEmwhELkKNYsIiCh/vSwjOR6lMY/umvmdjjrSbgQQRnPWs4zlHZnHSxVWm9GfpPBLb3NnBfWN1DeWVygkt7mBw8cqHoysOCKUV8Y/s+fGW6+HF4NC1zzr3whdSZeMZaSwdussY7r3ZO/Uc5DfZkE1rd2VvqGn3UN5YXUYlt7iFgySoRkEEdeK6oTUloe5QrxrRuh1PiyHGCo9zUdA6c1ZseR3Es1i/inT9C8E+ItU0lgtsul6hp9yItZLv5l9cvLMV3SOGEUbsWx5QwNhFc/8AEDwfqeq+LZ77QIdbIg8PQWemW95aXV4brzNu2K6knBWPn5mGSYjDvLKz17/5j8c9OlIZHAAB75ouKx4Hq2ha7q3h3wvoFjpOsXVjFqN+Y4ksriBEjJTZO7XGGRS3nn9/IZG35G4EYpyeHvEGn+D/ABPoNx4b1+cvqFm9pbJBcMCyJNvljkhWRWDfu0+ViRkbgoFfQ/mNzyeetHmOCOelO4WPCYfDF/Dfa/HL8P8AWZW8S2F9p+nTm3tA1qvJi3SRnFurJJIu6TDMVA5rlfDvgLxGdT026PhWSLTdNvi9002kSmWKMzMdyrMN93lpGOFyESIEZLDd9QeY/IzwaQyOTyTQFjwK78E+K7x9XsbxPFzQJPqt9FdG9IS9lIvk3JEjERmUXFqFQKm4LIQpGSer1bwdqWteK7bTtIvdQsLRNNS11y/1CzMiSQm32GGKSVgZJZD5e94gMCPDPuVVr1Es3AB6Y/SmszEbc8UgseH6lpVxrHg/w3PD4T1+y1u3vEjvTeaO92/mMIXu7zNyWlBBLxo27LFAATGAa7H4MaK+j694iu7vSb7T5XKJBcXFjb24voTkq5MIBMikFWVycAKRw1egeY2Sc8kU1mLYycgdKLhY+WF8BfFy01Ce7tbG+s4pEupbqKPyyPMkuHd1QLEwPABGwENvGOmK+lPCiXEXg3Qob2H7PeR6dbpcReWI/LkEahl2jAXByMADFagkf+8eKY2Tk9zRcLCU0+1O7U00DAZxSg8Ug6UA80hj1rF8RgXutaVpDDMbOZ5l9QM8H8A351tL1FY0h/4r233f8+Z2/wDj3/168nOVz0adJ7TnBP0vdr52sbUNJOXZMu61pg1S4ia8uvL0yBS00IbbvPqT6D/GsKK6ntvDGqvYSzLY+eI7KR/vBc4bbnt0/WtbxJYalqJhhtHt/sa/NNFK7L5jZ6Hbzj8RQumaje6deWWqTW0aSBBapbA7INvYAjOOnc15WYYStXxNV0KUoycZJS/mbjbV30itEl/NrpbXelOMYLmd9Vp21/P9Crd6db6FeaTcaaZInmuFhnJcnzQ2MkjpmptetYI/FOj3kaETzTFZG3HBCgYGOg61Imn6xe3Vm2sS2iwWTiRBbg7pWHQnPT8Pena7Y6veanaXVi1kkdod8YmLZLHrnHUcD0qqmEl7Co6VFqLnTlGNkmuXl5mlfS9n6/MFUXMry1s7v12DxVeXKxppOmo7314CAF6qnc5PAzz+tTeGri3ED6T9iayltFCyW8jBtyn+LI4Oe/1o1iwu5b6DVNLliivYFKFZgSkinsccjvS6NY3cV5calqc0ct9cAJtiB2RoOwz+H5V2xp4tZm6jTs3bpy+ztdWfxczlutn10SZneHsbf8Pf8rWKnhHdbS6npLEkWtxmLP8AdOf8AfxrdrD0jnxjrBXp5aA/XA/+vW3WuR6YNQ6RlOK9IyaX4aE4j4790n+AtFJS165gH40UlR3dxb2dq93dSeXCg5Pcn0HvSbUU29kAXdxb2dq91dSCOFOp9T6D1NeZ+KvEU2pTF3zHBGf3UQPT3Pqab4s8RT6lOXYmOBCRFCDwvufU+9cpPK0zMxJAr4jOM3eJfsqWkF+P/A7I5qtXohZ55JXLE8dcVHuPPqaQA5IFABI4r56TOXVmxo9x51s9o/WMZXPpXp3gjUjqOhiKVt1xZkROSeWX+E/lx/wGvINNlMN9EwJIY7D+PFdr4BuzaeLfsjHCXkLIR/tKNwP6EfjV5FiXgc4il8NXR+r2/G33s+gw8vrGCs94f1+X5HooJBBHBFfNH7bXgeNJtO+JmmwhWmZNP1jaPvMB+5mPvgeWT7IK+lyMEisT4h+H08W/DnxF4ZZA739hIsAI6TqN0TfhIqH8K/VJK6sedWpqpBxPzxPIyDxSdqZAxaEEgggc56infSuM+YFByMMARivWv2fPjHd/De/Gia20174PupMyxDLPYOessQ/u92Qdeo5yG8kx704YPynB7Gqi2ndGlKrKlLmifpNbT2l5YW+o6ddxXthdRiW2uIXDJIh6EEUvevi/9n74xXvw2vl0XWPOvvCF3JmaEZZ7FyeZYh6d2Tv1HPX7Nt57S9sLbU9Nu4b3T7qMS21zC25JEPIINdUJqSPoKGIjWjdElJRR61RsH40Z46UUe9MAopKDQGwGk+tLmm+1AwpO+DS44oxSEJSGlNIetACcU004000AIDwMjrx0pBwadyBTc8igZKKxfEjfYdW0vWD/AKuNzDMfRSD/AELVspnAzjOOcU29tYr+xmsp+I5Vxnup7H8DXDmWFnicO4U/jVnH/FF3X4qzNKU1Cab26lgjDeoPIIrntR1LUYdRuEilChJI4wiiNlCseDlmB3HnIxgcZNS+HL+WCU6Bqh8u8g4gc9JU7YPr6f8A1q0rnTbGf/XWkIcOJGYRqGYg55OOQe/rXJVlPM8NGeGm4NPVXs07WcXbZp/f9zLSVGdpq6/rUytXvtRhgtxDeIjNEzSlzGpJ3gYBG5c4PY+/tUUeo6j/AGbPcveRsqTpEnzhioI5LbEz69s8dO9bFxpdnPkYaBCnlskOFUrnOMY4yecjB4FJFpVpErIrTmNn8zY0hYBtpXdk8k4PcnoK5quX4+VaUo1NGrfE+1tvx9fvNFVpcqTWvoZ+l3l3JqkdvNcSSEuR8si7CoDc4KbiMrjOQcketb7OkavLK2yONSzt6Ad6o2ej2kEsUkAnMkWQjGUngkkjHTBJz9cVm61dSazeDQNMfMec3twOVRQfug/5549a3p1a2XYX9971STtFXvd2Vl02erfRakuMas/d0XUl8Hh54b7VZF2m9uCUH+yCcfqSPwrbpsUUUEEdvAu2KJQiD0Ap1ehgML9Uw0KLd2lq+7erfzbZlUnzzcgoxRUd3cW9navd3Ugjhj6k9SfQeprqk1FXexmF1cQWdq93dyCOGPqT39h6mvMvFniKXUpizZjgQ4iiz09z6mk8W+IptRnLt+7t0JEUQPA9z71yM9w0rEn7pPANfE5vm7xL9lS+Bfj/AMDsctWt0Q6eVpW3YwpPeo+31/nSbsKQCSM9KaG69a8BnLckJPOP1oLenemjJz1FGOuKhjFYkLleo5z3rpbW5Nv4k0e4GAftcW7HoWAP6E1zDH5Sfati9YrqukouNzXUIHPfeK4q144mhJb836o9zJ9Y1F5L9T22XhyKksWK3KN6HNMn/wBYcUtrkzriv2d7nMj87PHNgmlePPEemxjbHaarcwqB2VZWA/TFYmfSup+K8izfFPxfMhG19au8f9/WrljXD1Pl6nxy9QpScc0hNB9qZA8EEYbJyOK9V/Z/+MF58NdR/snV/OvvCF4+Z7cfM9k56zRD0/vL36jnr5R16U4HPXkYpptO6NKdWVKXNE/SO0uLO/0621TS7uK9067jEttcwtuSRD0INOr4u+AHxgvfhrqA0rVfOvvCF5Jm4tx8z2bnrNF/7MvfqOev2dZ3Nlf6bbappV5DfaddxiW2uYW3JIh6EGumM1JHv0K8a0bofS0nSpICgfc/3F5b6VRuI0bhwu05OMD60w9SO9eA6p4u1fRvgmtxB430iy1LWtOm1KSxmtpZL9WuppGV47hJQIfldQm5MAocZ7e56LDrNvo9vD4huNOudSVfnm09HWB1/hIDszZxjJzyc4pJ3OmthZUY3b6tdehbAz0GaT61R12DxDPbQnw1qGk2M6ufObUrOS4jdccACORCpz3yfpWP4EvvH1+Lp/G+i6RpcKEraGzkbzZsHG5o90gRSOR+8J9RTMlC8XK60+86X9aKz/E2s6f4c8O3uvapcR29pZxF2aRtoZuipn1ZsKPciuUt/it4VNro8t5dWdo1+9ql1LJeRrb2hntnuNwkJw6oY/LPC/M6j2ouioUKtSPNCLaO59qQjHSlUo0ayxOskUih45EOVdTyGB7gjnNFO5iN680jU401vpQAdqbjn3pwzt564603FIZInTmngU1aeKAKmrabaatbCG6Uq6f6uVfvIf8AD2rOW48QaQNl1bf2taj7ssRPmAe/f/PWt0U4EjGDXBiMvhVqe2pycKn80ev+JO6l81fszSFVpcrV12/yMRPFOkY/e/aIGHVZI+f0zQ/inTPu20N3dOeAscf+P+Brbba/30VvqM0qkJwoC/QYrL6vmW3t427+z1/9Kt+BXNS/lf3/APAMB11/WlMbqNHsW+8M5lcenr/L8a19NsbXTbQWtlFsj6sT95z6k1YJ96BW2GwFOhN1ZNzqPTmlvbstlFeSS8yZ1XJcq0XZBRzmiorq4t7O1e7u5BHCgySep9h6mu1tJXeyMwup7eztXurqQRwoOT6+w9TXmfi7xFLqM+9sxwJ/qYh29z70ni3xHLqU+9sxwJkQxZ6e59TXIzztK+5jnmvi82zd4h+zpfD+f/AOStW6IWeZpGZiflzUJOe/GaX6dDSdORXz5yNjgAcnOBnkUhHVhjHakz8px0pMkjOAPbHSgZIPY9qM8EDpTQCM4Oc07B69aljQsKCWaNOhZ1H51tWEZvfiDoVkvzbbtJXA9E+c/otUNHjzcPO2AkKk5P8AeP8Ak10Xwas21HxdqfiBlPk2UX2eNj0Mr9cH2UHP++KnAUHjM1o01tHV/n+SPfy+PssJOo/tf8N+Z6rKcuTSG6g0+2uNRu2CW1pC88zHoqIpZj+QNBOTmvMf2pPE6+G/hFdadHLtv/ELfYIVHXyes7fTZ8n1kFfrEpWVzhqTVODk+h8XX91LfXdzfz/666med/8Aedix/U1Ux71LOQPlHaoa4kfL3vqDUpHI5pD15o75qgHLjNKTwKaeDRn0pgPBHTrXqPwC+L998M9QOm6ks2oeEryTdc2y8vaOessXv6r/ABfWvK+1OB4APShNp3RpSqSpy5on6Q2V1Y6lplrq2lXkV9pt5GJba5iOVkU9D/8AW6ip4huDKWCoRhifTvXxN8A/i9f/AAz1X+z9Q86/8I3kmbu0HzNasf8AltF7+q9GHvg19lu9vr/hWS58OalbXUGqWT/2feI+Y2LKQpz2weo6jBHWumM1JXR9Bhq8ayujyrwv4V8ASfDnRtZtYdd0Tw/rgtxcaHCy3C6kYnZ4jP8Au2bLBCzFWTcMKc8A+q6LpNl4f0mDRNLiaGwtdywRNK0nlqWLbQWJO0ZIAzgAADgCvPfD/iLxFpXwx0vwjongbxPb+L7TT49Mja604pY20yRhDcNcnMLRgguMFi3AxzXpdhFLb2drb3V39suYoUSe52hfOkAAZ9owBuOTgAAZpq1j0sVKbb5pXV31v8/u69TifiVff8I3rth4kg8b6LoVzLaNavpWtyObW8jD7hKiowZHU5BcK2QQD051PA+reItetf7V1OfwjdaRKhFrcaDfS3O6UHkMXRQoAzwCSDXAaxayXXifxHpviKxlsY9Q16KbVvEF+nlWUOhQCJoYI7h8J+8kGzYpzlpCw4rrPh/c2Wr/ABC8ZeJPDij/AIRm9FrElzGMW99exiQTzRdmABjQuOGK9TjNCZrUpxjR7tLfTy09dX30X3bHxEtNb1PwLq+i+G7OK61DVLWSxBluBAkKSoyNKWIOduc7QMmvEvFOi22l6hrbzaNF4e1n7TdHbb6DdX6XCy2MUQW2lSNUfc7XDAu6YdlYr1r3TxjaaVP4dub/AFvWdU0bT9MRrua70+9e2kVVU5BKH5hj+E5BOOM15T8N7fxxpJ0SLxBqPjLQNR8Vy+a96LnTruG4nEBkG+GSJpoz5MQU+hAzyaTReCqOFOTT/wCD1fe9kux7Np0EdppFhaQwvBFBbRxJFIQXRVQAKccZAGOKl+tOkxvPyhfpTTVnmXvqNpG607tSUCEpnenjpTR1pDHp3p49MU0U8UAKKWiloAO9FFFABzQKUVHdT29pbPdXUgjhTqT39h6mk2krvYBLue3s7Z7u6l8uGMc+/sPU15n4s8RzalMXYeXbx58qLrj3PqaPFniKXU5tz/u7dCfKiHb3PvXH3M7SvnkgnNfFZvm7xL9lS+D8/wDgeRy1q1tEJcTPLISTxnimKTgHGR/OkGMd6XOF9efSvBOK/UA3OcZH0o+7nHTPNKCO44oBBB4z6ZpDDJ/wowTnmgYzwKco6mga1EGTk54pyhvuop3OQFX3pAcFmP3auh00vTmv7gASsvyA/wAIrmxNdUYX6vZd2dmDwssTU5Ft1K2tzSWtrBo9gpnvrhxGqJyzuxxgfjXs/gzQI/C3ha10ZWV51zLdyr0kmb7x+g4UeyiuS+DvhZoox401mPN9dKTp0b/8sYiMeb/vMOnop969FUM7gDlia+14Yyd4Ok8RW/iT/Bf8E9bF1ou1Kn8MRN0MUMt1dTJb2tvG0s80jYWNFGWYnsABXw/8efH7/EHxzPq0BdNItE+yaVE3BEIPMhHZnbLeoG0dq9K/aw+JbXl9N8O9CuSun2Tj+2Zoz/x8TjnyM/3UP3h3bj+Hn5znkLnI/CvoKs+Z8qPmMfieZ+zjstyFzkntTDSkYBNJ+tZnnCHrjvS96Q5FOYEHHGaYCdKPSlBwaT0pgOoPQUg9aXtSAMjZz0x09a+hPgJB4hsvgPr0enXV7dXPinUG0jw/p0Vx5S284hZ5bkSdUIUMcDr5QH8WR89cHg17L+zV4lbU9Qt/hNrHhpvEOhahqAu45Y5pYZdLl2ENLvj52FRgjK9WGSGIN0/iPRyupCniYynseteHvFXjBrC6+MlzrlvrPh2EW+mCzfT2tDcQvJGJpIFDkK6TOUG4OX8phkcV7ZJERIUUE15N4Tn+G2veLRpSaxNbS6fqs0Wm+EPNjhsUmgdgJo4Io0D5KmQB2fBJJ5r1S3miv4VurK4hu4HLKJYnDJuVirDPTIYEEdiCDXQtj6bGtc6XLZ+ltOnr5vrc5AfE/wCF2pQvYz+MNCeLO2SC9kEYyD0KygdD7V02l6ppes2S3Wi6jZajZIfLWWzmWWNSB93KkgEAjiuZl+KfwzvY9t1r8BiKgq15ZTxo6tnaymSMBlbDYIyDtOM4rpdIj0kWEdxoUdkmn3QE8clkqiKYMBiQFeGyMc0zKrT5FrFr1/4ZHLfE1vDT6j4ftNatbvXNVN0Dpfhy3nwl65Yfvp4+hji2lt7/ACrhuucVFosVve/GDUDrOvarqGoabbvdaDBdSwNayWlzt3z2/lxqx2EGLDMxUc5O7iL4rNq1xe2uiaR4dv7mz1CAx67q2mLC18tnkn7JFudWXec5bOFDErls4j8JMdQ8aJpOteDb7TNP0mP7Z4QuLuzSBrGMIsM9tuiYqR8ykBj8wJyCUU0upvFWo3v0fXz7fmt7XfZHoBPJJHWkPSnMSScnJpKZwjR0pD0pTSNTEIOlNHBp/sKaOtAyRacKavanikAtFApRQAUUtCjcQKAIrqeC0tpLq6cRwxjJPr7D3rzTxZ4hl1Kfe3yQJkRRZ4HuferfjzWvtd+0Eb/6LasUTHRmHVv6Vw11KZWJY8HpXxuc5o6snRpv3V+P/A7fectarbRCXEzyuT2qE9AOv4UvGMcY9aQlFXdkEYJPtXzZxt3EHHTvSg8cYxSEfn6ilQD0xVIkUE+nejjHPfilXrxyM0A8k4pDFGB0HFOGCOuBSDjNKADnHC0FIn06AT3qq2PLX53yOoHar+h6T/wmHjaHTJcnTbUfaL0jjKKeEz/tHA+mfSoLIiDTbq66FuB9AP8AE13nwU0xbLwncas6nz9VuC5P/TKMlUH57z+NPJsIswzW09Y09f6+eh9Fhl9WwXMt5f1+R28rbn4AVRwoAwAPQVzPxV8WDwL8ONX8TIV+2RRiCxVuQ1xIdsfHcAncR6Ka6TvXzt+27rbJH4X8LxvhT5uozp69I4j/AOjq/UqkrRbPMxFT2VJyPmq6ldifMkeWRiWkd2yzseSxPcknOaq+9Pl+ZyR/OoyK5UrI+Y1DOQaTjHHNL3NIRikMQ0cdqG/OkxhqYDhSDryaB1opiF6mlHSkxxSjOMUDGvnacda+tPhYbqz+Dfg5/BP9uJoc8Vw3iGfw3b20upnUAwwrrMG+T7w4BbATotfJU5ZYyVGTX2d4U8G20/wu0Hwv4O0Lwv4i8MzW8epT6rrd7JKBeuCJNkMSlkdR6OmNxHUHOlLdns5NZVnJ2tbqanww0j4iaB4XtPCesqlvZ6raXVx/a9oI1vNBuZC8p+0BiUlBLcMoGGyCMYNeLfsqeJNS0/RfiToy6pcPaW2jXGqw3QPmRxSx5DSqrZyXDA++3mu+8eaXqtt8KviF8PLy6a2v7HS4NbSa31K5urZ7USHdConYyQk+SwKbmB3Z6ZFcP+xoljDa+NNXhS2vtbtrGNBpl5d/Z7WWzZszPI21hgbR1U46fxZq7+8kj08ZUlLHQ0Wuva99djpNGsfFOkXeniLXdGd9Nns40+1aY+E+x6O9woO2YZCrcFTxksQ2RgqfY/hNaXFn8K/ClpdLGJ49Kt8iPOADGCOv8WCM++ccV5nL4ruL/wAFNqXj74d6XfRaks3iKxinSF1fTUaESou1QyzpC0LK7j51GCRgKPcEEYWIQMpg2jygo+ULjgAemMVaPTx9SbilJLfdWtp6ep4J8Wbm41P4yW82l2dvqa6FCJbi4sLfZPbMhXAaZhIvmwtKJRhQvKI6tnA0/wBmpvtE+oSQ6tLfWUVviCO31iS4gi3StlriGRtwuZDlt6xrGQrFcFiKk8ea/pth8Qtf0+V2iaa3t7eWVdcuUkaIhZJIoo7aCY24Y4D5Ks3UYzmus+D8NvPpmo6/Fb6hbvcypYwxXaKkcVrbAiCO3URREQr5jgFkDE5znrQa1q1sLycttF/n+r/J+Xan1pKWkPWqPGA01utL2pp9DQADpSL1p1NH3uKQyVRSg89OPWkHvThQAopaQUtABUGp3Bs9Ku7teGihZgffHFT1R8SI0vhrUkTO77O5AHsM/wBKyrycaU3Hez/IGeN38uV2k8HvVBiM8mp5HD81C3GQQK/MG7o8uTuxnH3c8Un15FKcfUUZ4weRUEjRjBHFKp4OOh60vB9CKUY6daokAOMDpmheoGePWgenYUYz06GgY9e+CKU4OfSkA47daeeRnHFK5fQtXuU8OLjuGPP1NeyeGIFtPCekWy8COyi/PYCf1JryN087QUHXgj9TXsOhyCbw/pso6NaRH/xwV6nBTX1nE33/AOCz6PE/7tSt2X5IuJ98D3r5A/bIu2uPjUISfltNItoV9stJJ/7PX1+mN4PvXx3+2NA0Hxvkc5xc6VbSr7j50/mhr72t8J4eYfwH6o8bI75zTDxTjzzSVij54QcZJNNPtTsU08GpGKev4UlOfGcEflQQMggg00Mb2FB9qUgjtSGmTccDjHrR1oHrS44oKQ088Zr6K+BPiaJf2ftatJTrWmDwxqEcy3Gi3otpb9rqQqqOxVhkMcdDwE9K+duMV9LfskaLBq3wz1iEQT6m1x4nsBdWdtJGr20ULxzLM/mMMxltwIXJIU4yel0viPUyiXLiot7dfQwf2ivFVr4RvNe+FPha0uRNeNBJ4i16+vGubvUPkV0i3NyqgMB1x1AAySdX9lLSNN8TfC3xd4cWO+sp2vYZdYvLa3Mj3unhc/Y42Ughm2yAgZOJOhzx5D8cL0al8afGF4LuK7VtUlSOaI5Qqp2KAe+AoH4V658A7e3u/wBn+7dtcsfDaWHjG3vLnUtQj3wMY1haNcblzhwhwxA9+acXebOnC1p18enKWvfc9L8I3dp428SX0mv6tomtXllpr6Qvh21sptOlgtJZE+0Sz29wTIp2rGuF+XAwDlhXqUAVGVFACoAqrjoOwrzay8RvF4+0DT9E+IFr44/tV5E1O2SG1d7SFYy32kS2yr5ahgi7ZN27cAORXoWpyxWmmX9zLN5MUNtJI8pfbsUKSW3ZGMYznIx6jrW57GJi+ZdmtF+HZfkeI2/gnxVr1/4m8Radp9y1je3s19aQXGqRWpvGbIMSrD5oONgXc8iZyOFwa7f4D6fPpXga7tb2zuLC9k1W4nuLOeGWNrctt2oDKAXAUL865U5OCa8qstQ1TT/h/qM+kXmsqdUTUp53tb22QFoLVXkeeNzcM+VxlvNVzkcDhj7p4B8Ojwp4StNIW/m1AECfzZUVdpZV+VQgAAGPTnJJyTQjsxkpKlaTWr0+Wht0h60vOKQnjFM8liN0pppxph+lACjOKRc7hTu1IvWkCJAKeKaPanD3oGLQKKKACnJtyQ6gqwwwPcUlFAHhPiWyk0DxFdaPPkLG26Bj/HEeVI9eOD7g1UyCo4/WvYvHnhS38W6UsIkW21O2BazuSOAf7jf7J/Tr7HxAm807UJtK1a3e1vrdtssbfoQe4PUEV8DmmWSwk3y/C9v8v63POrwdOV+jLjdhnIpAMgCg7WUc9fSnAfKM/TNeMzIaQM44xQOuMZ96OmR15pQPxqkIOAcZzS8YJPT2oBz1GQTSjptIznoaBijAGOvNO455JApFA+bHIz1p+B2IxSZSNXSD5unyxcHY2QPYj/8AXXpPw9uRP4XityfntHaIj/ZzuX9Dj8K8s0eYQXwDfck+Uk9vSu08H3v9l655cj7ba7Ajf0Dfwt+ZI/GpyXGLLs4Tm7QqaP57fivuZ9Fh39YwSS3j/X5Heivmb9ujRmXVPCnihEJSa3l06Zx2KN5kYP13y/8AfJr6bZdpIPFcX8dPB0nj34T6voVpH5mpwAXunDu08WSEHu6l0/4FX6rOLcWjy8RT9rScT4KPX60hHNNt5BLCHXPuCORT2HGRXOj5dpp2Ywg5zxTelPYD1puOaQCHr70v0oIGaXihAAJFJ3pcUnSmAp6AUc45o9OKXqc0DExU1rd31nI8un393YvJGY5Gt5mjLoeqkqRkex4qLvzQBjvSKTa1QioqKqgBQBgYrpPAvxM8X/DlrmTwvqq29tdYN3aTwpLBMRwCVYHBxxlSCRwTXLXEqxoSzAYFeu/s1fBGf4iXcXi7xbHLbeDbWX91Dyr6o6n7i+kQIwzDrgqOclbgm3odmEozlO60Pf8A9mjXvGni3wVd+LfFunaPpVnqEgTS7fT7H7O06LnfO/JLBjgL0+6T0IrsfiPe2um/DnxFe31pHe2qafKkttJIY1mV12bC4IKg7sZBBGa6BigWOKGGOCCJBHDFGoVI0AwFAHAAHasHx9p93q3g+906zihk3hZJvNkZNscZ8wlSpU78ooHzLgkHIArpPoqFuePNtdHiFvqvhN/C0Wr6j4D1HWLu4nnthcDUtQmtzHyjhZZAY2uJAgVIxuJAQMwAFe5+CLOxsPBumQaZqeo6pZNCJYbzUGJuZQ5LfPuAIIzjbgYxjAxXhGoeB/E+o6Pa6lZ6Be/Y9PH2llv4EuWjtPMYoLQLIZJpisjzMvmYO2JdxYAV9EafGkOk2NvHcT3KRW0aLNPkSyAKBucHkMepzzmhHo5hKHKlCV9X1v6EuOKaRTjSGmeUIe1MY07601vegBw6UL1oHSlQYpAPFO7U0U4UAKPSlpKUGgYY4oo6UtACD9a57x/4QsvGGnqCyWurW6n7Jd4/8cf1U/p1HfPRUVnVpQrQcJq6YpJSVmfN+L3TNSl0jWLdrW+t22yRt+hB7g9QRV8EFPqcjmvYfHvhCx8YaaqSOtrqluM2d5jof7j+qn9Oo9/EWW90nUZdI1m3a1vrdtro3Q+jKe6nqDXweaZXPBzutYvZ/o/P8zzqlJ0n5FzBxzzzxSgDpnOO9CncOox0pQBwuPpivKRmAxwOozTh6dqQLxg80oBA4FJgLgDv16UrHqM/lQAANvXNC8AqPujpSKFbH4e1b+mXK3tsYZD+9j/8eHrWAD16EGnwySQyrNEcOpzj+lceMwqxNPle/Q7cFi3hqnN0e57D4T1b+0LMWtw/+mQLgk9ZF7N9fWtqJ2ikDqcFa8ssb6RRBqNmxSZDnHoR1HuK9L0+7i1CwgvoeElXJX+6ehH4GvteE87lj6Lw9f8Ai0/xW1/VbP5Pqeni6EYtVIfDI+Sf2tfhhJ4V8Rv4+0G2J8O6xNm+jjXixu2PJI7JIeQegYkcZUHxMHcNwxg1+kl5Z2Gp6bd6Rq1pFeabfRNDdW8oysiMMEf/AF6+B/jB4Duvhr8Qb3wxLJJPYMBc6Xcv1mtmJ25/2lIKHpyucAEV9NUhyu6Pm8wwyX7yPzORPTpTT0zTyMjNNYGszyBDS4OKMc+9LihDAcUh60veimAfSjtS4pQOBmkNCelQ3MqxoWYgY9adcyCKMsT0616t+zf8Erj4lXkfirxSk1p4MtZfkQZWTVHU8xoeojBGGce6rzkrUY8x14bDurLyD9m34JXPxHvU8VeK4prXwZayfu0yUfVJAeUTuIweGcdfurzkr9pqsMVvDa2tvFa2lvGsVvbwoEjiRRhVVRwAAAMClVYYraGztLeK1tLeNYre3hQKkSKMBVA4AA4xRiulKyPehTVNWQ01ynxh+zxfD281G+iE9hp7rPeW41GaxaeHlHRJInQlyG+VGJVjgEZII6zHNcB8ZtXTRZvDuoHw/purz2V015A2pXbQQRFNqkLjKmYh8qzqVXaxHzYBbOrDRcqsUeeQf2lqHg/wr4fsfFWsWseoXOkXVtAzxXlp5cty7KqNKrSq1t5Cq0fmbcoPlwTX0JOQZCcYrxbw74o0rxl8Q9Ia307yLGxuXn0+x03XbQ2f2gPIktzJAypIzl5JXUrhnTDFRnn2eTO85IP4YoR049vmUZKz1fTdjOKQ8j3pT1opnnjDwKa3SnNSMKAQq9OlKKB0pRSGOFLmkFOHtQAopR0pBSigANLRS4FAB3oopaAENYPjvwlYeMNNWK4ZbbUoAfsd4Byh/ut6ofTt1Fb/ABSVnVpQqwcJq6YmlJWZ85SR3+kapNoutW7W17AcFT0YdmU9wfWryEFQOM9c17H458Kaf4x0xbe6b7Pf2+TZ3gHKH+63qh7j8a8Qnj1DRtUl0XWoDb3kLYYfwuOzqe6n1r4bNMsnhJ3WsXs/0fn+Z5tWk6T8i6AAQD68EUp6kHkUkZBXjn0pQRkenSvGJF4xjOc9KGwBjig9cdqVjkYwKm4wGOR2/nS4GOvWgYJxkAUpPUZGKljRo6FMVme3LDZIMgf7X/6v5V3Pw6vdtxd6U5OGXz4h7jAYfy/KvOYJPKuYpBxtYE/T/wDVXU6Jc/Y/F2mSg/LJMIW+j/L/AFrDA13gs3o1ltJ2fz0f6M9/AS9thJU39n/h/wDM9NxivIP2vfCS+JPhMdfgi3al4al+0qwHLWzkLMv0A2v/AMANewuMMRUV3p1vrGl32i3YzbahayWkw9UkUo36E1+wSjdNHBUgpxcX1PzZGCgYd6T2p7QS2sstpONs0DtFIPRlJB/UUw/rXEj5RqzsIRS8UH60dxVIQZo7j6UvQ8UAZpjD0NRXE6xIWYgACluJVijJJxjvXqX7OHwVuviffL4l8SrPZeC7STHBKPqTqeY4z1CA8M491XnJWoxuzrw2HlVfkH7N/wAFLv4l6gnifxNHLZ+C7WTjkrJqcin/AFadxGDwz/8AAV5yV+10SCC1gsrK2itLK2jWK3t4UCRxIowFVRwAAOlLDHbW1nb2Nhaw2djaxrFbW0KBI4kUYVVA4AApe1dCVke/TpqnGyG0U6k7UzQb+Fcb8QfD+q+JPEGlwWaWMdta2s7efdXRO13KAvHbKAZJECgKzOqr5pznpXagZIFeYeK9WsIfi/qUd1rupaXqNvoVpaaXHpcMc99M808kkoihkRw/EMe47cBeSR1oOjCxk5Nx3S/4H6mT8KPBni7wtrPhdtYj1BtMNjJJIVmeTyrmRCxiuo3lKR7GJ2vFHliQGI7+wuPmPT8K8y+As91fX3jG8l8VXl+/9tTLd6Xe2sMNyjhY0SeVVUMjFYyu0AJ8pwMg16b3oRpmEpuu/aO78tPP9RCKTinUhpnENPWmtTsU1u9ADlFLjtQOlApDFFPHFNHNOAoEAp1IKWgYU6kpRQACloooAMUUUUAHtWJ428Lad4v0tbW7P2e9hBNpeKPmjPofVT3FblGKipShVg4TV0xNKSsz50nh1LQtVl0bWrcwXUR4wflkXsynuDVxSrL1BPqK9l8aeF9O8XaWLS9PkXcOTaXij5oW9D6qe4rxK4ttR0HV5dG1qHyrmI5Dfwyr2dT3Br4TNcrng5cy1i9n+j/rU86rSdJ+Rb6j/CkwOQTxTlIYcHINKF4II/WvDZInA44+tGByM+9KR17jHanqPlOfWpY0RvgKRWxdyGPUtNdSSwuYiP8AvoVlFQR2OeK1WjM/inQ7MLnfewgj2Dgn9Aa468XPFUIrfm/VHuZPpGo32X6ns0wxIRS2hxcKaSUkuafZKWuUHqa/aXucyPzy+Jlutt8S/FcEYwses3YX0A85q5thXQeObtNR8a+INQRgyXWqXMyEdw0rEfpWCR7VwHydR3nJ+YxgKXAHalYHNLgk00QJj8qiuJUhUsW7UtxMsSksQMd69Q/Zx+C138T9RHiPxIk1n4LtJOSMo+pOp5ijPUICMM4/3RzkrcY3OrDYeVWQv7OXwUvfidfp4k8SLNZeCrWXk8rJqTqeY4z1CAjDP9VXnJX7Yt4be0tIbGxgjtbG3RY7a2iQLHDGqhQigdAMU6CK2tbO3sLC1hs7G1jWK2toUCpEijAUAcAAUuK6YqyPoadONONkJQaU0EVRY3viinUYpAN6HrWRrPhfw7rE01zqGmI17MIg15FI8VwnlEmMpKhDoVLNgqQeTWxikIosVGTjqnYytF8OaDoYiOkaXDbzRQtB9pOXndGkMrB5WJd8yMzncTySa08d6dikoCTcndu7G4pCKfTTTJG45pGFOpMcUMAHSkHWl7UJ3JpAOHpTgKavSnigAApRQM85pccUDDHNKKSloAKXtR2oFABigUtFACYopaXFADayfGPhrTvFmkixvv3NxFza3ajLwt/VT3Fa9GKipTjVg4TV0xNJqzPnu8tNS0DVZdG1mLyriM5RwfllXs6nuKsxsCODXs3i7w5p3irSvsGoZimjy1rdKPngb+oPcd68TvrPUfD+ry6RrUPlzJzG4+5MvZ1PcGvg82ymWElzR1g+v6P+tTz6tJ03psWMAZANOxxQuGXg5z3p+wBeteExIfZxh7qJcDG7JH05rb+Htt/afxGFzjdDpsDysT/eI2KPzYn/AIDWMHWz0+W9kIGRhBnnFd98HtJaw8LyarOjJc6tJ52G6iFciMfjlm+jCunIcN9czaMvs09X6r/g2PeoQ+r4Jt7z/L/hjsWOSTWP4711fC3gHX/ETMFexsZHhz3mI2xL+LlR+NbIBJwO9fPv7Y3i9EtbDwBZTAvlb/VNp6Af6mI+5OXI9kPev1CpPli2ebiKvsqbkfL0qFIwh69z61DjmppyWY96ixzXGlZHyw08GoriZYkLFgMU65mSKMkkcDrXp37OXwWvfihqK+IfEST2Xgq0k+ZuUfUnU8xRnqEzwzj3Uc5K6Qjc6sNh5VZCfs5/BW9+KF+viPxEs1l4KtJcMwysmpOp5ijPUJnhnHuo5yV+27eK1tLK30/T7SGzsLWNYra3hQKkSKMBQBwABSwQ2tpZW+n6faQ2dhaxrFbW0KBI4kUYCgDgACnV1RikfQUqUacbIKTFOpKo0EFFOpOKQCd6SnUlACUhp2PUUhFMGNop2OKQ0ANPSkPSnHik4NADcc0mMdqcQRQaAGY4pQOlIOlKKAHinD1pop3vSAUGgUYpRQACloFL0oGJS0UUAFLQOlAoAKKUUUAJRilFFACGszxX4f07xRpP9naiCjod1tcqPngf1HqPUd61KMVFSnGpFwmrpiaT0Z8/6ja6j4b1iTRdZQJKvzRSr9yZOzKf846VfsI/tTEA4iXl2/pXsHibQdK8TaUdN1eEsiktDMnEkDf3lP8AToa8o8SeHvEXhyS20aytZNQiunEdrcxL/rWPZv7p+vHvgV+fZ9k9fCrnw8XJPT09f0YYPBwlW99+6tbd/IjsNPfxd4rt9Bg3JYw/vLx1/ghXqM+p4Ue59q9sYIoVIkVI0AVFUYCqBgAfhWJ4H8NQ+FdF+yb1nv7giS9uB0Z8fdX/AGRzj8T3rdQhWBZcjuK+n4eyhZZheWXxy1f+Xy/M68VX9tPTZbHMfE7xvpvw88KPrd/smvZsx6bZFsNcS4/RF6sew9yAfhjxRq99rGr3mq6nctc399M01zKf4nPYegHQDsABXu37R3wl+KniDxbc+LdFuovFNky7LewjdYJ7GEc+WqMdrj3U7mJztr5z1nS/FmkztDrHhXXLCTONtzp8sefpuUZ/CvUqKUpeR87jo1qsrW0RGeck1XuZ1iQkkDArT0Lwl4+8SSrDoPgzXr4ucB0sZBEPrIwCL9SRXunwn/ZXvpru31j4q3kUFqhDjQ7Kbe8hH8M0qnao9RGTkH7wpRptnPRwE5vXY4X9nT4LXnxS1EeIPEAmsfBdpLh3BKyai6nmKM9QvZnH0HOSv27bw2tpY2+n6faw2dhaxrFbW0KBUiRRgKAOAAKW3htbSyt9PsLSCysbWMRW9tAgSOJAMBVUcAAU7tXTGKie3SpRpx5UIKDS9/aiqNGIKMUo6UUAJ70UfhR+FIBD1oNL+NIOKYCZo7UtFACUmKdzmk4zmgBD0pO1OptACCkNO6U2gRGOBSilHShetIY5aeKaopw6UBYUUooFFAC0CiloASlopaAEpcUUtAxAKWiigAoopaAEope9JQAU5WKggHg0mOaO9ACUuOKKMUACsynKkip1u51GA5NQYFHagRLJdTv1c4qEkk5JzSmigY3FHFLRQITHrQQO9LRTAb2op3tSHikAlHXilpDQAmKKWigBKQ5zxS8UUwEo/Cl5pO/FACYpOhpx4+lIelACGm04+9BoERDkUKCWoAyPenpxQMcBSigUoFINxe9AoFKKAAUfKAzMwVVGWYnAFHFYXjvSr/V9Gjt9PIZ45d7xFtvmDBHU8ce9Y4mrKlSlOEeZrouontobGoXljpunzanqd/a2OnwJ5kt1cTLHEi+pdjgVz2gfEDwrrtxpFtYSarFPrYdtLS70m5txdoi7y6O8YQrswwOejD1rF8WWWseH/gtqVwty8Wqaaf7QtRFBFcNCykbVCyI4znLZUbhn5SDzXDeG/Ddt4a8ZaFP4V8QanFearfrZ6lNB4fvrdpIW8yZ2L3jSwoN4JKoiZ38YOKuhN1KcZSXK2tu3kF3Y9V1Dx/4QsdWGlSalLcXSzyW9wbW0lnjtZEBLLKyKQpyNuOTkgVp2evaXfJptxYST3enalHLJBqUMLNaxrGMt5smP3XRsb8AlSM5wD5Jo6XEOt+Lkb+27YP4kv3VYbTXGRlMxIZfsrrCQevy8+vNU/sV6fgpp1nbeELi9v4/Dl899LcwXIHkmZzFbeUGDTSPJhtj5IVXzy4zroFz2Tw94l0TXdGh1W2uxbpLYR6obe5ISeK0k3FJnTOVVgjEH29a56z+Lnw3uLjS7eXxTpdlLqVm94Eur2GNrTb5eYZxvzHL+8+4efkf0rgJPBul391rulxaZrNxZS+E71TePo1xps5cSQlLVXO0yI4U5j56e5qW88LfEe/8Ain4W8S/YLKHVLbS5f7Pu/tkgs7CFDAFgmTy8s8itNv6H96Qp/cgsaDuejXvxB0ay82e50vWRpsV++nPqQhjNuZ0JBx+88wrlSNwTBqynjjw8dKudTlkuYreG9SwgjWBpJryZ4UmRIYkDO5KSA4AyNrE4Ck153rHhBtU+KN9q9lo02n3utalLafPpETW62kdm6SXrTGLdGzXBIUiRGddrBSCTVnw9ovivzX17wrpsM9zaXd3Y2g1kS2IXzLSzhW/VHQuVR7eRduAWV22n1NBXO58J+O/DvilvL04ajaTvbPeW8N/ZSW73UCHDPFuGJADgEA5XcuQMjPIxfHbw5LosOsJ4f1j7PNEsqxkxebtYAgbd3XnpmluvDWq3un6Rpln4e1G10jwbo95Z2slzJEl3rFy9sbdPJVJDsjI3OXdkJYpgYBI88TwT8Q4baaJfDWuz6i0UCsZGs9kSeSRJMrbmjkkWTaRHkNJk5K4zQrAezeKfiLo/hnxNcaFqWk6y62sW+e9hgQxKxieZVALBmzHDOdwGAYiD1FM1bx++l6LbateeFtShS6uFht4PMSaQoV3CVvs/mqg7BScnmvP/AIhfDXxFq3jp/EOi6XaCzm0OWwtrd7eAy+a6wRJLK5RTEVLFyoLkJbvhgXCjQ8R+DNY0vQbvTvBvhGJTP4jnukjtUSENGtviB2KzQgRmQbSSWIBOFNGganY6h8RNPtvFy+HLfQdfuQLJr6e7k0y4t0gjUSHkSxrxmMLuyBlx6GsCL412c3h/+14vB2tB/thtRBJG6K2FViRK0YTzG3KkcedzuQBgZYQ6N4Y8X6Drd/dW3hHTJINcGpW7pBqWRCk8olge4yi7Qqh49sZfkryOo4s/BzxTOjaVpmnWVmLK7FxbyX8MMmnSOnlSOyq++XMskUUYO0ARiUkchWLoNT1PWfijoGm6zLpSWeoXM0dhDelDbyRSqZDxC8bqDHIE2vtbDYJ4+U1i2Pxs0u6+GFz47OgTQNFGpi06a9iie4kaNnWNGk27ydmAEDMc/KpIxVTVvAWsT6Xa2Hh3T7vShNpWjWlxcXMsX2hWguMTGVo2KuwgVQSuQRwPSqsvw+8ZyeEfHOlQXV19sEsNz4fnlmMRmuII3KtF5Mw2fvTGVMhxkZZDih2A6nR/ihBrWt2VjpWiw3Nld3kdkLmPVIpZA7RCV3VIg6OkakbmEnGfXitzXfGnh7w/4sn8P+ItTsNGji06LUFvr+8jgilEkskflrvI+YeXnr/EK840b4Z69ofxQ0jULXSLa50PT7iA3dyswDvGkCJD5Pmu8wEcpkZ1Z8FB8uTha6XRNL8S+G9Uv9RufAen+KdduLyeUa+upxrNLC0jNEmJlDQqiFU8tCVG3gnJNGgGn4m+IWm+H/FNho91ZyzWF5aLdnU4d8iICSFjCqpMkjkx7FQksC5IULlqdl8VdAm8Majrd5p2q2c2nOPPsZbVoXZGu2tYnVpgiEF1+bLDZyD0qr8RPDN14m8UaDqWo+HdZ1aGyh+0z2sOpRQwWrlHUwwsHR2nMrRuZDgBYhtYElTy9r8PfGsHg3xFpcuiwteah9mkspf7ca6nATUmuXidpwY0wjhhgMCyuTuJAoTQHZ6P8SobrW7LSdR0F7J9Sv8A7HZSQ6tY3WQVLK7rFMzrna2cKwHHPNc54j+PWj6Vo9zqVjpA1BY7028PmTvAs8PmIiTITEdwIYk46bSKvt4Z8Yz+JvDF5PZz/Y9P1aO6umk1CzcJGscgJ2RW0TE5YdG79DVbVPh1r9/rECWlxHo2j2U2rTxxQRJKkgmltzbIsW9FU7ElwSRt6HGaNAL+t/F7TtMj8NzLp1vcRayWe5ZL9cWUIMi+YSVBI8xEQkhQDIF6kZ0vBXjjV/Es1zt8KFoY7AX0AsbsyySZfakLGWOKJZGUFsCRgMckcVy0Pw18S6pongcanepbXem3FwmqpctM7/ZWkmmjVvIulQgOLX5FLFWRDvZY8Fvwr+GOqaRqWvx+JdOis9L1jTzaJNY3yrdxkuGnDMiA7ZTgqd7Fdj9N4waAa3w++MekeMrc3MekGxtvtrW7XL6tYlIYzK0cLyL54cF9v3VVueFLdTfvPiDfNrn9laVotkx897USX948CmZbyW0XlIpMBnjGMgffAz60fC/gnV9I8eW3iDU/Dei6rNaiWytr4aqyxWli0oaJYLQ25WBoo1VAiOActliWzVHU/hz4wj1XWrbTdZtb6016J/8AiZXIEB0WV7yS682GJMvK6M6sm5x8yg5ABFF0BpS/EnWEj0dP+ER/0q+1K7spjHPJJbEW07QssM/lgGV9jyKsgRdkUhLDANS+AviXD4o8c3HhR10feljJeQT2OoCcybJFQrtwOzbsgngVg6z8NvFWp6X4P006b4WZ/C6vE11cXDf6WFUrFMuYHdHfLOykkBieWIDVtfDLwh4n0HxfrOv6xJbC01B/KSxF1I/2YRwQRLNFlmDCTycESHcFRCCCWWi6A9DI5x6UY4paQUhiGkxinHpSYyKAEPSkNONB6UIQ0j2pDTqQ0gIgPSnrTQKeOKBjhS0nalFAC0dqBS0AApygs2F60lYHj+HVp9DRNIExPm5nSHPmMuOMY5xnrWOJrewpSqcrlbot2JuyOiTeswK53g5HasrSPFGjaxqt9pGlXFxc3NkzxXTCzmSFXRgroJmQRswbghWJ4PoaZ4Eh1KDw/FHqxk87exjWQ5dY+MBvxz+GKwPA+uaP4d8Ea/rev6hDp+l2viLVDLPKeM/bZQFAHLMTwFAJJIABNVRqe1pxna11ez3QJ3OwtdRtr27u7G0uFmudPdYbuNc5hdkV1U/VHU8djVF/FvhpZ3VtfszIl8lg5V8qt0wOItw43DY+efl2nOMVwng3Vb/wf4nv/GHjOCfSdG8dXCXCNdIFGjzIBFbQ3OP9W0tuIcknCyIyE5K58r13wnDovjHxNb6h4V0pvO1BCEe9FwbqZ4/PYyuyJy6lwz7NkEbzuWJVQdbBc+ldY1/SNIghmv78CGZj5TwRPOGK9f8AVhsYz3qlo/jLw3rVncXmm6jM1lDELl7me0mt4XjIyHR5UVXGOflJ6j1FfP13p2kaJ8P9BtNPvtIv7OLVdUwZZRD9tiVxF50bJ/A0iMwwdpz3xVr9nrfNp00Wmx6Fb6gfC6RWtteSG6RphtLyNGcMCF6oCAcYJHWnZBc9ovPiZ4ItbJLyTVrqazewi1Bp7XTLq5jitZAxSSR4o2VM7H4Ygjaciuim1K1TXYNEkmP9o3FpJeRRhSQ0Ebojtu6cNKnHU59q+VtT8Or/AMIet5PqGlz2E+h2NpreqtppRdPnupZJCcAkSSgXTSOqFAMJwvmDHv1h4g0PXPjdpkekalbXk1n4YvFu4o5Q0tqzXNnhJUBzG3B+VuflPpRZAbHinxl4W8Kz29t4g1qK1u5wrQWiI81w4Z9iERRhnwz/ACg4wW4HNTr4o0aXRrPWbG7n1PTb2UwxXGnW0t2FcbshxErFMFSp3AYbCnBOK4LUNO1Sw8YarNq2i339j/8ACRw6/eazBF9o+1W8MMaWlrFFFumZ1nVcrs2qI2bPz1X8290u61XxTceFdZhOvaxcX9rYRGeKW0sVso4ZpZUhI/fTvGu2JvmDyo3BVtq0C52+g+PfDeuX01lpzauDFJInnz6RdQ27eVxK3mvGEUI26NtxXDqV64zWs/if4BumAtPEkE6m5NoZIEaaNGEnlh3eMMscTP8AKsjlVY9DXAeDNKm8LeOdF0++8JSnULe3ng0yWI3Jt1u2s7SWYPMWcJA0st3uOCCVHDMgrU0jwhr8HwU8VaNLp0Nx4lv9cuL26EEC2w1Ardq5MYYgYaNNqbjjG3kUaAeg6n4m0jS7vUbO9mull02GCe8ENrJMUSdnWLAjVmYkxvkAHAwTwaoal4+8P2XhWbxJt1S4tYmaOK3XTZ47i4kVd2yOORFYkgjBxt96yr5vFsHi/WvEWg6LclbqPSJ5baTykmnt188XFvGznyxKu5MgsBgkBgSDU3jO88ReJ/CSWuj6B4i8Oa9c3yw2M8s8KNYYXLXcphlkRogpceWxJdsLgZDAGWoviX4EutY0TSdN8UaXqF3rsrR2iQXce5f3bOGdCwYBguF4+YsuOtV1+KPheXUbW0s7LxRepcRSyw3Nv4dvnjYRsoO391ucEtwyBl45IyM4Oi6dqugeJ/B2m3dtd3CaZCbh7K0tJprTTli0+a2IhuWAUrKRCVhJ3qzMed3GP4ZtPGOgaf4fXxN4XvtTaGxk/sixs4BIdNuiLZFLzKrCFvmuW3twFJB6Yo0EeqR+IbB9V0nSQl7Hc6xaXF5arNbNCVjhMQkEiOA6NmdMKVz16U/xVr2m+FPDd74i1ydoNNsYmkldVLEgDOFA6k4wK5O4h8U6bqPgnxVrmkXOuX2l6Ve6ZrMem+W8xlmNuVuFQsoZT9mOQpyPMHHBw3XYvGXibwf4gt7vTJ7GDxBd2+nWOmuYjPYac5SO6nnZSRvZDM+0M20bB1LAGgzq/CHiLRvFujJq2g3hmt3Ckq0bI6MyhthBH3sHtke9cZcfGnwzbapHpc9nIl3Isrbf7Z0oqnllQ4dhd7UOXUAMQTzjODjS06Ozfx9JeeJPhp52srqDJp+u21hBLFHag4gczGQupCY3fKuCSACME+W2Ph/xc0Fk6eFvEEMVquirPa/ZmX7WbS7Msx4nRMBeR5kbFu2KasI9Vu/ib4asWtU1D7VE91pVxq4jh2XTLbQsoYgwM6vlWLjYzfKjZweK0fB/iy38UPfQRaRq+l3Wnuq3UV9b7ApYbowHBKsTGUfAOQHGcHivJtX8N6/qOjaXF5OvWUlp4dvjDYSaMLi1iupryMwxzIYZPNJClmj52CNW+Xqek/Z48Man4ZfUTqnh280FltoYLG3uorGVpIABueS6to0aSUupyj4KqFJBJ+U0A9D8V6uPDuh3Ory2N3qHklB9mtE3yybmA4HtnJ9hXMn4o6F/a9np8mm6vGlyqCSWS2ZJIZXzhRbnE0qAghpY0ZFPc4fbJ440GWw+E934d0OC+1p5bqEBLstezlJLtGlY7nQuEVnYAuoAQc8V5Df+AviNPqa63Np88DvPaL9lgtzIYWCSq21hL8qK3lfNggAqedmSKwHsGpfEvw/aau+lQad4mv57S6+zaqbfw/fMNPXy2cSufJwyHaoG3OQ4YZUE09/iLoJt9GvLWw1u50vW9zWmoNZ/ZYQiRmVpH+0NGyoIlaTftKlRwSeKwfiLpni7xV4i1G68JaHcaZYyW39ma61/dpbNrdqkuQlqF3lW2mZVmk2DbKRjlXS140ttX8Uadoep2XhaOx0fRDM9zomp2K3N3c5ie3+zJbJIsLIUfIfztvT5SAcrQLj9N+Lfh3UfDv8Aaltpeui+Nol7Hpk2nTwNJA8oiidZpkSEhiykHdg5OCcGqen/ABo0a9uNJh/4RjX4n1LKBGSIOkvmrEqRhnAufvb3MBk8tcbsc4w7Lwh4zPhjX/DmqeG4pptUtraLRN97G1rZ6db3G+KwuWA3LMqySZZFkVgAAxKc4dr8MPEGiaZHotx4evLye0s4nsZ9HltpbS3uGnmMgWS5CTxfJ5JJtgh5bqeaegHqni3x3B4Y0DXdavND1C8t9KMwgewX7VFdeUuX3PEG+zkHKnzQuCD1Ga6XTb2HUrMXdvBfW8ZYqEvbSS2l47+XIA2PfGDXmfjzwzq+vat5d74Our3RrvWZJbi30y8hgJsoown7/dLH5z3MiKTu3bYQF4bNdh8NrXVLLw1La6zo/wDZN9HdyAqLkzLcR8eXMCZH2kptDLuwGVscYpaAdJSUtFIYnekNLR+FMBpIxzSGnHikPrQIjFOApopwpFDhThzSAUtAhRS0CigApy5zx1pKwPH93qdjoiS6WZE3SbZ5YxlkXHGPTJ71hicRHDUpVZJtLtuJuyudCFZ5AoBLGoLWXTbhkWzksp9w+0xJEytvAbmVQOvzH7w7nrmuXa28SeI/hjdWaeIR4bvJ0dX1aWDe6WwHzMPmUIxGR5meByOcEcN4WHiXVbj4aXltd+H9FtpLi7t9EOnaVMki6bEjld/mTsHgnjhhbbgEb42DblBOlGoq1ONRaJq+u+oJ31PX5tW0aPzkuNZ0wFQfPSS6j+XBAO4E8YJHWorjXvDtvarNda/o0dvcgqskt5EEnA4bBJw2Oh6+lfOemeHTafFLxTp8V7BbXllFcXkQvIdy3CvHeMVCJMjqQshIdSSCAcCtaw0bxHonhfwhMlxax6z/AGRqE14kRhhW40xQJ3uXaWG52TvNJGxIGG8wghT93SyC577NrOk6bErS6vp1pD5PmIXuUjTylKqWBJA2gyRDPT94n94VQm8c+C3G2Txz4a5OQDq8H/xdeO+HvDd5E66Pp9tqNi2oaBqh0seYPtHkmLREDhgVyRsIJG3JU4xxXAeFoG1DxPZ6U4t9N8Rajc3qwactxLbX1lFM6XBadZbkmKT92FUYYHfyHPzB8qC59Z3+rWelpbXGp39vYRXEoht3nkCLJIwJCKTxkgEj6VS1TxR4Z020SbU/EekWdvJKqJJLeRqHkJCgDnk5dc+m4Zryn4i3NvrXinXYfEst1qmjaVqBvNOghv4Iba1FtbW4nLK0RLtHJcMWJLD5+mVOOe8daGb3wBoum3mvaVo1/aeJbqzljZoEeNzdxvBG+6MRsViSE7/L5Gz5tjNuVgPcx4t8Ki5ntF8T6Q1xaxCeWIXibljKeYHxnldnzZGeOaz2+JXgFMSR+K7K5V8FXtQ86twzDDRhgflR2x1wpPQGvHfgne6Pc+IW8QWGoWWhWaWF2nlRRmaZcKIzcwh9/mXR8pCX/eKyIFCdWPKahZW1rY+B7e/v5bW+uIbWz1KDWXgtbizMem3Me0xG5hKKFbCmSNSfkO9s4Z2QXPqttWsI4tPL30Qj1Z1j0454uWKNKAv1RXb6A1Hr2sab4fgjvNcvUsLZnEQuJQREhwT8742oMKeWIGcDOSBXmPim40iXV9D8P+IvFF14U8O+HbKzu9G1CAKsupTGB42dbra0QRY3KFE+cl9wYDbm94j1rw5a+AoT4Q1S51hZZLuKOe81SWW2x5DGeS7kuNyvCisp2v8ALuKKMZNIdzrrTx14Qu7t7O01+Ce5RiEjRWJnPl+YRDx++O0HhNxyCOoIrOg+Kfga5FubfUNVlN4I/syrod9umEgkMZVfJyQ3ky4I7oR1ryn4baH4isviF4ev9Vhu7TT9duPMjlu7W1g3Q/YGUrGyNvhlMxVlVArFQzcfNXPvq2rxeFdX8VWrR+dLYySjT5bS4mVXgMjwnebnc7K7ytmQNlpCSOFAegrnvsfxK8DPNa2q65JvvYYbiA/YbjYUmjMsW5/L2oWQFtrEHsRnimW3xS8B3Fi1/Brlw1uZYYstpt0rl5kd4sI0YYhlSQ5Ax8vJrgL/AMKw2fixo9J0K4urOybT7Te8FzeC3gj04iM+THLHvbcdpdt2M9O45PUI/s3hDWV0HRtVn1e2WxjNppe+4ezvIYL7grKZXQIoj3Rhiw34BJOCaAe2ab8S/A+o6zYaPp+sXM2oanEJrKL+zblRLHkLu3GMKBkgEkjHOehq5feOfBljBHdaj4o0yximkngia6nEPmPDI0UwUPgkK6suRwcZGQQa8Q8O2tvD8Q9JWyDS2UWtacolW6c8qmGIjFvGJEVgqmQhOXJwdjGvR/Bmsa94X0qytb7wrq91opF6HNjYma4jvPt02S6bgwjZNrKQpB3E5HGSyC53Wo6xp2m+G7jxFe3YXRra0a9mukUyKLdV3lwFBLDbzwDntUkmqWX2Ga/hu1vYLdDJJ9jBuHxjPCR7mYkdAoJPYV5t8cta8R33hbVPDGjaZcWltrfh6UxSTaPc3kt1cTK6fYgIWVbaRRtJeUsP3g+UhWroPDGn67p+g6vo2jeEfDngvX41iWK+sYUk068B485FUI5dAH/dyAAMVG5gSaQGt4f8ZaD4h1250HSZtR/ta1gW7uba80q6s2iiY7VY+fGg5IOB1OCQMA1kap8VvAenS38GoatcwT6c5W4SWxmjxhUZmBZQuwebGCxIALqM/MueC+GUOqweJLOHSdB8W6Xr0upQX2t399c3ctteQurLcrc+bHHD56hFVfJXGTGUOzcByg8IzL4w8Uazpug6pPqtve2o0yP9w3navGfOWE+Sm1LUeVGHDy7Rt3MzNtw9APdNa+IHg7RNPtdUm1c3thdlvJu9NgkvINqtsdzJErKFQ53c5GDxUVh8SvCd/omoa5Z3d61hp4Uyyy2ckKyI5AR0aQKrBieOcnB4ryTx1pMl34U+HtpBPf2kzRyw6ppcenyx3DyiO4Nw0mNw2G5woXbtYsDvZSuIPA2n6rpPhzxtb6hp/iO0nYWkNtYXVq6vHA5toy0LJG/Ebby4RJA38GDuyaBc9c1P4peA9Os9MuLjxDZudRcJDbw3Eck0WUL5kQNlcKp9TnAGSRUU3xY8DR3+qWTalJ9s0t/JkhKBWnm85oFhiBI3u0qOoHHTJIXmuD0qfXNP1TQfFmo+GfGLaPo62UrW88Rm8uR7W5tplihIWRmLz2x3eWoADk7eRXOeIfCfiWTWPEmmaZpuoQT68twzWcpmm8wyTyvBG0kWFt1b7VK7E8BYQD/FvNAPYrv4p+BLTQ9P1u416JLTUJxAAxAktm3bZDMpP7sRnhyfu1PJ8SPBSanPpdt4gs7+6t9PfUWSynSdmRWCmNUQljKSRhMZOa88bQfGOqfDvR/CWnWepQa0k9z/AGpBcSSxafFaLt8yykkk3+eJCI0jkXJClnDKoZW1dSsb2+8R+LLR7e91G6GgXMMU/wDZHmtbzXFwssMGZMQ3DRM3BDbdsa7uQSTQDorX4qeGriaxgh0vxX514mWjOg3Ie2YsVRJV25BZkmAIypML89M9q2SAW7ivm27+Fviy18S63qlloEEsMlpp7JZmC0lntk8ybeVJiWG4lAUlo1KY81AHbaN30rIY2CmFSke0bUxjaOwx2xSdugEYGKTinUmKQxDSU7vSYoAaetIacRSGmIiHSnrTRTl4pDHCnCkHvThQADrS0AUuKACnKSpyDSCigCnrmlaVr+ntpuu6fbalYO6SPbXMYkjdlYMu5TwcEA4PFNj0TR4/Ek3iaPToRrc0PkNecl1i+X5FycKDtXOMZwM1exSigGZNx4X8K3Gk3Oky+GtJ/s+8ObqBLRESf5g3zhQN2SATnrUupaB4e1S0ez1TQtNvbZ4o4GhntkdWhjbckRBHKBuQvTNaI6UtAzNvvD/h6/vbq+vtB0y6vLy2FndTzWiO81uDnyWJGWjzg7TxwKli0bQodI/saDQtLh03eH+xx2kawhgQQ2wDbkEA5x2FXaKAK5sdPZAjafaMuJAVMKkESndKOn8Z5b+8euae9tZySvNLZWzyv992iUsxwBknHJwAPoBUtFFhWALErbo4Ikb1VAKkErAs2AS3U461HRRYZIkroMAkDOetBmfeWzycd/So6KAHmRyHBP3utONxJu35JIpqo7AEA8jNAjc5IHfFAhPMbAGeBT/Pk+U7j8owP8/hTfLYNtwcmkVGYcAnvQA8zyFCuTjGKbvYZOetI6shwRjNNoAesjLnB75/GmEkgDPSiigBzyOy4J4pTI+FGTwMCmUGgBwkcbiD97rR5r8EnpnFNooAXzX3bs80eY+3bmm4ooACzHqaNzbQM8A5oNJQAu9hjk8Uz3p2M/hSGgBKSnUhpgJikIpaKQDaQ07rTTQIjXpT1pi08UDHCnCminAdaAHUvtSc0UALRRRQAtKKTtS9qAEpaKO1ABQaKKBhRRQKBBS0lH40AFOjwXGRxTaUEg8HGKAPnv4q+NPFOl/EfxBoT+JdS0/ToZje2g00BWKW9jDOLZnZH8vzHZcuOPvgq28AZOreMvEd+2n3T+N7yzZtHhaZ7q6ksIGnjWbzwRE6ASs6FVGDu28be/vWq+BfBGsay+tax4W0y/1KQqZLmeHez7V2KDnggLxjpwK1ND0rSNCVl0TTLawDxpE/kpt3Im7YD64Luf8AgR9afMxWPA77xZ4zt/h5qR0jXnuXtNP1GS5XVL6W3uolN1EsEySbJCzRgSpsZ1xvHJqX4qeMfGFndi2n8Tf2Tc2+sXAvhpRa6gsowmnywRF28gshaZFL7W2+e42nmvYV8A+AFgt4H8FaBPFbBxAlxYRzCMO298bweWY5J6k1KngvwOlhPpyeDdAWxuW33FsunxLFK2UOSgXB5iiPTrGvpT5gscP+zXrGr63pmt/2zJcy3OnNb2dy0+pXF0y3Sq5lXEzELwYmymAfMx/DXqtUtM0fRNIZzo2j6fphkRY5DaWyRb1UsyhtoGQC7ke7H1q5SbuMD1paSjNIA4ozg49aKKACigUUAJS0UUAIelJS0UAIfeg9KKMUAJSUuKSgBDSE0uKQimAhpOtOpCKQiBTUooooGOFOHWiigBwNA7UUUAhaWiigOgZpaKKBhR2oooBh3oPWiigAooooEIelFFFA0KKKKKADvRRRQAtIaKKAAdKKKKAA0h4oooEw6UZ4oooAKWiigGFBoooAKT3oooAT1ooooAQ0UUUAJ3xSGiihCEpCKKKAP//Z" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>公務員試験研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>4112</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />無料電子書籍 pdf 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />無料電子書籍アプリ 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />無料電子書籍 おすすめ 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />楽天 無料電子書籍 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />オライリー 無料電子書籍 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />スマホ 無料電子書籍 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />無料電子書籍 アプリ 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br />キンドル 無料電子書籍 横浜市・川崎市・相模原市・横須賀市・藤沢市・茅ケ崎市・大和市の上級 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>神奈川県横浜市・川崎市・相模原市の厨房機器 買取 厨房器具 ~ 神奈川県横浜市・川崎市・相模原市の厨房機器 買取 厨房器具 買取 リサイクルショップ『厨房家』 様々な厨房機器を取り扱っております。 買取やお引取り等のご相談を承っておりますので、 お問い合わせ下さい。</p><p>【伸光産業】解体(ビル解体・建物解体・内装解体)土木工事 ~ リサイクルフローチャートその1 リサイクルフローチャートその2 伸光産業は、産廃プロフェッショナル認定業者です。(産廃プロフェッショナルについてはこちら) 本社 2430303 神奈川県愛甲郡愛川町中津65番地 電話:0462866855(900 </p><p>株式会社日本造園神奈川県横浜市 エクステリア・外構・お庭の ~ 営業エリア 東京都(世田谷区・大田区・品川区・杉並区・町田市・多摩市・狛江市)神奈川県(横浜市・川崎市全域・海老名市・大和市・綾瀬市・伊勢原市・藤沢市・鎌倉市・横須賀市・厚木市・相模原市全域・平塚市・大磯・三浦市 </p><p>【伸光産業】解体(ビル解体・建物解体・内装解体)土木工事 ~ 1 事前調査 解体現場となる物件の周辺状況、作業現場、搬出経路、残存物品の有無、廃棄物など、事前調査を行います。 2 解体作業計画の作成と、関係省庁への届出 1の事前調査の調査結果に基づき、解体計画を立てます。</p><p>神奈川県 横浜市都筑区 店舗一覧 横浜銀行 ~ コンコルディア・フィナンシャルグループ 東日本銀行店舗・ATMを含める 取り扱いサービス 投資信託・保険 外貨預金 外貨両替 円貨両替 両替機設置 通帳利用可能ATM 通帳繰越対応ATM 現金振込・硬貨取扱可能ATM 横浜銀行ATM宝くじ</p><p>山創建設株式会社神奈川県横浜市 エクステリア・外構・お庭の ~ 会社情報 会社名 (ヤマソウケンセツ カブシキガイシャ) 山創建設株式会社 設立 創業1966年 の48年目の会社です。 代表者 山口 隆 住所 〒2330006 神奈川県横浜市 港南区芹が谷1-26-10 電話 0458205185 FAX</p><p>神奈川県横浜市都筑区の店舗一覧|三菱UFJ銀行 ~ ※各拠点ごとにお取扱するサービスは異なります。該当するサービスがない場合、以下検索結果の取扱サービス欄にはアイコンが表示されません。</p><p>市民セレモ・さいたま市緑区の葬儀社|埼玉の家族葬・葬儀 ~ 川崎市麻生区 川崎市川崎区 川崎市幸区 川崎市高津区 川崎市多摩区 川崎市中原区 川崎市宮前区 相模原市中央区 相模原市緑区 相模原市南区 横浜市青葉区 横浜市旭区 横浜市泉区 横浜市磯子区 横浜市神奈川区 横浜市金沢区 横浜市 </p><p>家具の回収処分 横浜市・川崎市から神奈川県全域で不用品 ~ 横浜市・川崎市・横須賀市をはじめ神奈川県全域で家具や家財道具の回収処分にお困りの際はテレビや雑誌でお馴染みの神奈川リサイクルジャパンにお任せください。ベット・学習机・食器棚・箪笥(タンス)などご不用になった家具 </p><p>神奈川県横浜市の看板制作ならココ・デザイン株 ~ 神奈川県 横浜市 川崎市 大和市 相模原市 座間市 厚木市 海老名市 綾瀬市 藤沢市 茅ケ崎市 平塚市 鎌倉市 小田原市 横須賀市 秦野市 逗子市 三浦市 伊勢原市 南足柄市 愛川町 清川村 中井町 大井町 開成町 寒川町 二宮町 箱根町 真鶴町</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319656814" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-34464846139196524162019-05-26T04:34:00.000-07:002019-05-26T04:34:08.082-07:00【最新刊】 読んで使える!Excelによる経営データ解析 無料電子ブック 音声読み上げ 読んで使える!Excelによる経営データ解析, 電子ブック 書誌 読んで使える!Excelによる経営データ解析, 電子ブック ハピネス 読んで使える!Excelによる経営データ解析, 電子ブック 法人 読んで使える!Excelによる経営データ解析<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 読んで使える!Excelによる経営データ解析" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">読んで使える!Excelによる経営データ解析</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>東渕 則之</td></tr><tr><td><strong>ダウンロード</strong></td><td>9720</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 読んで使える!Excelによる経営データ解析 バイ <br />無料電子書籍 pdf 読んで使える!Excelによる経営データ解析 バイ <br />無料電子書籍アプリ 読んで使える!Excelによる経営データ解析 バイ <br />無料電子書籍 おすすめ 読んで使える!Excelによる経営データ解析 バイ <br />楽天 無料電子書籍 読んで使える!Excelによる経営データ解析 バイ <br />オライリー 無料電子書籍 読んで使える!Excelによる経営データ解析 バイ <br />スマホ 無料電子書籍 読んで使える!Excelによる経営データ解析 バイ <br />無料電子書籍 アプリ 読んで使える!Excelによる経営データ解析 バイ <br />キンドル 無料電子書籍 読んで使える!Excelによる経営データ解析 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>第25回 データサイエンティストとはどんな職業か? 経営者 ~ ビジネス数学の概要やビジネスに必要な5つの力、活用法方・メリットについてまとめたページです。経営者・有識者インタビューやビジネス数学関連動画などのコンテンツについてもこちらからご覧になれます。</p><p>データ活用のためのエクセル研修(1日集中講座) ~ このような方にオススメです 基幹システム等から出力したデータ(CSVデータ)を照会・加工・集計する事が多い方に特にオススメです。 経理、総務、人事、営業事務、生産管理、経営企画、バックオフィス部門でエクセルを毎日お </p><p>受取利息(源泉所得税・復興税)の計算フォームExcelファイル ~ 弥生会計16起動モジュールは動作を停止しました 経理に弥生会計16スタンダードを使っているのだが、新しいパソコン(Windows10)に 記事を読む 平成27年小規模事業者持続化補助金の最新情報 平成27年 小規模 </p><p>社会システム分析用ソフトウェアについて ~ 統計・社会システム分析フリーソフトウェア College Analysis Ver72 (ダウンロードは下です) トップページでもお知らせしましたが、このホームページにあるマニュアルやテキスト類のWord版の配布をやっています。またプログラムソース </p><p>SCAT Steps for Coding and Theorization 質的データの分析手法 ~ 最終修正 2019329 1900 Move to English version of this page ニュース 名古屋大学出版会から 質的研究とSCATの本 を出版しました 『質的研究の考え方 ー研究方法論からSCATによる分析までー』 大谷 尚 この本は、人文・社会科学系 </p><p>【マーケティング本】おすすめ必読書2019年最新版 エリート ~ マーケティングに関するおすすめの本を、必読書に絞ってこの記事でまとめてみました。 ドラッガー曰く、経営とはイノベーションとマーケティングであり、マーケティングとは顧客創造である。経営そのものと近い分野であるだけに </p><p>統計学の学習なら大人のための数学教室 和®(なごみ) ~ 私は、分析系システムの構築支援を行う企業に所属し、現在はお客様の法人営業の支援システムを設計しています。ITのコモディティ化と言われて久しく、業界では単にIT化だけでは付加価値が出せないため、統計・データマイニング </p><p>朝倉書店|お知らせ ~ 新刊のお知らせ(4月23日刊行) 20190423 新刊のお知らせ(4月23日刊行) 『Pythonによる ベイズ統計学入門(実践Pythonライブラリー)』 『土壌物理学 (実践土壌学シリーズ 4)』</p><p>経済学の良い教科書 プロバイダーなら ぷらら ~ ホーム > 経済学の良い教科書 経済学の良い教科書 独断と偏見による良い教科書リスト 2000年 東洋大学 経済学部 専任講師(執筆当時) 上村敏之 「上村敏之の研究室」ホーム 上にフレームが出ない場合はこちらをクリック</p><p>実務で使える抜取検査とは? 品質管理研究所 ~実務で役立つ ~ 実務で使える抜取検査とは? ~品質管理研究所 今回は、実務で活用できる抜取検査についてご紹介します。 (1)全数検査と抜取検査について (2)抜取検査とは?(3)AQLによる </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320018273" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-52445416403477208002019-05-26T03:29:00.000-07:002019-05-26T03:29:05.966-07:00【最新刊】 基礎数学 統計学通論 第2版 無料windows10 電子ブック 基礎数学 統計学通論 第2版, 電子ブック 貸出 基礎数学 統計学通論 第2版, 電子ブック 電子書籍 違い 基礎数学 統計学通論 第2版, jpg 電子ブック 変換 基礎数学 統計学通論 第2版<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 基礎数学 統計学通論 第2版" 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">基礎数学 統計学通論 第2版</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>北川 敏男, 稲葉 三男</td></tr><tr><td><strong>ダウンロード</strong></td><td>8323</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 基礎数学 統計学通論 第2版 バイ <br />無料電子書籍 pdf 基礎数学 統計学通論 第2版 バイ <br />無料電子書籍アプリ 基礎数学 統計学通論 第2版 バイ <br />無料電子書籍 おすすめ 基礎数学 統計学通論 第2版 バイ <br />楽天 無料電子書籍 基礎数学 統計学通論 第2版 バイ <br />オライリー 無料電子書籍 基礎数学 統計学通論 第2版 バイ <br />スマホ 無料電子書籍 基礎数学 統計学通論 第2版 バイ <br />無料電子書籍 アプリ 基礎数学 統計学通論 第2版 バイ <br />キンドル 無料電子書籍 基礎数学 統計学通論 第2版 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>朝倉書店| 機械振動学通論 (第3版) ~ 目次 1 振動に関する基礎事項 11 機械の振動問題 12 力学モデルと自由度 13 単振動 14 単振動のベクトル表示 2 1自由度系の振動 21 不減衰系の自由振動 22 粘性減衰系の自由振動 23 粘性減衰系の強制 </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ この検索機能は書籍検索エンジン「」のサイエンス社・新世社・数理工学社用のものです。 サイエンス社の書籍検索 新世社書籍検索 数理工学社の書籍検索</p><p>【裳華房】 訂正表・正誤表の掲載書籍 ~ ・裳華房の発行書籍の中で,最近刊行されたものを中心に,正誤表・訂正表をWebで公開している書籍の一覧です. ご購読の皆様にはご迷惑をおかけしましたことを謹んでお詫び申し上げ,訂正いたします. ・下記の一覧は,すべての </p><p>実教出版ホームページ ~ 演習問題の詳解データ SolidWorksによる3次元CAD SolidWorksによる3次元CAD 第2版 最新ネットワークシステム Excelで学ぶ経営科学入門シリーズV 品質管理 専門基礎ライブラリー 電気数学 専門基礎ライブラリー 流体力学 専門基礎 </p><p>学術図書出版社 分類索引リスト 物理学 ~ 書 名 著者名 ISBN 定価 物理一般 みぢかな物理 吉江寛 著 9784873610924 1728 物理一般 Lets物理学 小無啓司・重本和泰・松岡和夫 共著 9784873610276 2052 物理入門 第3版 物理学入門 原康夫 著 9784780605006 2160</p><p>教育内容 化学システム工学科 ~ 曜日 月 火 水 木 金 1限 9001030 環境安全工学 化工選択 分子必修 b情報処理基礎 2限10401210 インターメディエイト・イングリッシュ 輸送現象 17台以前 a情報処理基礎 統計 関数論 3限13001430 化学反応速度論 技術者 </p><p>矢野健太郎 数学者 矢野健太郎 数学者の概要 Weblio辞書 ~ 矢野健太郎 数学者 矢野健太郎 数学者の概要 矢野 健太郎(やの けんたろう)生誕1912年3月1日 日本死没19931225 1993年12月25日(81歳没)研究分野微分幾何学研究機関東京大学東京工業大学プリンストン高等研究所新潟 </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ Key Point Seminar 3 Key Point Seminar 「工学基礎 微分方程式第2版」 及川正行九州大学名誉教授 永井 敦津田塾大学教授 矢嶋 徹宇都宮大学教授 著 定価:1998円(本体1850円税) 発行:サイエンス社 発行日 </p><p>WWWで統計を学習しよう 香川大学経済学部 ~ 最終更新日 counter 199887からの累積 検索系相談等 fpr 心理学研究の基礎(心理学研究法・統計手法・実験計画など)日本語 procglm 心理学系大学院生+αの人のためのQ&A fprでは発言しづらいような基礎的な統計解析を </p><p>カリキュラム 時間割|筑波大学情報学群 情報メディア創成学類 ~ ※通年集中:情報メディア特別演習 ※英語 2年次 半固定時間割: 春秋学期 木曜1時限(第1エリア)推奨 ※教職:哲学通論CI II(1&2M金3・4)あるいは 哲学通論DI II(4&5M金3・4)のいずれかを履修すること</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/432001037X" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-26704665473265877532019-05-26T01:49:00.000-07:002019-05-26T01:49:10.151-07:00【ダウンロード】 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試
験・精選実施問題 無料電子ブック オフライン 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題, 電子ブック コピー 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題, surface 電子ブック 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題, アマゾン 電子ブック 無料 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題" 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>(単行本 - Apr 2009)</td></tr><tr><td><strong>ダウンロード</strong></td><td>8542</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />無料電子書籍 pdf 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />無料電子書籍アプリ 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />無料電子書籍 おすすめ 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />楽天 無料電子書籍 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />オライリー 無料電子書籍 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />スマホ 無料電子書籍 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />無料電子書籍 アプリ 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br />キンドル 無料電子書籍 特別支援学校教諭の精選実施問題 2010年度版 (教員採用試験・精選実施問題 バイ <br /></div><br /><div style="margin-bottom: 10px;"><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319474090" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-50713774101357726312019-05-26T01:13:00.000-07:002019-05-26T01:13:08.984-07:00【オンラインで読む】 確率と確率過程の基礎 (経済社会の数理科学) 無料電子ブックリーダー 確率と確率過程の基礎 (経済社会の数理科学), 電子ブック 作成 ソフト フリー 確率と確率過程の基礎 (経済社会の数理科学), 電子ブック タブレット 確率と確率過程の基礎 (経済社会の数理科学), wordpress 電子ブック プラグイン 確率と確率過程の基礎 (経済社会の数理科学)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 確率と確率過程の基礎 (経済社会の数理科学)" 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">確率と確率過程の基礎 (経済社会の数理科学)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>森 真</td></tr><tr><td><strong>ダウンロード</strong></td><td>4887</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />無料電子書籍 pdf 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />無料電子書籍アプリ 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />無料電子書籍 おすすめ 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />楽天 無料電子書籍 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />オライリー 無料電子書籍 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />スマホ 無料電子書籍 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />無料電子書籍 アプリ 確率と確率過程の基礎 (経済社会の数理科学) バイ <br />キンドル 無料電子書籍 確率と確率過程の基礎 (経済社会の数理科学) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>確率論の入門基礎 松原望 ― 総合案内サイト ~ 責任編集 松原 望(Nozomu Matsubara ) 東京大学大学院新領域創成科学研究科教授・ 総合文化研究科及経済学研究科教授兼、 放送大学客員教授 専攻:相関社会科学、統計学 メールアドレス</p><p>教員紹介 青山学院大学 社会情報学部 ~ 大林 真也 准教授 OBAYASHI SHINYA 数理社会学、社会制度論 現代社会のような流動的な人間関係において、人々が助け合って生きていくことができるようになるためのメカニズムを、社会学・心理学・経済学の知見を応用しながら解明する </p><p>情報による人と社会の有機的関連を構築する ~ 情報による人と社会の有機的関連を構築する 人間と社会に必要不可欠な「情報」が研究対象 インターネットでの電子メールやWWWという新たなコミュニケーション手段と,PCや携帯電話などの高性能な情報通信機器の一般社会への普及は </p><p>第2版 現代数理科学事典 ホームページをリニューアル致しまし ~ 数理科学の実態と可能性を誰もが実感できるものをまとめたい。それが本書の編纂趣旨である。本書は「数理科学とはいったい何であるか」、「数理科学の可能性とは何か」に関心をもつあらゆる人々のさまざまの疑問に回答を与えて </p><p>Why dont you join us Osaka University Statistical Science ~ 基礎工創立以来50年の歴史を持つ統計学の研究グループ 図書や雑誌などほとんどの文献が揃います.古い論文等を探すのにも苦労しません.もちろん新しい文献は阪大が契約する電子ジャーナルが充実. 統計学・統計科学の研究者 </p><p>確率微分方程式 Wikipedia ~ ナビエ–ストークス微分方程式、障害物のまわりの気流をシミュレートするのに用いられる。 天文学 物理学 化学 生物学 地質学 応用数学 連続体力学 カオス理論 力学系 社会科学 経済学 個体群動態論</p><p>全研究室一覧(専攻別) 研究室 東北大学 大学院情報科学 ~ 情報基礎科学専攻は、計算科学、ソフトウェア科学など情報科学の本質を探る基礎理論、超並列計算、大規模高速ネットワークなどのための次世代の計算科学、また情報科学の幅広い可能性を探る数学と数理科学など、未来に向けての </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ SGCライブラリ 34 臨時別冊・数理科学2004年7月 「経済における確率的モデルへの招待」 ~ 集計とゆらぎを扱うための道具箱 ~ 青木正直カリフォルニア大学名誉教授 著 青山秀明京都大学教授 藤原義久ARTネットワーク情報学研究所 </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ SGCライブラリ 132 臨時別冊・数理科学2017年3月 「偏微分方程式の解の幾何学」 坂口 茂東北大学教授 著 定価:2200円(本体2037円税) 発行:サイエンス社 発行日:20170325 JAN 4910054700374 / B5判/112頁</p><p>松原望 ― 総合案内サイト ~ 179173 社会を読み解く数理トレーニング preqmss 統計基礎+意思決定+基礎ゲーム理論で社会への見方を深める入門基礎。分野の混成で学者からは?もあったが、社会人には却って好評。 565802 国際 </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/432001717X" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-84342733982237578292019-05-25T23:03:00.000-07:002019-05-25T23:03:06.206-07:00【ダウンロード】 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シ
リーズ) 無料電子ブック オフライン 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ), 電子ブック 公共図書館 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ), 電子ブック 開かない 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ), 明治大学 電子ブック 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>(単行本 - Oct 2004)</td></tr><tr><td><strong>ダウンロード</strong></td><td>6088</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />無料電子書籍 pdf 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />無料電子書籍アプリ 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />無料電子書籍 おすすめ 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />楽天 無料電子書籍 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />オライリー 無料電子書籍 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />スマホ 無料電子書籍 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />無料電子書籍 アプリ 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br />キンドル 無料電子書籍 大阪府・大阪市の英語科 2006年度 (教員試験県別受験対策シリーズ) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>松江南高校の掲示板 島根県公立 高校受験ナビ ~ 箏曲部について質問です。練習は週何日ですか?どんな練習内容ですか?あと部員の雰囲気がどんな感じなのかも教えてほしいです。質問多くてすみません。</p><p>松江南高校の塾 島根県公立 高校受験ナビ ~ 1首都圏地区 上智大7%増は、全学部統一日程の「TEAP利用型入試」( 英語 検定試験「TEAP」の受験が必須、各学科が設定した基準点を出願資格とし、 英語 以外の2教科で合否判定)が47%増と人気を集め、従来型の一般 </p><p>近畿大学 Wikipedia ~ 近畿大学(きんきだいがく、英語 Kindai University)は、大阪府東大阪市小若江341に本部を置く日本の私立大学である。1943年に設置された。大学の略称は近大(きんだい)。</p><p>東京都立日比谷高等学校 Wikipedia ~ 東京都立日比谷高等学校(とうきょうとりつひびやこうとうがっこう)は、東京都千代田区永田町二丁目にある全日制普通科の都立高等学校。</p><p>Between情報サイト ~ 進研アドTOP Between 情報サイト</p><p>増加するテクノロジー被害(電磁波犯罪) ~ BMI電磁波兵器で、人間の脳波へ攻撃し、24時間監視と電子拷問が行なわれています。 集団ストーカー、テクノロジー被害者に、精神疾患レッテルを貼り隠蔽し続けている 創価学会のテロ集団に破防法を!反日在日 </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319535677" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-87507270604519226952019-05-25T19:40:00.000-07:002019-05-25T19:40:01.643-07:00【最新刊】 経営系学生のための基礎統計学 オンライン電子ブック epub 経営系学生のための基礎統計学, 電子ブック 求人 経営系学生のための基礎統計学, 地域批評 電子ブック 経営系学生のための基礎統計学, 電子ブック mac 経営系学生のための基礎統計学<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 経営系学生のための基礎統計学" 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BeFi8PCKvEjBQf8a+mvClqpijDjBCiivVVGlH2e7WoUKTrVJKpsnoaGladIdDGnzXFw37gQmbftkPy43ZHRu+R3r5X+Mmq+I9P8ST+CfEGtXF/pMN1HMkpRDP5RGRk45IDEc55FetfFH406n4F8U3Ggy+Fo5UVRJBcG6IEqEfext9cg+4NeK+LviJp3irxBBrV54Ot5L2MKoxdOVcKcjcoAzjP60YKhUi+dx0fpuGLr05LkjLVeux6J8RNb0vwH4Dg0bQUWK7u4vLtlX7yIfvSt3z6H1PtXI/CfwHfxyw6/rOsT+H4XYfZ8SiOSXPPO7+HGeCCTXJQ+KNSl8bPquoaXbX+pSSKkEN2jbITnCgJkAY4xn69a9lGl/EjxPYvY61ZeForKUYkSVHlYe4AOAfQ5FXUg8PT5bpX3bM6bVefMk9Nkj3Dw81u8CyI6OCOGUgg/lXgv7TvxM1yLWL3wJp8ItLHykFxNjLzhlVsD0XnHqcH6VxQuPEvwg8fW2mwahLc2knlyNEARFPGxwRsJOGyCAfavpa40bSdcmgvL/TbS4uYeYpZoVZ0+hI45rmUI4Wam/eT2OrnliYOC91o8o0bTvDlr4X0nT/EV7ryXQsoXkhE92yKSvQBcqMeg6YrVj/4QgKB/bniUAdB51/x+leuWenJHyCK8/wDjX8RH+Hr6YItKS/W983dmbyymzZ04PXdWcJTrSslq/wCuxpJRpRvLZHn3ji7+Gmnx2uoXlxr+o3UUo+zq1xciRMkbmUyEYxwTg+lc78RVtPE8WkaL4GvNT1iS8JmnWS+lkWJRwN4ckKc56+laljoGofF/VV8V+Ip2sdJGY7KyibcxUHDfN25BycZP4Cu9um8EfC7T4biS1jsVu5FixAm6WUDqx5yQuST/APXrq5lTajG7kum6OWzqpt2UX16mn8LtO1PwV4PnXXNce/S3jM2WHy26KvKqTyR9fwArwn4d6Bqnjnx5f+KTKtpHFdm6ErReYPNLblULkAgdfwFe/wDjKwn8beCrew8M39qbHU5UW6vFfO23GS2wDqSQFwfU03TI/DXgu3h0CKG7git1BHl2U0gYnqxZVIJPesadeUFJ/al+BtOjGbivsx/E8q/aG07W7PwTZvqWsR3sJvlCxraCLB2PzkMfeo/2dLTWbjw3cvpusx2MYvWBVrQS87E5yWHtxWt+074g0jVPBVha2DXJkW/Vj5tpLEMeW/d1A79PrWZ+znr+maT4YuYrx7jcb1mxHayyDGxO6qRW65/qW3UwfL9b36Hb+JfhdrXiLW7fW77xxerd2wUW5gtRGIcc5UBuDnr6113i3xTdeA/hxNqOoXf9oX8EQhjlkQIZ5jwDtHHuQOwNcj4b+Leo3Pi+XT7/AMJanBo0sgjtLkWkm9OwMgI6HIPHT3rK/a/vCfDWh2qZEb3bucdMqnH6PWEadSdWFOpsbynThTnUp7lD4D+H5dZmuPH3iBjfanezN9neXnaMkM+PXIIHoBx1rX/afu49P8AQWB/119dKB67UBZj+e0fjXTfBcQf8IJoXkbTH9jTp03Y5/XNeQfHjUpPGnxes/DFg7PBZutoMcgOTmVvwHX/crSleriuZ7R/QmolTw3Kt5HtPwoilfwRoSz5Mn2CEkk8/dH/1q8X+Pek3HgP4jWHibQT9kN3mdNnAEqEBxjphgVyPc19GeELNLeGGCJQscSBEHoAMAfpXjn7ZzQiHw9FwZM3Df8BxGDWeClfEeTuVi4WoeaseyfDXxImu6DYanH8qXMKyYz0JHI/A5H4V3iHcoNeEfs7l1+HuihiclHP/AJFevcrUnylrirRUZyS6M6qUuaCb7E1FFFZGgUUUVSAKKKKACiiigAooooAK8K/bKuvJ8AWdsp+a4v0GPUKrn+eK91rzD4u+EJfFvijQVuo86Tpoe6mz/wAtpSQET8MEmt8PNQqKT6GOIi503FdT42Gmz6V4ss7CfImWWBnBGCpYKxH4Zx+FehTaneaV8XJ/D1lLdppd9fRLNbQTvHgvtJZCpBXBbPHBGc+tO8feEfEN58YLq7tNFv5rb7ZC3nLCdmAEyc9PWvYJdJ1CLWhqFl4Q029nVQFvXuVjl6YxyhPt1r1sRiIvlb1uv8jzKFB+8lpZ/wCZ5z+0VodvpvhPTp4bvUpme927bm9kmUDYx4Dk4PvTPgn4R0zxH4IMeptfSRNdOGiS7kSM4AxlQcZrqPi54Z8aeNNCtdOj0GysTBcedvOoCTcNrDGNgx1qp4E0Lx/4V8JT6PYaTp7XrMzRXL3YKoWxzt284x61zqo/qyhzLmubOFsQ5OPu2PT/AIeeCNH8KiZdHhmhjnYM6vMzrkdwCTj+tcl+1y7RfDuw8tirLqiEEHBBCSVd+ECfEjSZTp3it7W+ssForjz90yH0PHzA89elQftVWGoar4DsYNPsri7m/tFG2QxlyB5cnOAPcVz0tMRHmd/M6KzTw7sreRw/wUuvFHibw9K8/ie4jFvP5Me+3SVsbVPLNyeveuu8K/DG98O/aDpPiKaJrl98rtZxszHsMkdPauV+COieNtG0WeFNOs7TzLnfsv1kVz8qjI29vrzXrdv/AMLACDEfhvHuZqrESaqSUGrEUIJ04uadzyn9oax8Q6T4CV7nxFLdwz3aRPF9mSPI2s3VfdRxU/7MOs+IruxuhqGofaNOgYRQpJlpFbAP3v7uCOD3q3+0DpXjvWPCNvay6fYXYF6j+XpySvICFfkg8beev0p37O3h/WNE0S6g1fT5rWSS73or4yy7VGevtWrlFYO2l7maUvrd9bWOx+MmleEW0dPFHiiyiuBpiMYg5/1hYYCY/iycYHrzXg3wh1TxdqOvXK6TYWDac0pklEkIjjgBOdqsoyOOg56dq9Z8X+DfEXxG1eF/EDyaR4dtGJt7FWBnnPTe+OFyM4HJA9Cc12/hvwpZaTYR2Om2kdvbRD5UQfqT3PuayVaNGi4bt/gaOjKrU5tkvxPknxUpHxiuVGcjVlH/AI+K9p8cT+PfCttL4h0K/j1PTo/nnsri3UtCvqpUAlR9cj3rznxV4R8ST/GK+urbQdRktV1bf5wt22Fd453YwRX1BpOni4tHiljDK67SrDIIP9K3xdaMfZvR6amOFpSlzrbU8e8C/ELwv8QNZs7TXtCtYNYiy1q7qJEZup2EjIPGcfrXrE3g3QNYuBeX1j58xULvEzrkDp91gK8htvgfe6T8SIdWs76JNHguhcxxjcJVwdwTpjGeM56V9C+HomEQD81yYl01JOk9PyOrDKo4v2q1/M5dvhz4VUcaUw/7eZf/AIqvA/2qNA0rQptCGmWptzN5+/8Aeu+ceXj7xPqa+q/E2lDVdKlsxeXlkXIIns5jHKv0YV8W/FrRPGsvji50O5l1nXo7SUizlmjaTKOFOQcY7AH6Vvl/vVbuWxjjlanZLc9G+BXhPRdW8Cadc3lk0ssjS5bzpFziRh0DAdq9KufhV4Ou1V7jQY5iBgGSaRsD2y1ZvwN0G90TwfpunX8YS4jDNIoOdpZi2PqAa9jt4V8scVzV6svaycX1OijSj7NKS6HHeDfCemeHLV7TSLJLO3kk8xkUkgtgDPJPYV0zWS496zvE8viq2uo/7BsdGuLcp+8N5cSRuGz2CowIxj0rCbVPiOCf+JR4Z/8AA6b/AONVlZvW5rdLRI82/bBg8rwRp/8A2EV/9FvWH+y7GT4Su/e/b/0BK6f4xeGPHvj7RbfTrq30CyEFwJw8d1K5OFYYwYx/erL+F3hHxx4M0yTT4LfQ7wPOZi73MqYyAMcRn+7XdzxeF9ndXOJwl9a9pbSx7Tb6cDGrM2K8/wD2ifBk3iTwG/2Bd97YP9ohQdZAAQy/Ug/mBWZ8S9C+KPi3SrXT4brRdIt4pBLJ9nu5i0rAgrz5YIA6/XHpXWfDa38X2+ifYfF13aX1zGQsU8BYl0x/HkDn37965or2VqkZK66HRL97eEou3c+ZvA3xZ1Xwl4Zn0OKyjuHXd9kmZ8eSW/vDHzAE57V0f7Onh641DWbrxbqCs53NHbs/V5G++/5cZ9zXqXjX4JeF9d1V9Ta1ntZpX3SrbPsWQ9yRg4J9sV0MHhe/0vw59g8MRWNrcQoqW32hWMaAEZzt5PGfx611VsVSlBqmrOW5zUcNUjNOo7qOx0J1HTfDuiy6pq13Fa20K7nkkOPy9T7Cvkn4ia/qPxZ+JSnTLeXyWxb2iH/lnEDy7enUk/gK9g1z4S634mukn8ZeM7y+VTkW1rCIok/3Rkj8dufeuv8ABvw+0fw7CYdJ09IN335D80j/AFY8ke3SopVaWGvKOsvyLq06mIai9I/mXvhzoselaVZ6fCD5drCkak98Dr+PWvSbdcIBWbo+nrAoyK1l6dq4JSbbbO1KyshaKKKgYUUUVSAKKKKACiiigAooooAKiuIVlGGGc1LRSYGNc6PFI+7aKfBpiRjbj9Kt6vqFtpenz392zrbwIXkKRs5A9lUEn8BXMaH8TPBet3QtdN8QWcs5OPKYmN8+m1wCfwq4xk1dITkluzoJNNjYYKj8qiGjwg8IK0obhJRlSKlqLjMyLS0RsgAfhUlzYJJHtxnir9FFwMOLRkV8449KvpYoq4xVwngmsM+MPDI1OXTDrunC9ibY8BuFDq3oQTnNNJvRIGy5caaki9Kgg0aKNs7RWlFcxS/cYH0qakgKP2BD1HepktUVdoUVYpM0AZV7pSTNuK1NZWCQAACrrSKOpAoEiHowouFiCSyic5KjNSQQJEMKMVKDmlPtSARlBUg1j6lpCXDZIBrZooAx9O0pLc/dANa6DC4paKdwGSRhxg1AbNCelWqKAKL6fGwxtqNdMjBztH5VpUUAUTp0ZHIFLFYRRnIUVdoouwIvIQjkCk+zx4xgflU1FAFVrKItnaKfHbRp0UVPRQAiqFHFLRRSAKKKKACiiimAUUUUXAKKKKLgFFFFFwCsvxRrtj4c0abVtRMi2kBXzWRc7AzBdx9hnJPpWimQAKo6/YQanpdzYXcKzW9xG0cqMMhlIwRTVrq4ne2hmal4q0KLTBey6tYx2rLuWZrhQhHsc4r4l1nVdI1r4m32r3s722my30kzNEnzFASQBjoWxjPvXY/GT4U6P4K0mfVI9ZvJPMmEdrbSIucsc8t3AAPaqPw/8FeHP+EN/wCEm8Xu0cLuTErSMilOgGF5LE5wB2r2cPGjQpuom3fQ8nESq1ZqFkrans3w1+M+g694hj0OCG9gZwfs8kwG2QgZI4JweD1617XaXSSoDkV8ZXfiqHwwo1Lwr8PhZwRnamo31s/fjKk9M/7xp+k/Hn4gR3aHZYzx5wYxbHGPTIORWFTAOp71NWXmzeGNjH3aju/JH2kWG3Irxr4lfFbxH8P/ABBHFrfh61udHupXFvdWtwQ4UHoysMbsEHHA967nwN4ik13QbDUZbZ7ZrmBZWhfhkJHQ15b+15e6N/wh0Gn3N2q6k9ws1pCvLELkMT6Lgnk9x7ccuGpqVVQkrnRiJuNJzi7Hqvg7xlpnifQrfV9OlLW9wpZd4wwIOCCOxBGK+cP2wNTsLjxdpVnbRw/aoLdnnlUfMQzfKp+m0n/gVZnwq0nUda8ESG98XX2n6HZySh7azbyzx8zln7jB6YNcR4R8PR+MPHT2VkLhdOErSO7vudYQeMt6nIH1NejhqEKVWUubSJw4ivOrTjHl1kfSv7Ph1bTvBNlFqt7JO8376JJGJ8mNgNqZPPTn2zivabaYOg5ya+RfEfg3xR8PrKTxF4Q1u9+x2/zz27tuKKP4sfdcD3GfrXqXwN+LMfjC1ezv0S31W2UGRF+7IvTcv49R249a4q9FyTqxd1+R10aqi1SkrP8AM9slkSNC7sFUDJJ6CvDPF/xl1PV9ek8NfDPTo9SuUJWbUJv9RHzglexH+0Tj0BqL9qrx1PpPhK30HTpmjudWLeay8EQLjcB7kkD6ZqX4MeFIvD/hS1tzGBe3CLNeOerORnGfQZx/+ulClGFNVZq99kVObnU9nF2tucN40vPiBo+p6O/in4g3sFtqUjRSvp6hFt5OMcDG5TnrgYxXRX0HxW8LWp1DQ/FB8SQRfNLZ3sAMhUf3SCST7ZH41yf7Ul79q8UaF4ZtWDSRjzXAP8UjBVH1wp/OvetDtt8KoQThQOee1bVZuFOE2lr0sY04KVScE3p1uYHwi+L+neNI2tZYzY6tCuZrVmyCB1ZD3HrnkV6vbTrMuQa+LPjRbyeA/jQup6STCZNl8ijgZJIZfoSp/OvqrwVqy39hb3CH5JolkX6MAR/OscVQjFKpDaRrh6spNwnujr6KRTkUtcR1BRRRQAUUUUAFFFFABRRRTAKKKKQBRRRQAUUUUAFAoooAKKM0jEAdRQ3ZXYC5pkkiRqWchVHc1Tu9RhiyEO9vbpWNd3ctw2XP0A6Cvic+44wOWJ06L9pU7LZer/yOqlhZz1eiOkimSWMOhyp6VIKyNDk3WxB/hatcdK+jybHvMcBSxT+0k/n1/EwqQ5JOIUUUV6ZAxOSPpRKQFOaIug+lcf8AF7xdB4N8FXuryMvnhTHbRk/6yVh8o/qfYGqjBykorqKUlFczPnT9ovV38ZfFWy8J6Y4eKzf7NkHK+a5G8n/dAA9sNXtHh7w3pwsrKz+xwyQ2aqsAkQNswMZGe+O/vXgv7P2mT6x4zvvEV65laAMd78lpZCct+W7/AL6FevfEvWNX8Gf2T4ts4ZbrT7Zng1G3DYBjfbtf0BDL1/2vevSxMfejQi9vzODDyupVpdfyNvWvh3p2r65/amrmXUggAtrWfmCDjkhBwxPq2a17LwvDAoSC1iiQdFRAoH4Cub0b46fD68hV5dXa1YjlJ7dwQfTIBH61cvfjl8OLOFpBrizkDhIoHLN+mK5pU6+zTOhVKK2aOyW3j0uxlupjiOGNnc+gAyTXzf8ADmJfiJ4s8S+K9fBuS3+jW0MnIiRwwwPTagCg/wC0T1r3mDxPo3jfwZcz6JdrNBdwSRA4wyMVIww7EZ6V8ieBPHGr+AbzUrP7Ck3mNslhkJXy5EJAPH45FdGFpTlCaj8SOfE1YxlBy1iVNaudb8EnXfBbMVhuZFV3OQSg6FfZhjP5V7l8BPBq6L4fSe4T/Tr/AGyynrtXHyrn6cn3PtXk2neC/FfxBiv/ABTdTBJ5vmtxIMCc+i/3VA4B6frXtn7P2l+I9H8PfY/ESOjRzEW8buGZY8DjIzxnOBXRjZr2XKpK+lzHB05Kpdp26HqF9pVu+jzJOitG8bK4YcFSMH9K+M/gzdSWPxQ0xrYna8jxHB6qVb/6x/Cvoj9oT4k6f4e8KXWgWF0kutXsRiEaNzAjDDO2OhweB15zXi/7PHhe7vfEa+IZY3WztQyxORxJIwK8eoAJ/HFRho+zw85T0T2LxMlUxEIw1aLX7UFxLJ400gyf6tbEFc9M+Y2f6V9C+H9SsE0gaq1xGLQQeeZScKI9udx/DmuB+PXgC58S+E4dQ06Iyalp2WjRfvSxn7yj34BH0x3r57PjjxQvhZ/ChvSLADy2TZiQKD/q93XbnjH4U6dFYqjBRfw7+gp1Xhq0nJb7Ha+Dml+IfxvufEMsZ+zxzm6weyphYl+v3fyNfVvhyHbHuI968b+AHhCTQfDiz3cRS+vyJZQRyi/wKfw5Pufauz+JHxQ0LwDpDxedHd6wyfubJG5z2LkfdX9T2rnxLdaryU9UtEdGHtRpc89G9Twv9rW9guvifFbW7h2tLGOOQDsxZmx9cEfnX0F8LIpbfw9pkEgw8dpCreoIQA/yr5n+H/hjWviB4ybxHrKyNZvcfaLi4ZcCZs52L6jpn0FfXHhazKKCR+lXjZRjCFFPVGeDUpSlVelzq4fuAmn02MYUU6vMPQCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVWuL23hYq7/MOwHNWaz77T/tE5k8wqCOgFeTnVXH08NfL4KVS/Xa3fdGlNQb996FefWFHESfixrPub2abhpDg9h0rUTR7cfeLN9TUkml2rIQE2n1Br89x3D/ABVmcH9YrRS/lTsvwX5s64VaENkc8SSRzSCp7u2e3mKHnHQ+1RDpX5JiaFTDVZUaqtKLs15noxkpK6NLQHxJIh7gGt1fuiub0h9t6q/3gRXRRH5a/evDzFe2yaMHvBtfr+p5WMVqvqPooor7k5BkX3Qa88+OngVfHfhmPT/tTWtxby+dBJjK7sEYYdwQa9EQ4UUkkayLhhVwm6clJbomUVNOMtjxv4VeA/8AhEdEj0zeJ5jIZJ5QMB2Pp7AAAfSvSbvSYbvTHtbiGOWKRCrxuu5WB6gg9RWslpErZCipgoxinKo5S5nuEYKMeVbHzr4q+AHhm6u3msXvdO3c+XC4aP8AAMCR+dc6v7PliHIbWr4r7RLX1RJbxyfeUflUJsIM52D8q6I46ulbmZhLB0JO7ieWfDDwJZ+DrCWz057mTz5BJLJK2SzYx0GAOPap/EHwt8L6rrH9r3eh20t2x3M/zAOfVlBwT9RXqEdrEh4UVL5S+grD2suZyu7s29nDlUbaI4i18PvFaMkEcSuqERAr8oOOM47fSuL13wj8RtUBin8YWOkW5GGTTbNsn/gbNuH4EV7Z5aDsKgktI3HQUQquGqCVNS0Z8+aP8C/D9vefbNRnvdWmY5YXD4Qn1IHJ/E16n4f8PQ2kccMFukMUYwqIoCqPQAV1yWUS87RU6RIp4FOpXnU+JihShT+FFH+z0MGzFcRrHw48PXGtDVm0Oya+DbhP5Q3Z9T6n3r0mkKqeoBqFNx2ZbSe553r/AINm1fS1s49Y1LSQH3SPYyBHkXBG3JBwPp6Vy+mfBnwfp84nbTH1C4zky3splJPqR90/lXtZRSOQKZ5Eec7RVRrTirJ2JlThJ3aOS0rQEh2osSxooAVVXAA9hXUWVqsCAAYqwqqOgFOrNu5YUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQiloPShgY+vp80b/UVjcgkdq6DWk3Wgb0bNYDjDGv578QMN7DOJy/mSf4W/Q9fByvTJLVtl1E3owrqIj1FckTg59K6m1fcit/eUGvq/C7FXp4ig+lpfmn+SMMfHVMsUUUV+snnjF+6KfTY/uiqOvw6hPpk0WmXy2N22PLnaEShORn5SRnjI696YFDx74li8KeFb/XpYGuEs495jVtpbkDAP415b4Z/aG0PXNVt9Pj0LV0nncIBGiyAZOMnBzgdziqnxrsfGkPw71ltR8V2t3aiD95EmmCMuNw43bzj8j0rwX4IrqMvjcLpl9FZXH2aT95JD5gxxkYyP516WHwtOVCU5atHn18TONaMI7M+6bS+SaPcDXl/j3466B4Q8X3Ph3UNN1CWSAITLAEZTuUN0JHrVfTrTx2If3fjGyUeh0kH/ANqV82fHMakPiXqKapfR3tzti3zJB5Qb92uPlBOMDjrU4PDQq1LSenz/AMisZiZ04JxWt/L/ADPsDwN8RtH8Wacl/Zi4to5JPKRbqPy2dgMnbzhhj0z0NdklzEy53AfU18maL8Ptb8V6FoF7N4rltUtbOI2sUNvgRZUHPDDLc4z7V7Xp3hw6h4WtNI8Vz/241udxnkQxlyMhSQp64OM55rCtSpxfuyNqVSpJe9E9GkvIEUlpFH1NcdonxU8H6x4ju9BsdUQ3ts5QBuFmI6+Wf4sHI454Pavj3x3E7/FLUtE0eSW3tv7RNrBGsjFU+bb3PrXux+HGkQx2t54f03TLG9t5FkE9xC8v3eQQA64OQDn2raphadKK53q1oZU8TOo3yrY2vGvx+0vwv4zvPDt3od7ObYoPOgdTu3IrfdOMfex1rubjxxFB4LufErWNwggs2ujazAJJhVLbT1weK+HvGesXOteNr7VLm4gklacKJY4yEcLhVYKSeCFBxmvRNV1LVrPwhr2r23xAttZtr5TBPaGA9ZPl+UFsoQCfbjpXTVwEEoW3fqYU8bKTl5HtHgD486X4u1mPS4dC1O3mYFmYBZI4x3LEEED8K9ds7yOdAQetfnn4Kubkam+nQ6r/AGXFqC/Zp7jaThSQcZGMAkAdelfXHwis9e0LRzY6rrh1dUx9ndo9rIv90kkkj0J6VhjsLCi/dfyNsHiZVlqvmegePPElt4U8Jajr9ynmJZwmQRg4Lt0Vc+5IH41yvw3+L3hrxsqw2crWuobcvZznDjHUqejD3H44ryD42/EifxbZL8PU0y40rV3v44btLh18ornIw4PIJ2np096q6Br3g34V6zZ6BNbm4umjEl5qCIGMbt0GOu3Hp2I6k1McJ+61XvPb0G8T+90furf1PqyKZXXI9K8f+JPx203wZ4yufDt1ol1cGBUYzRSrzuUN0I9/WrGj/EHxFfWIutJ8JRahaOSI54tWiw4zwcEZH0PPrXy78XNffxf8Rb7UBafZJJGWAxGTzMMg2HBUc5I7VWDwaqTfOtEhYvE+zgnB6s+zfh745tvF2iR6rDY3ljHIxVUukCswGPmGCcg56118ciuMgivmrTL74iQ+AbbSNE8OiC7Wzjt1unvo/lAUAsF4IOOmeldV8GL74k2EbaX4zt45bWKPMN4Z1eTP9xsE545z7d6550FZyTXpc2p1W7RaZ7O93boxV5o1I6gsBWN4r8YaF4a0O51fU7yNLe3GSFOWY9lUdyewrzvXtc+Eer30l7qjaRc3jYV5JYCWOBgZJHtWRNL8F2XHk6CR6G2/+tUxo7XT+4p1OzR6r4M8b6B4u0xNQ0S9SeI8Op4eNv7rL1Bq94u16Hw94Zv9dmheaKygaZo0IDMAM4Ga+dNG+J3hDwx42m0/RPDiW2jSFUlvrWEqXcZ+bbjlBn6969W+LF+t18ItfkibcsmnOVPqCuaqeH5akVbRkwrc0G76owtD/aJ8IapewWZs9Vt55nVET7OJMknH8BJ/SvYLO7S4UFTXw3+z0cfEq2buIJf5V9meHG/dLk9q0x1CFGpyQIwdaVanzyOhZgoyenc1yem/EbwZqN61lZeIbB7lXKGF5dj7h2Ctgn8KueO/FOm+EfDVxrmp+a1vBtG2IAuxZgoABIGcmvmn9qPwyk2rWPivQbNn+1jbdG3Qnc4wUcgdyM8+wrPDUI1ZWlpfqaV6rpxvHU9r+I3xbsvA+r29vq2h6i1hcKPLvodrIW7rjOcit/wZ480HxZpwv9GvkuIs7WGNrIfRlPINeMWekaz4q+BkWka4GfVTbb4ROfnDKxMWT67cDJ9ea4z4X2Ov/DTS/EPiPXLdrKL7MI4YHdW82XPy8AnuQPxNb/VqcoNL4k7epi681NP7L19D23Wfjx4O0fxhe+HdRe4h+yuIzdqm+ItgFgdvIwTjoeRXoPh7xFpeu2SXul3kN3bSZ2yROGH047+1fG/w8+G+o+Kr06/4jaSCynkM21jiW5YnJP8AsqTnk9e3rX0D8JtY8I+XPpHhmW1iWymdJLaIbSCDgtg8sDj73NLFYelTVoXbW/YeHrVJu87JPY9f68ilqCzlDxg5yanrgOwKKKKQCLnHNKaKKAK+opvs5F74zXMSferrZRujYeork5xtYqeoOK/HPFDDWq0K/dNfdr+p6OBluhhrodKffZxHrgY/KudrZ0Fv3DJ/davI8NsT7LNnTf24v8NTbGxvTv2NkUUi9KWv3o8gZF90UrgEYNNi6Cuf8WeKYdAniil0nWL3zELBrKzaZV5xgkdD7VSi27ILpas5b9oiIL8KNebH/LuP/QhXyV8KRo//AAlZGuXhtLP7O5L/AGhofmyMfMpB9eM19E/GrxxBrPw61nT4dC8QwvLBw9xp0kaLhgSSx4AwDXz18IdYstF8Ypc30U8qyRNEiQxGRmclcAKOvQ17WDhKOGn3PIxclLEQfQ9ttT8KfKHmeJ9p/wCw3OP/AGpXhXxW/sf/AITu+Gg3f2vTwI/Ll+0NNn5Bn5mJJ5z3r6VsvGWlpCM+G/EJPtpEh/pXgXxXtdQ8SfEXVLvRtE1RowIg0Zs2V0/dqOVxxnrRgHao+a+3Vhjo3grd+h9E/B2JG8IaKGA/48Yf/QBXpN8YLHS5rqQhY4o2dz6ADNfNVt408YaJ4a0Sw8N+FtVlureGJbt57CTb8qgFFGOckdfyrsviH481DUfg5OTpF7YarqoNilnLGQ4JB3kd9uwMc1wzoSc0+7/U7I14qFuyPHfg5YnxH8SrzxBeFNltI93IWIx5rsdv5ZY/gPWvW/EfxE0a68EX1t4Xv0vdYuSbG2to/wDWeY2QW29cABmz04FeA/DG0tr7WNRS8j81Y9NnlA3EYYAYPGOlaXwHsnuvGklxCN9zZWjz2ytIUQvlVAYgZxhjXp4mjGU5Tb+FKx52HrSjFQS+K9zl9d0Wfw/4pOjXrxvcQtF5hQ5XcyqxHvjOK6zxf4JnvfE/iS/0xgul2SPPNKq4QSBCxiHYnOc44GfavVr7wVqeo6nLrF54S8NXF5IwZ5ZNQmOSAAOPLx0A7VyniH4oz2d/feFL7wrYPiR7WdY7pgjknDchQcHNJYmpUadPdLXUbw9Ommqml3poed/Dvw8/iKHW7CJA10lj51uP9tXU/qMr/wACr3X9nDUPFl1ojjWvLfTYcw2skmRMWU4IPqByMnnjHNcP43v77wHp6Q6XoOiaTf34KRy2UzSyhQQScMg74HXvXbeEtd8c33w81OabSG0rVbe2M1pc+UmLg8scxnJDHB6jktmssVOVWDaSs3pc1wsY05rV3S1OY/af8HXy64fGdvLaxWZgjjm3SESGUEgYGOeMfka4bwh4ei1bW7fXfHN+bS01CVpY2nyn2tsgkb+ijn1Ge3rUPi3XfiF4o0GDWdeaa40q1l3RSSQJHEXJ25CgDf0x0I61PZy674z8D63PfajeXcmmmF7a2jRdhJJBOAM8LnGK6YqcKKi5LTS66HNKUKlXmUX3se5a54s8JeDvCep22nX2l2t3bwv5VnAyK3nEYX5B7kZ9q8i+DsHhPTZv+Eh8Sa3Yre5P2aCSTJi/22H949vTr3rkp/BviKTw0/iO+jkhtYoz803DkKVVRg8854OOi/StbwDH4ZksdRvLnw1Pfvp9qbiQz3n7vI6DaFHU+uazWHhTpSUZN3epo6851ItxStsdv4x+Jkvh3xLDqPhbXbfV9NuObiwlRiIWGOVbAKgj0zznjmvZfhZ400jxro41CzBimjbZPA5BaJsdPceh714pp/ifSPiBolx4K0vwq+nSTRF0eDZ5UTKcq7YAwM4HrzXV/s++Btd8Jzajc6sY4mudiJFG4bhc/MSPrXJiKVONO0laS+9nVQqVHU913iz1HVfElxa3k0CeD/EFysblRNDHCUkGeqkyA4/AVi6z4u1dNNuG07wLr73YQ+Ss6Qqm7tuIkJxV+9vfF13dXDaFqHhqWyjkMYEqStKjDhlfa2Mg5rK1lfiK2mXIbVfDFipjbNwsUwMQx97LNgY965YqPW33/wCR0ybff7jI+H2v+N7q1uofFnhecXNvGZIZYti+fz9zaTgNz6gVJ8TfEepyfDvWrWTwjrNrHJZyKZ5WgKRjHU7ZCcfQU/4T+G/Fvh6V7fV/EVvq2nSKWiX5mdHJzkMf4Tz+JGK6f4xwAfCvxA5HSwk/lWjlH2ytZ6oiKl7J3b6nyf8AB+8vrHxktzp2nSX9ytvL5cCMq5OOMljjHrXunwm8QfFK11g2nifRnuNPuHZhcmSMNb5ycYB5Xtjr0rxz9n9d3xGgH/TvJ/IV9faJp6yQg47V15jUUajjyp3RzZfTcqfNdrU+Rvi98Q/FfjbXZtIuw9vYw3RSCwRcYcHaN3dm/wAeB6+qwaN8PtOSKy1TRZjdxRIJWisriQFtoycqpBr1a98EaE2s/wBr/wBkWX2/OftHkr5mfrjr79a17LS0iHOK5auKTjGMVZI3p4WSlKUnds8ajsfhUv3tEvD/ANwu7/8Aiapa8PhFZabPd3GhzmNFJ2vp9ym5uwy6heTgckda9D+L3jS2+H2k2moTaa18tzceTsSUIV+UnOSD6V4t4h1zXfjVew6ZpFu2k6Ja/PcvKdwMnvjqcdB9Scda0owc7Td1HvcmtNQfIrOXaxXj8QfDG+8H395a6HDaatFCRFZyMxZ3JCrsOfmGSM9xjpR8G/hbri39p4i1G8udJMbrJBDAdsrjIJ3f3VOOnJPevQvBnwo8L6AkdzJai7uYG803dy33SOcgdAB1/Cu48BeI/DPiUTNo+pQ3LQSFJE6MOeuD1U9j0NKeI5YyVG9nu2EKHNJOra/RI7XQTJ5Q3k1tDpVSyRFQBAKt15rO8KKKKQBRRRQAHpXMamm27lH+1kV056Vga4mLvP8AeXNfnniThvaZXGp/LJfimv8AI7MFK1SxmVpaC+JpEPdc/lWdVrSWCX0fP3sivyjhXE/Vs4w8+nMk/np+p6OIjzU2jpkOVoPTimw/dpzdOma/po8IZGflFV78RiNmdlUAZJJqZB8oxXA/Fjw7rHiWOOwHiL+ytCZMXccMeJp2yfl3k4VcY4xz3rSCTlZuxMm0ro8H+P3xCfxNqDeFPDDGexjbN1MnAnYc4B6eWuOT0P0FQfDnQfDPhvTJtSvvEGky6w8LbNt4hEJx0Xn73uPoK9h8M+DvC/h21a10qC2jVxiWR3DSSf7zHr9OlT61oXh+PRLxhZ6YWEDkYjTPCmvQ+sLlVKCaX5nD7B8zqTab/I+YvCfjrxhLrFpYHxfc2kM0gRp52EiIPU7+1dN8T/ElheeJLabw3rE/9v2kSxPdw7RFeH+7xxuz/wABOcdhnhPhvFG/jzSI5kRkNyAwcZB69a+sNN0XQXiVjaaapHIPlJkGurFzhQqR93p0/U5cNCdaDTl16/oeEeHfjbrulym21zSob0o212GYZBg4ORgjP4CvY9G8Q2vi/wAE3urLo93ZhLWQwvdxjLZQ5KHJOO2eM+9cP4tvfhd4j8bTaHqUapcxsqDUUIRJJOhQuOCB0yeOvIxXrF/YpB4Sv1iUJEllIEA6KNhxj9K5MQ6futQ5WzroKeqc7pHyp8IxjW9WPPGj3P8AIVs/s5MF8a3hJ4Fg5Pt86Vg/C7TZdU1vUbaCa8ikOmzlBbNhpDwNp4OQc9KuaVp3iLwLbX95qOnSWs+pWj2VmpdS7O7Jk7QcjC55x1wO9epXUZOcL6tI82jeKhNrRNmz4a8VeMNc+JFxa6J4jvbe0uryRxuxIkcIJOQjfL0x6dq5Px80h+J+qyYMj/2ix4AG47vyrufDfgPxV4Y8Mf8ACU6arrrkfztZ7dwa3I5Qr3bo2PbHWvMNV1a4vvEs+sXEIjlluTM8akgA5yQM80UeWVSTp2slYVbmjCKne7dz2fxTZeONR8QWWt6D4QMFzAoDTXc8UpIGcKqlyFHJyRgk9xivZPBp1G60KK51rThp97tPnQCQSKpHGQR2PWvFLH49xW6Y/wCEZdvX/TB/8RXo3hn4hT+Ifh7rfiFtGOm29tby+QzTh/NZUYnsMAHA/P0ry69GrypSjZLr8/U9OjVpOT5JXf8AwPQ+ZNU1PW7221S3jvLhtKimMjQGQ+UgMnyhV6Dk9verHhK51PSNAvfEOk3s1vcWlzCjBT8jowfhlPB5A7V22seEn8O/AiW8u4yt9qNxDPKpXBRM/Iv5c/8AAsdqo/CLw9H4k8GeJdLkuhah3gbzWXIQrubJ5HHHrXqOrD2TfRNL8jzVSl7RJvVo6jxn4wt/EnwGnv2RIbueeO1kjU8eYrq5x7FRmuO+HNiw+GXjPUSPleEQqe3AJP8A6EKpJoF/rk0Xg/ww76jZWlw0095t2RGRgFL98KAMDueT3Feza54Ui8N/BTVdNtlLeTZO0j45durN/ntiuWpKnRhyR+07/K50wU60ueXRW+Z5h+zTx47uT2+wsD/38jr6D+GviRddvPEEREYi07UTawlc5KhRkn/gW6vlD4feKp/B2sT6lFZrdPJbtCEZ9oUkqc9Ofu13n7OGv6vH4svdPjg8+1vcz3MhOPKIzhvxJxj/AANVjsK5OdV9lYnB4lRUKa76mDqeua1pPxm1f+xtUuLFp9ZkjYxtlSDMRyp4br3r0r42r4osfhzczXXiyW9t5ZY4pIPsccW4Fv7y89hxXj3iWYx/Fu+mZGfbrbttQZJxMTgDua9U+NXiJdT+HLWY0XWrQm4iPm3VoY4xgnjdnrTqwftKVkFOS5Kt3/WpB+y5qviCe9vLaTUTJpFqqjyJCWZXYnbsP8IwGyOntXt3xgkDfCXxAf8Apwk/lXhv7KiHfrQAz+8g/wDZ69u+Lwx8IvEH/Xg/8q4sXZYuy7o68Lrhfkz5i/Z45+I8J/6d5P6V9meG/wDj2Ue1fGn7PAz8RosdreX+lfZvhof6Oo9qeZ/x/kLLf4PzMHWfB13c3ktxH4v8SwLI5YRRXCBEyc4GUJx9TWafBmog/wDI6+KeP+nmP/4ivTDGD1rH8UDVYNKlk0K1s7i9GNsdzIyIR35AJzXCqktjtcI7s+av2ntDutL8M6bJPr+r6kGvMBLyVGC/I3Iwo5rC/Z60efU9LvzFrOpWIW5UFbWRVDfKOTlTzVP4/eO9f1y5HhvX9Dt9MutOuPMcRSlwxK8Y9sMDmup/ZYic6NqL7CAbwAEj0UZr15qdPBa73PKi4zxemx6Vc/Dt9S0yWyu/FniWS3nXbLH9pjAYehwmay/DHwY0Tw5r1rq2l32sRz27hh/pChXHdWwvKnuK9l0uBDAvHaroto+u2vK9vUStfQ9N0abd7alXSg4jAbsK0qYkap0p9YN3NQooopAFFFFAAelZGvJxHJ9RWuaz9YTdZE/3SDXznFuG+sZPXh5X+7U2w7tUTOd7mnwPsuEYdmBpGGGptfzbRqujVjUW6af3Ht2ujrYT6dKkNVbF90Eb56qDVkng1/WFGrGrTjUT0aTPn2rOwyL7tUtd0mx1iwey1Gzhu7d8bopkDKcHI4PvV6H7g+lSVvewjz2X4beDwTjwvpWP+vVf8Khk+G3g8qR/wi+lDPpar/hXo5VT2FJsX0FV7SXcnkj2PKJPhd4UMuV8M6WB7Wy1bt/hp4SC4fwzpbfW2X/CvTPLX0H5UbF9BTdWb6i9nBdDzB/hl4RL/J4Y0kc84tV/wrro9Iik017OWIGGSMxsg4G0jGOOnFdD5a+gpQoHYUnNvdjUUtkebaR8OvD+h3Jl0fR7e0cjaWRcsR6bjz+tOk8A6dLr39uXMb3N4qBIDMdy26gciMdBk5JPXJ644r0bYvoKNi+go55XvcOSNrW0OZttEUJyo/KuT8T/AAt8M6tdNc3mhWkszfekCbWb6lcZr1MKB0AoKqeoBojKUXdOwSipfErnhw+DXg8f8y9B/wB9v/jXYaB4P0/T9JXSLewiSwAK+QRuTBOSMHrknNd95Kf3R+VOWNB0UU5VJy+J3FGnCOyOA8d+BbHxVoLaTftOluzq58khW+U8DJB4rktN+EHh3T7CXTLe3u1tJ5Fe4T7Q/wC+2ggBjnpyeBgHvXtpVT1ApnkR5ztFNVZqPKnoDpQcuZrU4jRfCllp1rHa2FnDawIPljiQKo9+O9braLA9o8EsayI6lWVhkEEdDW4sajoBTsD0FRzO9ykklZHjupfB/wAHNOzp4cs1yc4VSB+Wa1PDHgXTNDR49L06C0VzlvLXBY+56mvTGjU9QPypBGgPAH5VTqSas2SqcU7pHjsnwf8ACg1mTV20tpbyW4a5MkkznDlt2QM46+1dFrHgvTtc0r+z9WtBdW28P5bMRyOh4Ir0AxIeoH5UCNR0ApOpJtNvYFTirpLc8/8ADXgvS9Cd00rTbezSTG8RRhd2OhPr+Nbnijw/Br3he80W6aVILuExSNH94A+nFdII1BzgU4qCMYpc7vcfKrWseMeEfhL4e8K6mLzTLWc3IUp50szMcHrx93t6V6rpFsYYgDV7yI85wKkChRwKc6kpu8ncIQjBWirCimTIHQin5pkkqRqWkIUepNYzqRguaTskUtdjyP4g/CHw14l8RNrmoW1xJcuqqwSYqjADAyB7YHXtW34R8J2eiWsdlp1pHbW8f3UQf5yfeuwudSth0Qv+lVxqyA5W2H/fX/1q+fxPG+T0X7OeITt2u1+CsaRwUm+ZR1NO0i8uMCrNZcOsQH76Mnv1q/DcRTLuicMPY12YDPsvzH/dqyk+2z+56hKlOG6JaQnAzRnisjVb0ljBCfZiP5Us6zihlOGder6JdW+yCnTc5WRNd6qkRKxAOw4J7VDa6uXmCSqACcZHasqeOWPaZEK56Z71GMhge+a/Ga/HOdRxylN8iT+C3T56vQ9KOFpuB2CMGpTUFuTtBI5IqDUr0QLsjwZD09q/bsbmVDA4Z4iu7RX9WXdnmRg5SsiS8vYrcYY5b+6OtZN1qbyxtH5ahSPXmopLW7dTMy9eTk8mqZyOtfjHEvFucVHyOLo05rRNatebaPSoYenbuwJyc0lLQK/OjtLkOozQ26xIq5AxuNQT3c8n3pXP41CSM06KOSVtsaFj7V7E83zTHRjh/aSkkklFXtZeS3M1Spx96x1kH3B9KkqK3P7sfSpR05r+pGeCFFFFIAoooyKACiiimgCiiimAUUUUAFFFFABRRRQAUUUUAFFFFJgFFFFIAooooAKCaD0qrf3It4i3Vjwo9658Xi6WEoyr1naMVdlRi5OyG396lsuBy56CsG5uZJmJdix7e1NuJXdyzNlj1NO063NxcBT90ct9K/BM4z/HcS42OGoXUG7Rj+r/AD9D1aVGNGHNIfZWMtz8xJVM9T3rQTRodv33/OtGGMAD5cAdBUwr9OyvgXKsJRUK1P2k+rf6LocNTF1JO6dkc9e6ZLAN6Hev6iqMckkUm6MlWFdcwBHNc9q1qIJ9yj5H5HtXxXGHCKypLMMvvGKeqvt2ae9jqw2J9p7kyX+1XNsUI/enjI6fWrNhaCNRK4zI3PPasPpyOord0q8E0eH/ANYvX39624PziGbZhFZlLmqQj7l1p5vzkLE03Tj+7+ZX1wjekYHIGTWZCvmTomOrAVPfzebcPJnIJwPpTtJUfaGmYgLECSa+axtRZzxG3H4XPf8Aux6/crm0F7OibF3cLbRFurHhR61XsbUlvtM/zSNyAe1R2qNeTG6kH7scIK0wAq7iQK/WsHQWcV1j66/cw/hxez7zf6eWp50n7Nci36/5Fe/kEFo5/iYYH41zr4zj0q7qV0Z5TgnYOF/xqhmvyXjbPIZrj/3T9yGi8+7+Z6OEpckdQpaVkZVUspAYZGe9NbODjrXyE6c6cuWaszqTuAO1s4B+tWo9QnjG1FjUegWoLeMSXCRMSAxxkVovpGVPlysWHqBivqeH8tzutSnXy12S0dmk+/zMK06SfLM2IPuAe1LcTxwQPLIcKikk/SkhPyCud+Jn9n/8IVqf9qXMtrZ+STLLE7IyjPHK8jnHSv6SirtI8NuybMNfjJ4DaSyRtaihW8iM0bTDYAoJHzZ+6Tg4B61sp4/8LSadb6hHrNrLa3FytrFLE29WlbogIzzXxva3VlZ6VYNarqUc8UJN/lXCSMxYoQVkQ4CI3t1rthqEd54A8LaVPf3dtOutlTeyhQ0UqMx3MGJ4G4dT2r0KmBjG1m9Tgp4yTvdI+jH+InhqL+1WuLw28WlXC293JKhCq7Y2gY65yOlXNb8aaBo06W1/eqlzJBJOkKgl2SNdzED6euO9fJ15DO1j4xa88YvcwRXkck0SJEGv2GCGHpg/3fSt74w396by3ZdM06GPxBaJH9tBLXIVArlPmZUHJHOeQPal9SjzJJ7/APAK+tvlbsfROh/ETwzrEtnDaagonvbb7VBDINrvHk84/DOOuOax9R+Mng2xvfsdzPqMc5kaNVOnTDeynBC/L834V4N8GBbr4lj0V9NsZHtLdr2C8YbpRLkIDkSMuAD0GOgrC8Q6fqWoeNb+Y6b/AGhc2U7x3Jt7FvKeRud3M4OfTGBVRwdP2ji9iXiqnIpJan1v4T8Z6T4ljmk037VtiYK3n2zwkk+gcDP4V0iMrDIIr56/Zxn1JPDzxPdB7OCeSGKJ4CkiPuy+TuII5wPpXplq/jRfHkkstxYnwubUCKJR++EvGSe/XPtjFcVSkozcU9jrp1HKCk1udjqd/Z6bZS3t9cR29tCpeWWRgqoo6kk1y/g34keGPFgn/sa93SQMA8Uq7JMHo2087T2Ncl8ePDN54j0m1a2s9V1EoxU2ttfpBGMjIkYOCGIxgD374ryLQtHnuviNaaZ4g07X/wC0Et/MSRtSjZreNT8pJiVTgkbcE9GrWnh4SpuTepnOtKNRK2h77d/FzwXba1JpEupSi8ScwFBaykbw23GQuDz71a8LfE3wr4k1V9L0q9mlukTzHR7aSPavHJ3KB3r5h1vSpovjE5L3Fu8161zFJJBHjcZxgjMvK5A/2j/drqPgXYa/p3jXVzD5R0r7XNb3biIKGeMgKE+YkZ3ZI6VtPC0ow5k9bXMYYmo6nK1pc+qIpFdciuf8ceM9B8G2UV3rt0YI538uMKhYseOgA9xWjpDs0AyO1eTftYJdHwLBPbtcYguvMfys8YjfGcEHGec9iK46NNTqKL2Z11puEHJHYaR8UvCmqpYPZXkkgv7l7WD90R86jcc+gxzn3Fdit7CY95dVUDJJOAK+Ibe2iuNH02VprpblY7262+c6+UiQZXA3HGZD16mvo/TZ7uX4XrCsRupm0tF2PEJd58sfwkjcfbPWt8Rho07cr3MKOIlUvzLY9CTxJobyLGmrWLu7siqtwhJZfvAc9R3rUjlSQZU5r4T8NyzyeOLKbZGI5b5I40nslKM5fDblBGAT12ntX2foFw7xLn0FRicOqLSTvc0oVnVTurWOgopF6ClrlNwoooNACOQFJPQVzep3RnnLA/KOBWtrE3lW2wHl+BXOuctzX4/4k523OOX03otZfov1PRwVL7bCtrRIfLt9+OZDx9KxQNxA9a6i1jCRog/hGK4PDTAKtjqmKkv4asvV/wDAReOnaKj3LC8KBS0UV+3nlgapapD5lo3qvIq7TZAGQg964swwkMZhqlCe0k0VCXLJM5Jh+tEcjxtuQkHpUlyvlyMvoSKhr+WZ+0wtZqLalF2+496NpIM/LVu2RpQlrHxuO6U+3YVTzzW9pNt5UIdh878tntX1fBWVTzLHOO0be8/7vVLzlt6XMMVUVOFy7boqoEUYVRgCq2szeXbbFOGfj8KvAYHFYuuN/pCKey1+t8YYx5fktT2WjaUV89PyPNw8OeormZIc1d0e1WZmkkUFV6Z9aoHnp1rorCEQ26R9CBk1+W8A5PHMMxdarG8Kau+1+n6s9DF1OSnZbsq63GPKibvnFY5rV1q4V3WNCDt6n3rKPWuHjetRrZxVlRd0rLTulZ/kXhE1TVwRikiuP4SDXS2cySxh1IwRXM0+KeaFsxOV9fetOEeKv7CqzjVjzU5723TXVBicP7ZJrdHUwf6sfSmX1tHdWzwyojowwysuQR9KfB9wCpq/os8U8m8TfCXwlqupz6heaOJbidt0j+a43HGM4DYqqnwo8L/Y4LJtHVreC4NykTSOy+YQASQTzwBweK9hKKeopPKj/uitFWn/ADMj2UOx5HdfCfwhdQvBJ4csUVxgtHHsYfRhgj8K0NZ+Hmiawlh9vsnl/s9StttmdNgIAI4IJ4A616Z5aegpfLT0odafcPZwXQ8s0T4c6LpGstqlhZyR3Tw+SXad3+TIOMMT3FQaj8JfCN7f3OoXWjpNc3Uhkld5H5Y9cc8V6z5Sf3aXy09KXtZ3vdh7OFrWOC8G+DdO8OWn2HSbY29uZTKVLlvmPXkkntXaQ2y7AD/KrIRB0Ap1Q5OTuykklZFaa1V0K461ykHgzSrDWL7VLS0CXd8ytcSlixfaMAc9B7Cu0pCAetCk1sDSe55wnw48NQXUt5FodkbmaRpXmeIO5diSSGOSOT26Va8IeCtN8OWhs9LtjBCZTKwLlizHqSSSewrvdq+goCqOgFU6kmrNiUIp3SK9nD5SAVzvj/wdoviyCCPWbV7lLcsUQTOi84zkKRnp3rq6CAetJSad0NpNWZ41cfCDwizSquipCsqIjiF2TIU5xwe+efXArv8ASdKEESxogVFXaoA4Aro2jTrtFQXFxBbD5yM9gOtY4vHQoU3UrztFdWwhSV7RRzEnhLS1lR49Ms1KPvXbCvDevTr71vabZ+Qo9hVa41ZzkRoqj35NV/7Uuh0kH5V8RifEbKKU+VOUvNLT8Wjrjgqj1sdGPSlrDttYkBxMgZfUdRWvBPHNGHjYEGvdyfiPAZsv9nnquj0f3GVSjOn8SJaQ0opspCqWPQc17cpJRbZkYOtzb7oqDwgxWYDzk1PdNvdmPVjk1AK/lzOsc8dj6uIf2m/u6fge/RhyQSJ7Fd93EvqwrqIRXO6ON1+vHQE10kQwtfrvhlQUMuqVOspfkl/mebjn+8SHCiiiv0hHEFB6UUHpSYHOaum28k9DzVGtPXcfauCM7KzK/mPieiqObYiEduZ/jqe5h3emmS2ez7VHvGRurp4QK5MEggjqK6mzffGjDoyg1+h+F2Kj7OvQtrdS/Q5MfF3UiZuBmub1Gbzrh37dB9K3tQYpaSMOoXiuYkPOKXibmMoxpYOOz95/kv1JwMLtyERyjh1AJBzzVh726kUgyHB9Bin6ZJaKStwi57MwyKmvJ45mFvBtVP4m6D/9VfI4HBTp5b7anjOXnduSN7uWyT1X37HTUknOzjt1KccE84ykbEZ61Oml3LHnYv1NaEdxZ28SosgIUdF5qvc6qzfLCoUep617c8i4cy2ip46u51LXcYtb9tP1Zmq1abtFWRBNYR26bpp/+AqOTVBsbvlzj3p8sjyMWdiT6mozXxGaY3CV58uEoqnBed2/V3OynGS+J3OugHyipaihPyipa/qY+fCiiikAUUUUAFFFFABRRRQAUUUHqKACiiigAozRTJGCqWPQDNTKSirvYCpqd6LdNqcyHp7e9Z9rZvdHzp2bDdB3NU7uVppWkbOWP6V0FkyNGpUjG3ivy/K8RR4szSrLEu9Kn8MOj1+J9/8AgnbNOhTVt2Rf2ZalcGP9TWff6W0Sl4WLr3B61vc0hGe1fVZnwjlePoun7JRfRxVmvu3MaeInB3ucgeKsafdNbTA5+Q8MKs6xaCGXzEGFf9DWaenFfhNeli+H8ycU7Tg9H3/4DR60XGtD1OvicMtQ6i+y0lPtUWlOWtISeu3FN1tsWZHqwr9/zLME8lqYuPWndfNf8E8eMP3ij5nPy/eplOfrzSCv5lZ7y2L+gjN0T6L/AFroIzhawtAH76U+ij+daV9eG1CYTduz3r924NxdDLeHViK7tFN3e/Wx5GKi51rIvZorF/tph/yxH/fVH9tN/wA8R/31Xpf6+ZH/AM/v/JZf5Gf1Sr2NqmyHCEgZNY/9tt/zwH/fVB1psf6kf99UpceZG1/Gf/gL/wAh/VKvYpags6yF5kKlz3qqOauX179q2lk2lfeqfevwzO3hpY2csLUc4N3u9336LqerR5lBKSsJ0roNGfNnGf7vH61gVq6LKqQSb2CgN3+lfT+HWKVDNuWTspRa+6z/AEMcbHmpmtdJ50Dx/wB5cVzFwjxSFXUgj1rcn1S3QEITIfbpVCXUzI+WgjZfQjP619DxviMkzGUL4i1SOmi5lbzt29fkc+FVWH2dDPjjeV9saMx9qR1aNirqVI7GrEl5K2QuIx6JxVdmYnJOa/MsXHA042oSlKXdpJfJav5tnfFzfxISlpKWvObNAAJYKMZPvWlY6chIeVlc/wB0Hisw0gd0I2MV+le5keY4PAVva4mh7XtrZL5Wd/mZ1ITmrRdjrYPuD6VNUMH3RU1f0+eAFFFFABRRRQAUUUUAFFFFABR3oooAKKKCcUAFV9Qz9klx/dNWKZIodSp5B4rnxlJ1aE6a3aa+9Di7NM5OSrek3bRTCFjlGPHsaZfW0sEjAqSOxHTFLpttJLOrlSEU5ye9fztkeFzPA5xCnRi1UUrP0vrfyt12PZqShOnd7HRod3NPqOLpUlf0geKUtUjElm/qo3CubcYPFdRqDBbOUn+7isGygNxdAEfKvLV+O8f5c8bm2Ho0F781b8d/zPRwk+Wm29kbWmoY7aJT1C1Drx/cIPVqvxrgZrO1/wD1cf1Nfa8UUlheHqtKO0YpfkjlovmqpmG3JNJQ33j9aAa/nRnudDU0H7830H9al10/PEPY1FoP3pfwp+t8zwj0Wv1mP/JFJd3/AO3nmv8A3kyipz0P5UmD6GupiVTxgdKcwjUZbAo/4hhFR5pYm3/bv/BBY/yOUwfQ/lRg+hroJ760j6fvD/s1Se/nmJFvFj6DNfOY7hrKsLLkWM55doR5n+Dt+JvHETlry2MwgjqKKs3cVwih5xyx4BOarYr5PHYSeErOlOLi+0lZ29DohPmVwpM0ppOtciLF460ZqW0t3uJdq8KPvN6Ctu10+CMA7Nx9W5r6zIODsdnMfaxtGH8z6+i/pHNWxMKTs9zBSOWQ/IjN9BUyWN23/LE/jgV0qxovGKeFUdBX3uG8MMHFfvq0m/Ky/wAzkljpdEc2NMvDjKL/AN9Uk2nXUSFyoYDspya6bH0prD2yK7Z+G2VODUZSv3v/AMAj69UOVgt5bgHywpI6jODSvYXS9YW49Oa0NSga0nW5g4BPI96NT1/StJ0htS1O7jtrdRyXPJPoB3PtXzeV8E4DE16mAxMpRrw10atKPSSuvvNqmLnFKa2NaL7oqWoo+gqWv2g85hRRRQIKKKKACiiigAooooAKKKKACiimlhzzQ3YAJx1qndajbw5GS7DsKoapfs7GOMkIOCR3qnZRC4uQjfd6n6V+Y5vxxVqYxYDKkpSbtzPa/kvLu/uO2nhUo89Qvtq0jEiOAEfiaRdWdD+8tiPpxWlbxRxqFVVA7Yp7pGylWVSPevbjkedqPO8d7/bkXKZ+1pbcmnqVrXUbaYhQ2xvRuKtvIqLuZgB6k1j6pp6Kpmg4A6qDWYZJJHVHlO0ccngV4eK4yzHJ6jwmPoqVT7LTtF+f9fgaxw0Kq5oPQ0dVvhN+7jPyDqfU1BBftBHtjjUZ6k960LbT4AoLKJD/AHietWHsbRlwYV/lWb4a4gxOIeYOvGFSS2Wtl0Sdnb5DVajFctroyv7XuewQfhUd1fSXKqsij5e4qze6SUBeAlgP4TWUwKnB618Tn1fiDBXwuPqScZfNP0Z1UY0Z+9BAetIKKXtXx519DT0H70v0FP1psXMZPOF/rTNB+9MPYf1p+qgPfonbAH61+q3k+D6MIbuaXz52ea1/tLGnUriQ7YIsfhk0C0vbk5mcqPc5P5VHLbz2MvmxMSmf8g1qWN7FOnJCuOq11ZZhv7SxUsLnlaaqraDfLFrytv8AgTOXJHmpJWIoNLgXl9zn/a/wq9FCiDCqAPQDFJ9ohzgyJn/eFPDqwyrA/Sv0PL8HluEXLhIxXpa/37nHKU5fEZuvAbIh7msM9TW1r5+WP6msU9TX4dx8753V9I/kj1MH/DQUlLUqwlrJpQPuyY/DFfLYTC1MTKSgtk38lqzplJRNzTIUS3jCjG4Ak+taAAHQVj6ReIUWF2CuvAz3Fa+6v6U4dxeFxOXUpYVrlUUrLo7apnh1oyjN8wtFJmgnHevdvcyFpCQASa5bxn488PeFYW+33qyXOMrbQ4aRvw7fU4rwXx78VNe8SCS1t5Dp1g3HkxH5pB/tN/QYH1relh51NtjGpXhD1PYPGPxJ8P2eow6JaONRu5p0ifym+SIlgOW7nnoK4P496a0+j2eqIW3W0nlsM8bW7/mB+dcr8JfC15qutwatdRuljauJA7f8tHHIA/HrXo/xdMY8Bahv77Av13rX5lnuZUKHF2ChhZXlG0Z2/vPb7nc7KEJVcHUc1p0PXo+gqWoo+lS1+jGTCkc7VJxmlpGGaTvbQRRbVrYHBD/980n9r23o/wCVVtZs8Hz4xx/EB/Os6yn8ibc6goeGGK/Jsw4qzrLsy+p4qUYxb0ly3Vu9r/frod8KFOcOaO5s/wBr23o/5Uf2xa/7f5VZhWCRAyqpB54FP8iL/nmv5V9tHD51JKUcTBp/3H/8kc/NS/lf3lT+17XHG78qT+17X/b/ACq4YIsYMa4+lY3iMaXY2b3l1c29kidXlcIp/OuLMI8R4ejKrQqQm0r25Wn8tXcqLoN2aaNi1uY7iMSJnBOOalZgBmvJfHfxKHgu2htLfTTeXFypkidpNsYHvjk/hivItW+IfjjxdqMenf2lJB9pcRpb2n7tSWOO3J69zX0WQ16uPyyljK1o3jd9tNzjxFWNKq6a1Z9Uvq+nLdNai8hadV3NErgso9SByKx9T8R41KLTYdOu2SfcDdfKI0wCcHnOTj0ry3S/E3hHwKIPDjTyS3XH2yeNNwEh6lj/AEGcV6H5qmHzUIdSMgrzke1fmPEnGWZUm4U6PLRqJqEpJpyvpzLX7kenh8PCW71W5O5z3rC8aJrUvh26TQLma31DA8po22k8jIz24zVjStb0zU7RbmxvIpkI5Ct8y+zDqD9aoP4w8PjxBHoY1CFruQHG05UN/dLdN3tX53l1HMMLi1Xo0m5UnzbPS2up21HSlDlctGeNeLZfiToKLJq+r6ssUh2iRLxmTPpkHg1yzeJfEDEFtc1En/r6f/GvefjO8CfD3UBKoJYxiPP97eMf1P4V83+gr+lOBs+rZ/lzxGIpqMlJx02ei1X36nyeZYdYWrywk9jah8UeIo2GzXNSBz/z8vz+tfUWmXH2rTba6PWWJX/MA18k2VvLdXcNtApaWVwiAdSScCvrbT4BbWMNqOkUaoPwAFfBeMXsoxwqS973vu0/U9LIeZ87exxPxR8b+K/B17Z3OmTwS2E6lDHNCGCOuO4weQfXsaz9D/aCmDKmsaAjL/E9tMQf++WB/nVv49wLN4GLkcxXUbD8cj+tfP4B9a+u8PMQsyyKm6qvKDcb90tvwZyZpKdDEtRej1PrXw78XfBOssIxqX2GU9I7tdnP+9yv610mpRwXMC3trJHIjDJZGBBHqMV8UR/eFb3hHxNrWhahEbC/uo4WkXzYY3JWQZ5BXoc/SvV4k4aoZngKlF72bXk1sZ4XMZQmnJH1KwwcUlIr71VsEZFLX8mvTQ+wWxpaEf30g9VqW8IOqJ7baraIwW9we61JqAeS/ZIwSxwBj6V+k4fEP/VmgoLmaqrRddWzz5L9+/QtXmoRoGijXzCeD6Csx7ecoZBEwHXpitaw09YRuYBpPXsK0FRQOlfV1eFcZnyWIzSpyO3uxil7vq+vmc6rwou1NXOTUMx2qDn0FOSSWJsq7IfbitfUtOVlaaHCsOSPWsiaR5MbwCQMZ7mvzDN8mr5FVcKsmp7xa2kvlqmv6sd9KrGrqloPnu5pyPNbJUYqGkpa+fxGJq4mbqVpOUn1ZuoqOiE7Vt6VCr6eFYZEmcisSt23u7O2WO3e4iWVVz5e4bvy61994c4anPFVq9a3JGFnfbV9fkmceNk1FJdzKvYHglKEYx0PrT4L+5hGBJuHo3NT6zepPblLeMNIOjOcAfpWb256968LNJRyjHSlleIvF7cr28n38n1NaSdSH7xGqutOB88IPuDXJeNJfGWrh7fR9WstKtSMZQMZW/4F2/DFa9BrqocfZ5R/5fJ+sUyZYOjLRo8kT4R3M8zS32vq7scuywlmJ9SSa6PRPhh4a090luI5r6VTn983yf8AfI4/PNdwRjoKazBQSxAHU89KyxvHOfY2PJPENJ9I2j+STFTy/Dwd1H7xkcUcEaxRKqIowqqMAfQV5V8ctdif7PoUDhmRvOnwfunHyg/nn8q2/HXxDsNMiez0mRLu+II3L80cf1P8R9hXit5cT3dzJc3EjSSyMWd2PJJ9a+68OuDcS8THNMbFxUdYp7t935a/Nnn5pj4KHsab33PtaPO0VKBzUcf3RUtfqhgwooooENdQVIIyDXPapZm3kJT7jcj29q6M1DcxJNEUcZB/SvmeKOHqedYRw2qR+F/p6M2oVnSlfoYmj3hhfyXb5CeCexrW1DUrHTrF7y/uoba3jGXklcKo/E1y7y20lxPFbXMM7QSeXJ5bhtjdcHHQ8ivIPj/puuTSQauLy5udNQBDAWO23bGMgDgZ9eua+V4Cz2dKv/Y2PfLKLtG/l9n/AC+7sbY6FqftqaudF48+OlvAZLPwpbi4flTdzrhB7qvU/jj6V4f4j8Raxr9413q+oT3chORvPyr/ALq9B+FVrDTr/UbjyLGzuLqXssMZc/kK63R/hN461JQ40f7IndrmQJ+nX9K/bYU6NFdD5uU6tVnP+I/E15r1hplpdxRr/Z0JiSRc7nHH3vyFVfD+s3eh6rHqNjs+0RBgu9cgZGK9W034Aa5MgN/rNjbHuIkaT+e2t2z/AGe9PXBu/EFy/r5VuF/mTXJGngKWGeFjFcjvddNW2/vbZfssRKftHufP7yyzzPNNIXkdizsxySSeTX058Nr0X3gTSZid7C3WNiT3X5f6VUj+APhcL8+p6sx9Q6f/ABNdp4V8D2Hh3SBpdndXUkKuzqZSpIz16AcV8T4gZRUzvA06eDS54SuuitZ/rY9LK+bD1G6mzR8peM7V9M8XarZoWCpcvj6E5H6EVB4Vtpb3xLp9tESHkuYwCD0+br+FfQfjb4L2/iHW59Vi1p7WSYLuQwBhkADOcj0qh4O+Dt74a186rJf21/5MbfZ0CmM7yMZOcjoT+dfRTxVSlkz929b2drf3rWtfrr+ByrDN4j+7f/gnH/H/AF4T3droML5WD9/Pg9WI+UfgMn8RXk+w5Feg+Mfh/wCPv7TudR1DRprl55C7vbES9fZecdunaqHgvwNq3iDUzE8Mtpawvi4lkQrtwfugHq3t2qcopYPhnJoQrTSjBXk+7er+d9l6GeJ9risQ2lvsa/wN8MvqGv8A9tXCf6LYnMZI+9L2x9Ov5ete8DAqnoel2ej6ZBp9hEI4IlwB1J9ST3J61er+cOLeIp59mMsTtBaRXZL9Xuz6rA4VYakodep558dVu5PB6w21tNKDcK0hRCQigHk+2cV4CAepGDX16yhgcgEHqK+fvjB4ch0PxEJ7OMR2l6pkRR0VgfmA/MH8a/TPCriOjGDyicbS1kn37p/L8EeRnWEk/wB+vQ4RFwwrr/hHo/8Aa3ja03IWhtT9ok4/u9B/30RXKqvzCvcvgPows9AuNVdcSXkmF/3EyP55/KvuuO84/svJas4u0p+7H1f/AALs83LMP7bEJdFqz0cdeBinUg9aWv5Sb1PtBY3ZHDKcEcg1z3iv4j3PhPUk/tLQDc2UwxHdW8uGz3UqRjP41uysURmUbmAyB6msdP7J8XeH8SxrcWk4w6E8owPIPoQa+u4Uz2rk1f204c9G6Ul2fRrs+3dXOXFUfaxtF2l0INP+OPhCbCzwala+paIMB+TGtaL4u+BHAJ1hk9mt5B/7LXlPjD4U3P2pp/DrRtC3/LvLJgp/uk9RUvgb4WzxX6XviExFIjuW2Rt28jpuPTHtX7ZV4y4fWCeLjWu7fD9q/a39I8KOHxntORx+Z7a+t2+p2Mc1i7NbzKGDFCpYfQgGqLHmmLgKABtA6D0rm/H/AIqt/DGlGT5ZL2bK28R7n+8fYfr0r8HxmKx3E2ZJJXlJ2S6Jf5Lqz3oxhh4XZ01FUtDWddHtBdSGScQr5rHqWI5q5XgVYezm43vY6I6q5BqCSy2M8Vu+yWSNkR/7pIwD+FVPD2j2WiWQt7UEuf8AWSucvK3qx71fmkSKNpJGCIilmYnAAHc14v45+JGoXt1JaaHM1paKcCZf9ZJ757D6V9Rw1kWZ57zYTCO1O6cm9vK9t/JerOTFYmlh1zz3PaTIo4LLz6mlBHavlea6uriUyT3M0rnks7kn8zWrovinXtJkVrPU7hUU/wCrdyyH8DxX3FfwgxMad6WITl2asvvuzz453BvWDPo2+Wd7WRLabyZivyOV3AH3HpXkmo/EjxPpF/NYX1hp5nhbax2sM+/Wur8AeOrbxEBZ3arbagBnaD8smO6+/tWB8b9EQpb67ChBB8mfHp/Cf5j8q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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">経営系学生のための基礎統計学</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>塩出 省吾, 今野 勤</td></tr><tr><td><strong>ダウンロード</strong></td><td>5736</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 経営系学生のための基礎統計学 バイ <br />無料電子書籍 pdf 経営系学生のための基礎統計学 バイ <br />無料電子書籍アプリ 経営系学生のための基礎統計学 バイ <br />無料電子書籍 おすすめ 経営系学生のための基礎統計学 バイ <br />楽天 無料電子書籍 経営系学生のための基礎統計学 バイ <br />オライリー 無料電子書籍 経営系学生のための基礎統計学 バイ <br />スマホ 無料電子書籍 経営系学生のための基礎統計学 バイ <br />無料電子書籍 アプリ 経営系学生のための基礎統計学 バイ <br />キンドル 無料電子書籍 経営系学生のための基礎統計学 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>トップページ 共立出版 ~ 時空間統計解析 書影 時空間統計解析とは,データに内在する時空間的相互作用を明確に考慮した統計モデルを構築し,このモ… 詳細を見る</p><p>経済学部と経営学部の違いは? 後悔しない学部選びのための ~ ホーム 仕事ノウハウ 探し方 バイトの探し方 応募・電話 応募の仕方 履歴書 履歴書の書き方 面接 面接の準備・対策 タウンワーク タウンワークマガジンホーム ライフ・エンタメ 経済学部と経営学部の違いは? 後悔しない学部選び </p><p>経営・社会情報学│Ⅰ類(情報系)│ 学域(学部)・大学院│ ~ 経営・社会情報を活用して、多様な組織における運営、管理を創造的、効率的に実践するための方法論や技術を学びの対象とします。経営・社会情報の活用法を幅広く学び、経営・社会情報システムの設計や評価に取り組むとともに </p><p>学科経営学科 佐賀大学経済学部 ~ コア科目群 1年次 2年次 2・3年次 3・4年次 会計 経営学系 入門ゼミ 経営学入門 簿記会計入門 社会情報論 基本経営学 経営のための会計 経営管理論 マーケティング論I 基礎演習 基礎簿記 会計学原理 原価計算論 経営社会学 現代の </p><p>教員紹介│九州大学 大学院医学系学府 医療経営・管理学専攻 ~ 研究・教育 医療経営管理学とは良い医療を届ける仕組みに関する学問である。研究はおいては、医療経営管理を改善するための仮説を作り、検証する研究を行っている。学生には、自分で課題を決定し、事実を根拠として論理を構築さ </p><p>キャリアアップ・プログラム|広島経済大学 ~ 本学は、中四国唯一の経済を専門とする大学として、ビジネスに関連する多くの専門知識を蓄積してまいりました。その専門知識を活かして、ビジネスの現場で奮闘する皆様を応援するため、社会人対象のキャリアアップ・プログラム </p><p>地域経営学部 福知山公立大学 ~ 公共経営 系 日本が人口減少社会に入ったことで、地域経営環境は地域社会の存続をかけた根本的な構造改革を求める、新たな段階に入っています。行政やNPO、そして地域のさまざまな活動を対象に、公的組織、非営利団体の社会的 </p><p>慶應義塾大学経済学部 星野崇宏研究会 ~ 星野ゼミでは、データサイエンス・統計学・機械学習など実証的なアプローチを用いて、経済・マーケティング・経営・社会・人間行動を研究しています。</p><p>農林統計出版 ~ 農林統計出版 Agriculture and Forestry Statistics Publishing Inc 〒1010061 東京都千代田区三崎町3丁目3番3号 木下ビ ル4階 TEL 0335110058 FAX 0335110059 Email books</p><p>経営学部が変わります。「ビジネスデザイン学科」を新設し、2 ~ 日本の大学では5番目の1962年に創設され、「理論と実践の融合」という理念を掲げて常に時代をリードしてきた経営学部。その経営学部は、2019年度から大きく変わります。スタートアップという時代の要請にこたえるために、新しく </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320019474" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-75571289508908187142019-05-25T18:55:00.000-07:002019-05-25T18:55:06.233-07:00【ダウンロード】 最適化法 (工系数学講座 17) 無料電子ブック amazon 最適化法 (工系数学講座 17), 電子ブック 海外 最適化法 (工系数学講座 17), 電子ブック 人気 最適化法 (工系数学講座 17), 電子ブック 見本 最適化法 (工系数学講座 17)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 最適化法 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">最適化法 (工系数学講座 17)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>田村 明久, 村松 正和</td></tr><tr><td><strong>ダウンロード</strong></td><td>9977</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 最適化法 (工系数学講座 17) バイ <br />無料電子書籍 pdf 最適化法 (工系数学講座 17) バイ <br />無料電子書籍アプリ 最適化法 (工系数学講座 17) バイ <br />無料電子書籍 おすすめ 最適化法 (工系数学講座 17) バイ <br />楽天 無料電子書籍 最適化法 (工系数学講座 17) バイ <br />オライリー 無料電子書籍 最適化法 (工系数学講座 17) バイ <br />スマホ 無料電子書籍 最適化法 (工系数学講座 17) バイ <br />無料電子書籍 アプリ 最適化法 (工系数学講座 17) バイ <br />キンドル 無料電子書籍 最適化法 (工系数学講座 17) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>最適化法 工系数学講座 17 田村 明久 村松 正和 本 通販 ~ Amazonで田村 明久 村松 正和の最適化法 工系数学講座 17。アマゾンならポイント還元本が多数。田村 明久 村松 正和作品ほか、お急ぎ便対象商品は当日お届けも可能。また最適化法 工系数学講座 17もアマゾン配送商品なら通常配送 </p><p>最適化 本 ~ 最適化法 工系数学講座 17 200241 田村 明久、 村松 正和 単行本 ¥ 3240 ポイント 32 pt 1 残り3点。注文はお早めに。こちらからもご購入いただけます ¥ 1736 中古 新品 15 出品 </p><p>:カスタマーレビュー 最適化法 工系数学講座 17 ~ で、最適化法 工系数学講座 17 の役立つカスタマーレビューとレビュー評価をご覧ください。ユーザーの皆様からの正直で公平な製品レビューをお読みください。</p><p>数理計画法第1回 トップページ 徳山・全研究室 ~ 「数理計画法」の授業の目的 数理計画問題、およびその解法について学ぶ 使用する教科書 田村明久、村松正和著 「最適化法」、工系数学講座17巻 共立出版、2002年 適宜資料を配布 教科書を生協で購入しておいてください</p><p>最適化法 工系数学講座 17 ~ 最適化法 工系数学講座 17の感想・レビュー一覧です。 この機能をご利用になるには会員登録(無料)のうえ、ログインする必要があります。会員登録すると読んだ本の管理や、感想・レビューの投稿などが行なえます</p><p>数理計画法第1回 トップページ 徳山・全研究室 ~ 「最適化法」、工系数学講座17巻 共立出版、2002年 適宜資料を配布 成績評価の方法および基準 中間試験50点 期末試験50点) 演習レポートの提出状況最大20点 により評価 </p><p>カルーシュ・クーン・タッカー条件 Wikipedia ~ 田村 明久、村松 正和『最適化法』共立出版〈工系数学講座 17〉、2002年4月1日。ISBN 4320016165。 この項目は、数学 に関連した書きかけの項目です。この項目を加筆・訂正などしてくださる協力者を求めています(/ </p><p>最適化法 伊理 正夫 ・杉原 厚吉 ・速水 謙 ・今井 浩 編集委員 ~ 工系数学講座 全20巻 【17】巻 ISBN 9784320016163 判型 A5 ページ数 244ページ 発行年月 2002年04月 本体価格 3000円 </p><p>書籍 東京大学 大学院 情報理工学系研究科 ~ 田村明久・村松正和:最適化法、工系数学講座17、共立出版、2002 杉原厚吉:トポロジー、朝倉書店、2001 今野浩:線形計画法、日科技連、1987 寒野善博、土谷隆:最適化と変分法、東京大学工学教程、丸善 </p><p>Summary of 最適化理論991457199146159914616 ~ 最適化理論 科目名称(英語) Optimization Theory 授業名称 最適化理論 教員名 小笠原 英穂 れるので,数値計算上の種々の取扱いや基礎知識は不可欠である.よって2年次の「計算数学1」が履修済みで あることが極めて 実習時 </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320016165" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-15937232339928822372019-05-24T23:46:00.000-07:002019-05-24T23:46:06.683-07:00【オンラインで読む】 推定と検定 (数学ワンポイント双書 18) オンライン電子ブック リーダー 推定と検定 (数学ワンポイント双書 18), 電子ブック 価格比較 推定と検定 (数学ワンポイント双書 18), pdf 電子ブック 違い 推定と検定 (数学ワンポイント双書 18), 電子ブック 本体 推定と検定 (数学ワンポイント双書 18)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 推定と検定 (数学ワンポイント双書 18)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">推定と検定 (数学ワンポイント双書 18)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>鷲尾 泰俊</td></tr><tr><td><strong>ダウンロード</strong></td><td>6058</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 推定と検定 (数学ワンポイント双書 18) バイ <br />無料電子書籍 pdf 推定と検定 (数学ワンポイント双書 18) バイ <br />無料電子書籍アプリ 推定と検定 (数学ワンポイント双書 18) バイ <br />無料電子書籍 おすすめ 推定と検定 (数学ワンポイント双書 18) バイ <br />楽天 無料電子書籍 推定と検定 (数学ワンポイント双書 18) バイ <br />オライリー 無料電子書籍 推定と検定 (数学ワンポイント双書 18) バイ <br />スマホ 無料電子書籍 推定と検定 (数学ワンポイント双書 18) バイ <br />無料電子書籍 アプリ 推定と検定 (数学ワンポイント双書 18) バイ <br />キンドル 無料電子書籍 推定と検定 (数学ワンポイント双書 18) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>釧路豊文堂書店 古書目録自然1 ~ 自然 登山・探検 「文庫」 分野の 「中公文庫の山の本」 欄も あわせてご覧ください 番号 書名 著者名 発行所 発行年 税込価格 備考 F37148 北海道の旅 ’70 夏秋編 季刊 通巻第4号 旅行・ドライブ・登山総合ガイド</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320012399" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-31651809617175817832019-05-24T23:17:00.000-07:002019-05-24T23:17:03.887-07:00【最新刊】 カラー図解 学校数学事典 オンライン電子ブック actibook カラー図解 学校数学事典, 電子ブック 拡張子 カラー図解 学校数学事典, 電子ブック ソフト 無料 カラー図解 学校数学事典, 電子ブック 目次 カラー図解 学校数学事典<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de カラー図解 学校数学事典" 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">カラー図解 学校数学事典</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>Fritz Reinhardt</td></tr><tr><td><strong>ダウンロード</strong></td><td>6750</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード カラー図解 学校数学事典 バイ <br />無料電子書籍 pdf カラー図解 学校数学事典 バイ <br />無料電子書籍アプリ カラー図解 学校数学事典 バイ <br />無料電子書籍 おすすめ カラー図解 学校数学事典 バイ <br />楽天 無料電子書籍 カラー図解 学校数学事典 バイ <br />オライリー 無料電子書籍 カラー図解 学校数学事典 バイ <br />スマホ 無料電子書籍 カラー図解 学校数学事典 バイ <br />無料電子書籍 アプリ カラー図解 学校数学事典 バイ <br />キンドル 無料電子書籍 カラー図解 学校数学事典 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>カラー図解 学校数学事典 Fritz Reinhardt Carsten Reinhardt ~ またカラー図解 学校数学事典もアマゾン配送商品なら通常配送無料。 メインコンテンツにスキップ プライムを始める 本 検索 検索 JP </p><p>カラー図解学校数学事典 Fritz Reinhardt 著 Carsten Reinhardt ~ ドイツのDeutscher Taschenbuch Verlag社のdtvAtlasという事典のシリーズは,フルカラーを用い,左ページに図,右ページに本文を見開きで載せるような基本構成をとっており,・・・…</p><p>カラー図解 学校数学事典 ~ 書 評 カラー図解 学校数学事典 Fritz Reinhardt 著,長岡昇勇,長岡由美子 訳 共立出版,2014425 出版 原著dtvAtlas Schulmathematik はDeutscher Taschenbuch Verlagが2002 年出版 東北大学高度教養教育・学生支援機構 森田 </p><p>カラー図解数学事典 Fritz Reinhardt Heinrich Soeder 著 Gerd ~ カラー図解学校数学事典 書影 科学一般 辞典・用語集 科学一般 科学概論 科学史 啓蒙 教養 伝記 随筆 論文作成 発表技術 写真技術 工芸 デザイン 数学 辞典・用語集 数学一般 代数・幾何 代数学 幾何学 位相 整数論 微分積分学 解析学 </p><p>ヨドバシcom カラー図解学校数学事典 事典辞典 通販【全品 ~ カラー図解学校数学事典 事典辞典の通販ならヨドバシカメラの公式サイト「ヨドバシcom」で!レビュー、QA、画像も盛り沢山。ご購入でゴールドポイント取得!今なら日本全国へ全品配達料金無料、即日・翌日お届け実施中。</p><p>カラー図解 学校数学事典 共立出版 学参ドットコム ~ カラー図解 学校数学事典 左ページに図、右ページに本文を見開きで載せるような基本構成で、ドイツ・ギムナジウム第5学年から13学年で学ぶ数学の諸概念をわかりやすく解説した事典。</p><p>数学事典 本 ~ カラー図解 学校数学事典 2014425 Fritz Reinhardt、 Carsten Reinhardt 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">マシンラーニング (Rで学ぶデータサイエンス 6)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>辻谷 将明, 竹澤 邦夫</td></tr><tr><td><strong>ダウンロード</strong></td><td>9419</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />無料電子書籍 pdf マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />無料電子書籍アプリ マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />無料電子書籍 おすすめ マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />楽天 無料電子書籍 マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />オライリー 無料電子書籍 マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />スマホ 無料電子書籍 マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />無料電子書籍 アプリ マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br />キンドル 無料電子書籍 マシンラーニング (Rで学ぶデータサイエンス 6) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>OReilly Japan RとKerasによるディープラーニング ~ Pythonのディープラーニング用ライブラリKeras開発者のFrançois Cholletと、RStudio創設者兼CEO兼開発者としてRコミュニティで絶大な信頼を集めるJ J Allaireによる共著。ディープラーニングを学びたいRユーザ向けに、まず概念を説明し、それ </p><p>トップクラス講師から動画で学ぶ最新動向|ネットラーニング ~ W3(ダブリュースリー)は各分野のトップクラスの講師から最新技術動向を短時間で学習できるeラーニングです。ネットラーニングが提供しており、学習成績や履歴、進捗状況やアンケートも簡単に管理できるため、研修を効率よく </p><p>お知らせ 株式会社ドコモgacco ~ 2015610 高校生にMOOCムーク講座を利用した大学講義を展開。 オンラインでの講義受講だけでなく、キャンパスでの講義受講と学校見学(キャンパスツアー)ができる企画をスタート!!</p><p>ディープ・ラーニングとは? SAS ~ ディープ・ラーニングとは、音声の認識、画像の特定、予測など人間が行うようなタスクを実行できるようにコンピューターに学習させる手法です。ディープ・ラーニングでは、人間がデータを編成して定義済みの数式に </p><p>データサイエンス、データ分析、機械学習関連の本 Qiita ~ データサイエンス、データ分析、機械学習関連の本 Qiita Community</p><p>Computer Training Computer Certifications Microsoft Learning ~ データサイエンスにおけるマイクロソフト認定資格プログラム 需要のあるテクニカル分野の仕事の中には、新しいスキルが必要になってきます。マイクロソフトは、Microsoft Professional Program を作り、高い評価を得たオンライン </p><p>第50話|目的無きデータ分析は無意味というけど、売上分析に ~ 【第3回】Excel×Rで学ぶ 明日からできる売上データ分析(518) 講座リニューアルにあたり、 通常100000円のところを、 キャンペーン価格 20000円 で提供 518日土1000~1600 東京都23区 税込み20000円 詳細はこちら</p><p>フューチャーブリッジパートナーズ株式会社 ~ 4年ほど前からデータサイエンス・AI(RPython)の研修を始めています。 そのなかで、これまでお付き合いのあったSGS社とインドAI研修にかかわらせていただくことになりました。 国内と海外のプログラムで国内での研修を担当します。</p><p>教授 Laboratory for Intelligent Dynamics and Representation ~ 尾形 哲也 教授・博士(工学) Email ogataat のページ 講師セレクトのページ Linkedinのページ Facebookのページ 略歴 1988年 千葉県立船橋高等学校卒業 1993年 早稲田大学理工学部機械工学科卒業 1995 </p><p>人工知能(AI)とは SAS ~ 人工知能の歴史 人工知能(artificial intelligence AI)という用語が造られたのは1956年のことですが、データ量の増大、アルゴリズムの高度化、コンピューティング性能やストレージ技術の発展といった近年の動向により、近年AIと </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320019261" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-7622541188787075512019-05-24T04:37:00.000-07:002019-05-24T04:37:11.435-07:00【ダウンロード】 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上
級・大卒程度 無料電子ブック 音声読み上げ 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度, 電子ブック 検索 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度, 電子ブック 高い 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度, 電子ブック ファイル 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度" 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W62/C4uXQ8q3H1pQzevFeor8LvC5XI+L3hDd6FpBj9Kw9Rjf4b+KLHUfCvjDSNZuxG5FxZRiVIsgqVZZFIJIJ7Uo4iE9Ib+jX6By23OQsra8vrkW9lBNcTMCRHEpZiAMk4HoAT+FQaxBdWL3NpeQyW9xFlJIpFKsjDqCDyDX0pqHiT4j2/wC1HxLr7yy3WpTRJYPBZRQNZw7jumcxqCA/3RnsfevmvXb271CW5vb+4lubmbLSSyMWZj6knrWUa0qtObdrK60dy0kmjF0+0vtRu0tLC2nuriTOyKFC7tgZOAOTwKemn6i9lLepZ3DW0OPMmEZKJk4GT0GSCPwr2z9kPUrLS9Z1Ke/vBaQu0MZY3ioXY7wqCHYzSkk9iMY5zXs+oarp+rX99psdrp1+dPu4V120uSLmGCzSOV/MRiqgsW5bgkMSD2r8gzPiSrg8XKgqN4xSd799/8l52vuj0VC63PizT7DUdReRLCzuLpoo2lkEMZcoi9WOOgHc0SadqMenJqL2dytnJIY0uDGfLZwMlQ3TPtX1D8Amnu/DGs6pa3E1jaNdz3cVtbXeEyXA2JDEdyKOBkj06ius+JstzqPgjW7qPUbiBLhZLdLY3r24dRFlivm7VPGcrt5ANTW4mnTxfsFTVk0m77PTTbz+VtRKOlz40n0zVILFL2fT7yK1fGyd4WEbZ6YYjBzQ2maqtlHetp92tpKQI5jC2x8kjhsYPII/CvojTI9N1Hwj4Ssbs6W0d1LawmO4C3EYZlKqDElzv+9gcquM846Uvxa8QQ6Po3hzw/p2n6QNPlu5LKe4ghkhWNoLpSVRS5wM8/Nu9RXS8+qOtGjGndtv7lf8dBJHzxPpOrwGPz9OvIvMYKm+BhuJ6AZHJqvqNpfaddPaX9tPa3CY3xTIUdcjPIPIr7d1aVZ/EemalaGyvrW2mupGlYtcCEn5lKLHO53ld2Pk4GeF+7XjX7X1lFaHRPIhgMSPPbJM6Sm5Ij2Eq8khzIvz8HtzzXPlvE8sZiqeHlTs5J9drX8vL8fvpxsrnz+XPrQHPrUZor64g9B+AzE/ECIZ/5dpf5Cv0/r8vvgJ/yUGL/AK9pf5Cv1BqZbgfC37ZQ/wCK8T/r4uP5RV4My5PSvrv4z/CzWPiX481L+yb6xtf7OuG8z7SWG7zAuMbQf7h/MVxJ/ZY8X541/Q/zl/8AiK+ly7GUaeHjGcrPX82clWEnN2R89qKcBxX0Mn7K/isjLeItEB9vNP8A7LT1/ZW8U458R6L+Uv8A8TXd/aOG/m/My9nI8Z8H+JW8P6frtqLTzzqtgbMN5m3ySXVt+MHd93GOOvWujvPi34ruvBiaFJqd+bg3Erz3ZuSfNhkjWPySmMBRgnr36d69Db9lbxV28RaKfwl/+Jpw/ZW8U7c/8JHoufTEv/xNZSxeDb5m/wAGPkmcd4X+LWn6Pb2tt/wh1v5NhZtHaLBdGMi4dCkk8jFSXLA/dPAwMVm6X8Tngm8OXl94d06+v9AkAt7skxvJEo/dxsF4O0/MGIJ4Hvn0Qfsq+KOp8S6Ln/dl/wDiaaf2V/Fgxt8Q6If+/v8A8TULEYLXX8w5ah5K/jnU5dC1LSZ4YZY9R1ZdUnlOd/mjPA7YO49q6S9+K4Ov6/r1j4dt4dS1VFjhuJrhpfsibAjgJgI5IHBI4rtz+yx4s42+IdEPr/rf/iKQ/sseLc/8jBon5y//ABFW8Xgpbv8AP+ugckzkdQ+MUl9d3SXmgx3ul3Wn29rLaz3LBxJCm1ZUlUBlJPJA68g+tYmifFPxLYeHLbwvdNDf+H4mxJZyRhTLFu3GIyL84Un0P6cV6P8A8MseL++v6Hj6y/8AxFNH7LPjL/oN6F/33L/8RSWIwKVr/mHJPc828UfESfxFf6THe6Lp8Og6U+bfRrYGKHaSN4LD5iWxy2c11N98arOXUbPUrX4eeH4b2xjSKzmllmkMCp90KNwAxW+P2WfGPfW9D/77l/8AiKX/AIZa8ZBf+Q3oefTfL/8AEUpV8DKyb29RqMzmbX4uWq+KNe1k+H5oYdUjLpZQXu2JLkxNE0zfJ82QzHbxyal0v4u6Xp2lW9jbeF5oEsLGSGwSPUCUWeVCsk8mUy5ORhcgADFb5/Zb8adRrOhf9/Jf/iKVf2W/GffWtC/7+S//ABFDrYF9fzFyzOSsPizJpHw+s/DGg6QkNxC29768MV1tYnLiONosKGPqWq7f/GaPUbHw6l/4eC3ei6hBe+ZazpDFcMhG5jGsfyuwGMg4HpXR/wDDLfjL/oN6H/33L/8AEUj/ALLfjLGRrOhk+nmS/wDxFP2uX731+YWqGR4m+PV3qUt1LYeF7GCW4tfsjXF5O91IIxI0gAztHDMCMg4wKrT/ABmin8Rf2gnh5LCG6SL+0jaSqJrh0D7mDMhA3M+eVJAGM963j+y541xxrGhf9/Zf/iKX/hlrxmOms6Hz/wBNJf8A4ikq2AWif5hy1HuUL349mS+kS38MJHpV7JK+q2r3rM13vGFw+0GLaAMbe/NcrZfFnWtF0Oy0fwtaQaPbwNM9zj98bxpMgGXeOdqnAHTIz6Y7k/sueNAMjWdCJ/66Sf8AxFIf2W/GvbWNCP8A20l/+IoVbAR2f5g4zZxOreP9Dm8E6X4ds/Dlzi3vor2+e61BpBcsibCowAUUj0PHatxfj34iW01eKCH7CZ0hXTVtn+SzKSBmLbgTKWAwSx5+nFbX/DLnjXP/ACGNC9/3kn/xFL/wy5414/4nGhfXzJP/AIin7bAvd3+/1C1Q898QfEWPXfHFl4q1Twvpl1PHCEu7eV5Hhu3GQHKk/Lxj5V44qt47+JGv+LLGLS5UstN0aB98Gm2EAhgQ9jgcsee5r0n/AIZb8bA8atoR/wC2sn/xFH/DLnjY8f2toQ/7bSf/ABFVHFYJNO+q9QcZ2seQ+B9a0fRNSluta8M23iGJoiscE9w8So+QQ/yfe4BGDxzU/wAQvGmqeMr22kvIra0s7KLyLKytY9kNtH/dUf1PNerL+y543yQdW0IDt+9k5/8AHKG/Zc8cf9BXQj/22k/+Iq1jMHz8/Nr8xck7HgQ6dcVteCtch8O+IItVn0Wy1cQq3lwXgJjD4+ViAecHnB4r2D/hl3x321LQv+/8n/xFA/Zd8dYOdS0LP/XeT/4iqlj8LJNOX5hyTRwuifFzxdY+M7rxLfXS6mb1PKvrOdR5FxFjAQqBgADpgcfic+d6q4mW4lWJYlcswRM7Vz2Ge1e+/wDDLvjv/oJaF/3/AJP/AIiorr9lvx81u6JqGhMxGAPtEg/9krKeLwihLlau1YpRldHlPwU+Iz/D7WZriaCe6spgrSQQ+UrO6525d0YheTkLgnPXiumh+PN+uJLnQ4L+5uWeLVJ7ubebq0LMVtlG3ESgMeR1IBPodsfsnfEb/n+8P5/6+ZP/AI3Sj9k34i8/6foH/gTJ/wDEV+f4jJcHiakqtWneTtffpt/Xp2R3c9upyfw5+JXhfwfHrksHhfUXudUdkVYdSEaQQbwyIC0bEkYwWPUdq1tc+Odnr3hXVdC1bwghF2jLBLDeAeVxhCUaMruHGWTYTjtWp/wyd8SM4+26B9ftT/8AxFIf2T/iTu/4+9AI9ftT/wDxFTPI8JOr7WUW5XTvd9LW6+SDn8zMX4520XhnQNGHhZrv+yY7Qg3OoP5Rlt1IVhGoGPmIP3ucAGs67+MVtqGjzxal4O0yXUBqo1C0liYpHBlkaQBeSSxj5bP8RrpP+GT/AIkdPtmgf+BT/wDxFH/DJ/xI5/0vQfb/AEp+f/HKmOQYGLuoa3vu9/vDn8zG0j4z2Fhp9q82g3d5qUU5uixvBDCJgpVAFRclBliVJ5PfFch8TfiDL480/TZdUsXXWrbctzeLcHy7hTjaRFjajAAZK9cV6Kf2UfiX/wA99B/8C3/+Ipp/ZS+Jv/PXQj/2+N/8RWlDJsJQqqtCFpLrd/d6a7enZBzaWPAcUhFe/P8Asp/E3HEmhn/t8b/4io/+GVfihnGNE/8AA0//ABNepZi5kcJ8BP8AkoMX/XtL/Kv1Br4R8H/Avxv4A1tfEOurpv2JI2iJgud7bm4HG0V93VEtxpnmvhj/AJH3xh/18Q/yeupPWvkr9q3X9b0Px6/9j6vqGnedcT+b9luXi37RHjdtIzjJxn1NZn7NPxF8XSfE/TdF1DXdQ1Gx1AvFJFd3DzBSEZgy7idpyO1epRwE54b2yff8DnlP37H2SKUUg6UtcQxTwOtKOaawyKcoxTAWlpKWgAooooGH4UVznxA8V6J4W0OefV9bstLlmhkFqbiZYzJIF6LnqckV4/8AAj4q6vqvwg1G6mvl8UeMbWSWWLTPNUXMsYKgfKozt5POKQJH0HRXyT4Q+NPxcfx/4kjXwTqetMhXdo4Lf8Sz24TPPvWp+zx8VviVr/jbUNO1PQr7VtPn1AJcXDkhdIHz/IcL+HOPu0uZDsz6iorx3x9rXxl0L4qWMuiaPY6v4TvpIbVYUBJhyfnkkYDdGfvfNygGOM1gfE34r/E2x+ME/gHwLoGjalKlsk6LcRuZCCoZiW81VwM+lO4rH0DS188x337VGpoQNM8NaQG/iJjyPzd/5V2I8VeKfhl8JG1v4k+Xrupw3WxjpjZLI5+XO5VAI5BwMYxRcLHqtHevnH/hrPwzn/kUde/Bo/8AGuK8IftPXtn471/UNdg1a/0S6J/s2wQRBrUbsjJ4zxx1NK6HZn2JQOlfOcf7WXhdmwfCeuj33R/419DWM63VnBdKrKs0ayAHqARnH6007isTUdqK8I8MeN/FF3+1hrvg641WR9CtrdnhtCi7VPlRtkHGerE9e9AHu9FeN+N/id4h0X9ofw74BtIrA6TqUMTzPJExmBZpAdrBsD7g7VB+1x418SeCfCGjXvhnU3sLi41DypXWNW3J5bHHzA9wKAse2UlcbqfjnS9Gi8O6Zqc841PXYALQpFkNIIwSSR0615r8J/i/PH8OrNvEM19rXiPUbm/XT4Uhy1w0IyIsqOCeAOD1oCx75RXx38Xv2h/iDCbDTk8Mal4KvUkE8gnzvni5GNskYwM9x6V6z8IvjR4j8ea9p9s3w21XT9Hu1kP9rFpHt12qx+95YU5ZdvXqaV0O1j2yivnm9/au8G2t3NbN4c19micoSBDzg4/v1wXxJ/aiu9S1LRZPBi6ppFtbys2ox3EcLG4TKYC/exwH9Oop3QrM+w6K+dV/a18GEZPhrxCP+Aw//F16n8H/AIk6V8TNFu9U0mwvrOK1n8hlugoYnGcjaSMc0XQWO3pcUlLQIMUGiigYlFLSUAJRS0UgOM+MX/Ilyf8AXeP+del15r8Yv+RLk/67x/zr0qsp7mkdj4V/bL/5HxP+vi4/lFXI/s08/Gvw2P8Apu//AKKeuv8A2ygD48XP/Pxcfyirkf2ZR/xe7w3/ANdpP/RT19RhP+Rb8pfmzln/ABT72HSnCmrThXzpqOpRTT04pRQAtLSUtMAooooA8m/an07wnL8Lb/WfE9it3Jp0bf2eDKyETyYVcbSM84JHoDXzL8DJvBJ+H/ihtR1TVPD3iKyjWdNQ0ydhczW25S0caF1UkFeeRw3tX0Z+034D1Lx0mgQx3U8WkWRu7jUVRsDCxbkbHc5UqPTca8U8BeB9Bv8A9lrWPFjaYsut2kd3BDKiAlgzx8njJIAIB7BmqXui1scD4kv7DR7X+3vB3in4jre6hMouLu9h+zLcJzz5sczF2z0B96734RWPhaL4jaVpOk+LviZpl/qV0szxXVmltFdMmXPmbZiWBwwyQeteda5qK3nw80bRIPEHjG8u7OVTNplzb/6Ha4zzFhicjPGQOpr0b4e6ouu/tD+Crm08Q+K/EMds0iSza3b7HgPlv8q4ZuPqRUDPbRc/GvS/jWIJLew1Lwhqk+5WAJSyiUAH5sBlkwM4OVJPHt5f8R/Cl540/a5vdE0/xBd6DN/ZqSfbLbO8BYlyOGU859a7744+PvET/E/wv8OvAl+1vqsl1HPfzRgOscZz8jr3AXLkHttrx3xb4Q8d6D8ZrMS/FHS18VasxhimhmneWNGOEWTbEdoPAA5/LmrZKRb+MPgLxb4A1fwzYxfFDxFf/wBuXn2Xc08sflfMg3Y8w5+97dK+kPhr4O1HwJ4O1Gx1TxLd+JZmke5Se9DEoAgAT5mbjKk9e9fM/wAbPAHxN0Gy0rXPHXxIsbxYLxUsXMlzIYZSQdwPlYXAXP8AwHjJ4r6B+D+j+N9M8FatceMfF9p4nS9g86wuLedpUEZjPRmVeDkHjNJbjex5B4R+Lfxx8X29zd+FvAvhzUbW3mMMkiWbAK2AcfNMOcEVw3w51n4s2vxU8XXvh7wfpt/r88jf2raSwbo7ZvMyQo8wY+bj7xr2f9hf/kQfEHp/bLf+ikqp8C7m1sf2hvixd3lzDbW0MzvLNM4REUTNkkngCi3UO5X+HvxQ+JNx8ZNG8CeOfCugaX9tDvIkdmRLsEbspB8xh1T0r37xz4p0jwX4YufEGtySR2NttDeUm5iWYKAo7nJFfPeq6xpOuftq+GLzRdUstStRZFDNaTrKm4QTZG5SRmvpPWtJ0zW9Ml0zV7G3v7KYASQToHRsHIyD6EA00JkfhnW9P8SeH7LXNJlMtleRCWFmXaSPcdjkEV87+Chv/bj8TMOQtq2f+/MQr6SsbOz02wis7G2htLSBNscUSBEjUdgBwBXzV+zvOniz9pPx34vtfns41aOOTsQzhU591jJpsEJ8VMn9tTwUB2trf/0KatH9vD/kRfDq+uqn/wBFNVH4oj/jNTwYf+nWD+c1Xv278f8ACD+HP+wt/wC02pdx9i38XePiF8H09BIfyiSvCrPW4PD3hfwHrFxc3trHb6jqzedZqrTRklVDKGIBIJB5r2j496rp+ieM/hTqmqXAtrO3jlaWVgSFHlIOg5715N8JtT0rUdc+HWlwzRXFzZ6hqUtxCUzsVxuQnIwc4J/CgEM+FHjz4YaTqN54k+IZ8SeKfEF5G8LtcWsUsMcbDBxvlyzEZGeAAcAd66D9n/xRolp8dNN0XwT4g8UReF9QMp/sy+jQKsnlsQDh2XbkE7gA3AHPWuMl8R+JT4HufEx+J1suox3pgXRCkf2hk3Abx/s8+navafhvbWy/tjeJBHbQoqaTE6hUACsYYMkeh5P50hsf8YfiZ4z0P4wv4E8F+D/DurSvbxyxJPYs8zkoXbkSKMAAnpXjfxu1r4l6lr3hdvGHgjTdEuoJ3OnRW1qYxdNujyrAyNuAIQdvvGvYNUA/4bu03A/5cP8A20ko/bGUHxz8M+Oft0nP/bSChrcSMHxR8Ufjb4X0htV1/wCF3hmwsUZVeaTT32gk4A4m9a+lvh5e/wBqeCtI1drW2tpr+ziuJUt49iBmUE4HXHPcmvJv2xdd0KT4Rano0es6a+prdW+6zW6QzjDgnKZ3dOelenfCD/klvhfPX+yrf/0WKa3E9jqqKWimIKKKKBCUUUUAFFIKWgaON+MX/IlSf9d4/wCdelV5r8Yv+RLk/wCu8f8AOvSqxnuaQ2Phb9sr/kfEx/z8XH8oq5T9mIZ+Nvh3/rrL/wCiXrq/2yf+R9X/AK+Lj+UVcr+zAP8Ai93h7/rpL/6JevqMIv8AhN+UvzZyz/in3kvSnCmrThXzpqOoFIKWmAtLSUopAFFUNe1jS9B0uXVNYvoLGyhx5k8zbUXJwMn6mvn2w+MunN+0jewz+OLYeDRp37ktOBbGbanQ+ud1AJXPoTXbR7/Rb6yiZVkuLeSJWboCykAn25rx3wr8LfH/AIZ+Cy+D9B8V2Gma39teZruAM0bRORlQzJuVsc5AHPfvXOeKPiZ8WNW+MuseDPh1/Yt3bWkMVxAZ41GYmijYtvZgDkvx9ax/HHxL+P8A4DfTJPFVp4eggv7jyIzFGkhJGM/dfjg0mykme1fCL4bReArS9km1/Vdb1PUWWS9uruYlWcZGVUk4OOMkk8DntXK6R8H/ABP4X+IUWteEvH2ow6JdXRn1OxvnMzPnk7SQVYnplgCB3NWf2l/iLa+FvAGq2ej+J7Ww8UIIGgt0mX7QFaRckIecbd3bpXPXfxa8UP8AC/Q7vwTYW/jHUv7OJ1uWGbc9hJ5YIZwvQk7zg/3TRpsCudfo/wAH7PS/Ffi7xNa63fJquuRtFaXZYPLYh1G4qzDk7hx6KAPeq3wZ+Cth4K1KbxJrmoP4g8T3BYvezZYRbjyU3c7j3Y8/TnPifhL4y/GeT4VajeReHrnV7ZFn3eIHB3W+F5OANvydeRXpn7LvxB+Iviu0tbfxLocs+kmCV0118gzOGACcfL3I4/u0XQansXjbwvpHjHw1d6BrdsJrS5QrnA3Rtjh1J6MOoNcr8GvhxdeAvCd/4fvfEN1qtvPNJ9nRjhLeE8AKD0JHJ7Z6DqT5Ve/Fn4yat8TvE3hXwVo2gX0Wj3Mi/v0KMsavtBLNKoJ6dKzfHnxd+PvgjS4dS8RaB4XtLaaYQRsB5hZyCcYSYnoDzQ2CTPevhT8O9E+HGjXml6Hc388F3dG5druRGYMVC4G1VGMKK5DwZ8I77T/H3j/V9bu7K40nxUsiJFA7eaiO7E7tygA4PYmuPsfGX7TV7ZQXcHhTwwIp41kQsyqSrDI4M+R16Gur8UfGPUPh34X8Ot4+8OXM2ualDK9xHppTy4mRwMcseqsp4J70JoNTT+HXwH8CeBfEsXiHSBqc99CrLCbu4V1j3AgkBVXnBI59a9Ur5n1X9rDQn025itPC2uQXDwusMhaPCOQcMfocVzfwq/ahn0rw69r4xsdW17UPPZhdReWoEZxhccdDmi6QWbPrDXdOTV9FvNMkuLi3S6haJpbd9kiBhjKnsa4r4GfDKy+GPhq406K5F5eXc7S3N1t27wCRGMdgF/UmuN8DftJeH/FXivTvD1t4a1i2mv5hCksrIUQnucHpXulPRi1Rw+u/DHw/q/xN034gXVxqC6rp0axwxpIghYLuxuUqT/GehFYH7SPw11n4l+H9J0/RbywtZbK9NxIbt3VSuwjjarc813PxAuvEVn4Q1C58KWcF5rMcebWGYjYzZGc5IHTPcV4Jp/jz9pPU0lfS/DPhW+WGQxSm2milCOMEqxW44PI4PPNDsNXPVfG3wp0Pxpe+GbnxC7Tx6JGVa0CgxXGVUEMeuMr2q9ovwo+HWi6pFqeleEtPtLyEkxyxhsrkEHvjoTXgPhb4x/H7xPrWp6LonhvQLq+0tzHeRiHb5TBipBLTAHkEcZrq/B3jz4+X/jW00XVvDvhlYY7qNdSSCaMzwQkjcxUTkg7Tnp6cGldBZnWfEX4FeCtX8IapZeHPDOkadrM8X+i3RDKI5Mg5JGcA8joetYfwI+Enjjwt8RNS8ZeNtd0/U7u6tPs4a3leR3PygFiyKAAqADFbf7UfjTxB4H8GaVqPhy8W0ubjVo7aR2iV8xlHJGGBHVRXL+Pfit8ToPjPqHgDwVpXh27+zW8c6G+DKxBjRmJbzVXq3TFGganpc/wy0SX4tw/EprzUBqsUPkrAHTyCPLMecbd2cE/xda5348fDPXPHviXwhqWk3Wnww6LctLci5kdWdS8bfJtVsn5D1x2rmh4s/aV6f8Il4KJ9ftI/+SKn+Evxs13VvC3jXW/GWl2KHwyYw0OmRsGfJcMPndgeVGMEDrRow1N3x7+z54H8Z+L7vxPqt3rcV3dsjTR21xGsRKqFGAYyeQozzXqumWVtpunW2n2cQitraJYokHRVUYA/IV8+/wDDWngwfe8NeIQPZYf/AIuuLi/aklHxTl1SSLVW8Im32R6aIofOEmwDcTn+9k/e6Gi6CzZ9fg0tfOQ/a38FE/8AIueIM/SH/wCLr3XwZr1v4o8K6b4htIZYINQt1njjlxvUMOhxkZpppiszXpaSigQUUUUDA0lLSCgDjvjF/wAiXJ/13j/nXpVeafGL/kS5P+u8f869LrGe5pHY+Fv2yv8AkfU/6+bj+UVcv+y7z8bvD4/25v8A0S9dP+2X/wAj4n/Xxcfyirmf2Wf+S3aBn1m/9EvX1GE/5Fvyl+bOWa/en3eM4pwpopwr501FFKKQUooAX8aKKO1MDI8ZaNouv+HLvTPEUCT6XIm64RnKDavzZJBBGMZ618E+Fbv4Zy/HidNX0lF8GT3Mtvbp58oWFekcpOdx5AJyeNx9K+0/jvoXiDxL8M9R0XwzcmG+uzHEQCB5kTMA6knoNpJPsK+bdA+Evhu4/aB1H4d3kO6zh8PoDMnDicJETMPQliT9CR0qZalRLNx4a8Sav+1N4n0nwH4kXw3NbWUIW4ALgwrBCoTvnt+VZP7Q3hT4ieHP+EZk8Z+OR4kgnvytvGIyvlMNuTyB1BAq5cfDaDxP+054m8LaZrt14btrGziMUlqCW2JDCoT7y+vr2rN+PPwtn+H8vhq6l8a6j4hF3f7FiulIEW3acjLt1z7Un1Gjt/25tO8JWGlWOptpyt4n1OQRpc+a+VhiA3fLnb/Eo6d68y1vUPCI/ZusZ/Ccb6brTalBDrkaXEhZ3WOUI3JxtYEnjjqO1eh/tceA9SvLzxN451O5lbT7CzsYdLjz8od5Qsg/Dk893HpVjxB4MRPhf4Yi0H4VL4lt9VsoL7U3ivXttk6RBEJ2sOqsx9M5PU0PcFscnZfDOddNFunw18ZLC65ZE8aWKo2Rydvk966/9i2Kex8eeNtIaK7tILMLGlncXImaAiRgVLKArEYwWUAGvnJr3QU8Wy6g/gZP7IB+z/2cNSmMay4xnz87icgnGcfhX1X+zNpWo+H9evZT8Ln8K6XeWXmvqDam9yj7SCijcSMEEnI9KS3HLY84nkZfFvx8kQ7cWdwBt45+0gVyvgvwromreFbG71D4d/EnV55ELNd2Ey/Z5Dk8pmI8fia7j4ZW2leKE+NPiHVdTOm6LfNIjXgTeUVpXkGFyNxwFwO+a5XV9FudG+CUHjjwh8RvFhsY75bFLGVXtlQnJbbtkIIHt6mmxIwfiFounaLaadLpnhHx3oEj3ixtNrcqmFxgnauI1+bjPXoDxX2P8Z/FF94L+Dt54m023s7i+s4rcRLdRl4zvkRDkAg9GPevmrxH4P02GHwRF43+KHiaZteit72Jbi1aa2ti6jku8uOC2MgZwcnANe+ftXIqfs862iNuVRagMO48+PmhA2eVnxn+0L4i8Cy6xB4E8MyaLe2Ukn2lEjVvJKkMwBuMg4z1H4Vy37POo/Gqz8Dyx+APB+iavpLXjlp7zy9/mYXK/NMhwBjtX0J8MR/xjBp2f+hfk/8AQHrjP2Qte0Xw98EXvNd1S0022fVpkWW5lEaFiq8ZPfii2wX0Zsfs4/ETxX4z8U+JND8XaPo1hdaKEUpZQFSsm9lYE72Bxt7V6J8RPiP4X8BTaXF4iuZ4X1OUxweVCX6Y3M2OgG5ffnpXjH7K13a6h8Z/idfWM8dxazXAeKVDlXUzSEEHuMV9B61oGia29o+saVZ37Wcvm25niD+U/wDeXPQ00S9y/OYjCyzFPLYbSG6EHtXz98BNA1/wR8ZvGeiLYzL4SuXae1uTxCr7gyBTnk7GKnH90V6l8X/h9p/xJ8Kp4f1K9ubKFLlbgSW4UtlVYY+YEY+Y14//AMMieEsnPinW/wDv3F/8TTdwVrFD9mC6WH4vfFa6CmUpdTMsaEbpCJ5SAM9zW3+zP4a1m88f+LviV4rs5tPv726ltba1uF2tGpYMxGecABVB9jXjfwX+CmjeN/Hni/w/favf21voVw0MMkKpulAldMtkY6Lnj1r161/ZM8KW91FOnifWiYnDgFIucHP92p1Kdjm/21vCGrxS2nih/Fd7Np99qENrDpLBvJt38pv3q/Ptz8p6KD8x5rH+J2leEoLWz8AR6frfjr4h2TSi41C3ha2lkLfMvnyMGeRUTaANxGB94Vs/tj+O9O1GSw+H+m2OoT6vpmoxXMh8obHHlMAq4JJJ3jtU3j6+8S67o9vr/jrxPa/Dvw/qlvm70q3tv+JlcFHKiPoJHBUKcnAAf7uBT6h0PFtK8PeErfwt4V8R6rrWoSwXGrS2niCGLKtZIMFAowSSVDNnnPQDINfUn7K+o6Dq2gaxb+HvBX9k6HBMsVtfzKpl1FRnmY4G51JPqAGA7c/M+maAviTXvFPhzwx4fvdKsrzS01LTLK6kLyt5G0q5Ld3Uy47fPgcYr66/Zw8a6X4x+Gen/Y0t7W906Jba9s4lCCFxkAhQAArAbhjjqO1JA9jyG0+KfxX8ReLfEGj+C/h/4T1WLSLt4nLWxVlTeyoWLTKCTtPQdq8+tdS+Kv8Aw0Nd30XgfRW8XfYwJdJMa/Z1j8tRuA83GduD9/v+Ferfsjf8lO+KBH3fty/+jp6n05kT9uXVnkZVRNHDMx4AHkR9aLBcwh8T/ilovjrw34e8Z/DzwnpSazexQAi0LO0bSKjFSszAEbu4r6qiRIoljiRURRgKowAPpXy1+0Lr+h678cfhgdE1ex1IQ6hEJTazrKEJuI8A7ScHg19T01uJiiiiimSFFFHagYlFFFAjjfjEf+KLk/67x/zr0uvNPjF/yJcn/XeP+del1jPc1hsfCv7Zn/I+p/18XH8oq5r9lbB+N+hZ/wCm/wD6Ikrpf2yhnx6nf/SLn+UVc5+yiufjboh9BOf/ACC9fT4X/kW/KX5s5Z/xT7sHSlBpB0p1fPGotKKSgUwHUUlcD8bPHmieDvB+pRXmuJpmrXWn3H9mDDb3lCELtIBAO4r1oA77tXmel/Da+tPj5qPxHfUrZrS7sfsq2oVvMU4QZJ6Y+Q/nXE/BP4o63rXwdkXSp/8AhLfHFmWllsLiUo7RmUAEucDAU+tcZ8Nfil8brzxJ4sjs/C7eIpILxlns571VXTW3P+7QlhkDBHGfuipumVY7Pxx+zhD40+Kes+Kda8QNBp19taKC0XEysqIvzFgVx8p6e1Yesfsm2UF3YXPhrxNOrRTh7gagoYFQQRt2KOevWp/2VPiF8TfEtw1trGnT6vorXcouNYuLjLWpEeRGFzkjO3t/FV7xz8YfEnjLxfF4G+DkUrXaSg3mqyw7UiCn5htdeFHQkjnoByMlk9Q1Wh6p8bPBt14++HV/4XsryCznuXiZZZgSg2SKxzjntXDeNvgr4h8TaL4d8Pjx5c6bo1hp8drf2sKMyTugADKuQOcfxdMA4rL+J2rfG7R/FM0Wm+M/B1hpzRxm3W+kt4HfCKHbbICcFw3c15t4H+LXxu8Wte/YvGPhW0Fm4Rm1A2tuJCc/c3Llhx+oobBI+jLX4QeBYPhy3gQaSH0p28xmZv3zTYx52/rv9+mOMY4rlvh18EdQ8JXGsaVJ441O/wDCt/ZTW0en5aNojJxuzkrkLnkAZJ6VHp2t/Gm1+Fc+sPc+FdZ1hb8uJ1uIhaLZLH8zF1KLkOD39fw8o8CfEv47a5P4k8baXHYahpFhG4uoLiXbZ2+1QxMSlwSQq54J+97ijQNT1E/s46Ifh3beDh4gv44o9VOoXE0a4+0A/LsZM4yEAAbscnHOKpfE/wCA/iHxH9n0Xw/4vj0vwnbxQrDpEwkdInRdu4AdSeuTzkmuc1j4z/ETUPhr4N1rTJtM0vVNe1iWxJFuGh2gqqEh9xAyTkirer+MPjV4Q8eeENK8TeKNA1Cz1zU4rZksbZCdnmIHySgIyG4xRdBqeq+NPhRoniz4Y6b4L1SZw+m20UdpfInzxSRxhN4GeQR1XP6gGtG8+HOi6h8LYPh5qVzf3OmRQRQtL52Jm8tlYHcQccqOOw4rzv4kftEx+DfGeoeG28E39+bJwpuEutivlQ2QNh9fWvNfib+0/rGq+GTZ+HNC1Lw1fGZW+2/aFk+UdVwYx14o0QJM+n7bwra6b8PW8H6Q7R20envZ27zNuKgqQCxA561574D+Bun2XwkfwF4wuE1GJr9r3zLN2j2njGCRnse3euA0b9q5YNJtIb3wPqd1cRwostx9sA81wAC2PL4yea9Q+CPxjg+J2o6hZQ+HLvSfsUKyl5pw4fccYHyjFF0LVHQ/DH4ZeEvhzHeL4Zs54nvSvnyzTGR2C52jngAbj0Heu07UleX/ABk174paPqtmvgbTNAubGSEmZ9Ruo4mEgPRd0iZGMdj1p7Buz1CjjFfJHhjxz+0ffeOtZW0sbG9+zoTLbzmMWEAyOY5d4BP/AAM8E+nCeOfH37RMGt6BZSWml2VxeSh7aDS5IphdKSP9Zh3wnvlR1544LhY9d+Cfwy1nwT468Za7qd1ZTQa3dNNbrAzFlUyO/wA2QADhh0zXrdeSfDDXvjVqXiaOHxh4d8PWuigOs9xZXUcjo4BwMLK3fg8VVvdY+NGkfGmK0k0mz1bwfqdx5cBi2qtrGOrs+NwYKCSGyD0FCBo9Zj0vTY7+e/isLZLycbZbhYgJXAGAC3U8V43J+ztoMEGrana6pdXvia4YyWGo6mfOS1bOV+Q5D4HGW3eowa5HW/in8aNV+LviTwd4E03Sr9dKnk2xyRorLErBdxZ3UE5I/Oq3irx5+054X0K613XPDui2mm2oBmmxA+0Fgo4WYseSOgpNoaTPR/hD8J9e8O+OdS8b+NPE0Wv65d24t0kiiKKiYAJPAGcKowABXdeDPAnhfwhfare6BpqWk+qTedcsGJyf7q5+6uSTgev0rzO4+Oknhv4QeEvFviDR5NSvNbWQSLZkRKjKx5wc9sVzD/tc6IFP/FF6mPrdJ/hRdCs2ex/Dr4a6F4G1rXdW0m4vpZ9blEtyJ3VlUhnb5cKMDLnrntWBa/DPU0/aG1D4iTXdk+l3dh9lFuC3nA+WiHPGMfKe/evCfhf+1Dq+jxainjK3v/ELzTK1q0Zii8hBnK8KM54/KvRfDf7Umia14g07SIvCWqRPe3MdusjToQpdgoJAHbNF0NpnWeGv2evhxoHie28Q2ltqMt3azi4hWa6zGjg5U4AGcHsTXrYpGYKCWIAAySTVK01jSby4NvaapY3E69Y4rhHYfUA5p7CL1LSD1paACiiigQlJS0lIZx3xh/5EuT/rvH/OvS680+MP/Ilyf9d4/wCdel1lU3NIbHwt+2V/yPif9fFx/KKsT9kiaGP4xadC8HmSSJL5cm7Hl4icnjvkcVe/beuJLfx7B5ZHzXFznI9oa5b9ki9mb48aAjFcOLgHj/phJXs0cfSjg/YO99fxbMZU258x9/DpTh1pq9KcK8wYtKKSlFABXiP7YcPhOD4YXGr65pkN3qoBs9KkdmDRySckjBxwFJ59K9urwf8Aap+Hd14tSLXZbuRdK0XRr64li3cGZU3R4HqT1PotA0fPvw0u/h/P8Hdbh1Q6hpfiDTp1uHuNNm23F5bFgoUbzt+Vn5HBwB71zOv2Wn6emnXehWvj+2j1G4XzJb2NUFyjc/uig+dznI6g5r1jSPB2mXX7I03iO00lpteeBrMSxKWdovtYfG0d8jrjOK8y1Qm+0nw/b2R+IlzNp0sYvI7gb4rYqoDC2A5QjtnGBio6F9T0f4AaV4Yt/jDo+kWn/CfaVfqz3a22pLFFE4RGb51HJBAPOK7n4j/E+HUNbvfAnwT0pLjxBq8zf2hqdtEI9rDhiGIGTgHLngdsk5HEfAAnVP2jtJ1bT38V3+npaTxNd66u+VXEUgK7xkYB4Az1zXr3xp8d+FPhNa6jH4X02y/4TLXX3+VBHly54EsntzkL3J6dTVIT3PJ/jvoetwfED4deG9atx441NNOKTQyzC1+2tvY7TICCAAB8xOTtyeTVPxp4HurDwjqt2/7PVno6w2rub9fFJmNtgf6zZ5h3Y64xzVb4zaX4w/tLwDqXxJ0a58QTPaGG7gtm8h5WaRtkJkUEeZgrnaPbHc5HjXR/DNhpJtv+FIeKNE1C9zBYXF1qsrATEcYRoxvP+zSe4HsXwr8GWPjn9knSdJ1C6ubaKKW4ut8DYY7J5SV9CCMjnOODg4rx+Un4i+FNO07w74LstJ07RWkt/l8U21s8zNtLFxOAWJ4O4DHUdsD6U/Z/0rU9G/Z1s9N1ewuLC9jt7zfBcRlHXMkhGVPIyCD+NfJ3wx1PQLDSruHV9d0LTp2umKx3/hf+0XK7V5En8Izn5fYnvQ9kC3Z6jqkN3qvg3RvCmp/DHw/c6doykWoTx5aRvuI+ZmKuMk9T9aX4B6D4F1v4vNok3gAaPqWixf2hHPD4he8QSRvHtGV+RhlgeCemK5s674I6nxl4MA/2vh+39BXQfslTWVx+0Hr82n3Vpd2raTJ5c1pZG0iYeZD92I/c+n40g6HqP7T3xF8ZeCLzwzYeDntftWrSvEVniD7mygQAkgDlq8X/AGgb7493HgLyviLpWn22im7j/eQPAW83naPkkY+vavSP2ux/xXfw0P8A1FBx/wBtYq3P22lz8GB/2EoP5NVPViXQ8/s/Ev7Teg+A7fU00fS49DsrBJUlY2zEQKgwxHmbj8uOMZ9q9y/Z48W6x43+Fmn+IddeFr6eWZXMUexcLIyjA+grmviD4u8M6V8B20PU9csbTU7vw0v2e1klAkk3QgDavU5PFT/sdf8AJBdH/wCu9z/6OahAzsLf4keGZ/ibN8PEmuf7bhi8xgYT5Z+QPtDeu056Y9814v8AttHRv7d+H6+IWnXSTc3P2wwf6zyv3O7b74r6JTRNITW31tdMs11SSMRPdiFfOZP7pbGcV4F+1vNqsfxA+GY8P2cF9q6Xlw9pbTEBJHzDtDZIGCfcU3sC3PHvBOpeD4vCvjvR7LxrN4V0PU9TjhtLi5057x57YLL+7ZVGVJBU7uMY4riX1+fRfExu9D+ILXJ8O2fk6HetpzKZwW5jRGDbMeZIcv6dsjHpngzwd8QvHV34/wBOhutG0S7n1oDXIZYEkWEMJd/lyZbAB4wvJz97AOceG/ufA2ieFLS+sNITTbHxHcW99eWcqzJqUcbRl/MwGJGDj6H7vrJV9T0j9ku/0ax8RTWenfExdZu9Yt3uZ9JfRpYWFzgMztMwIbbhhgHBySK9G+F0/wAZ7L4k6novjaK0v9AdJLmC/TaFTL/KkZAye/ysMgDOemeI/Ze8BeJ7DxZc+M7f+x7DwtqbzzQWcDJcuFLfuwkmNyDBPcH5cMorV8Q/EjXfEH7RNl4b8I6r9l0Pw/HJLrs20GN0Q/vg2R0GFQEdCSRTWxPU80sPG2s+Cf2mPH2o6J4Su/E80000D29szK0a+ap3najnGVA6d+tWviD8dfEfxM8E614O074ZX6yTBI7iW3uJLhrciQN8yCEYJ2Eckd/Sut/ZKD+Ivib8QvHiKfsl5dPFAx7h5TJj8FC/nVfXdQb4I/tH3WsXsbR+E/Fg3zSKuRG45ZsDnKuxOP7r8UDO48IahrHgj9k+21NLU22qaZpTyrDdREbH8xiAynB79K858L/EP9pXxV4fh13Q/C+jX2nXG7ypgkSbtrFW4aYHqCOle2fHueC7+Bfie4tpY5oJdMZ45EbKspwQQR1FY37Jmf8Ahn/Qc/8ATz/6Pkot0JvofNv7Oep/GKwtNdPw58P2OpwyXKG+Nx5Y2SYbAG6Rffpmvb/gR8S/iJ4h+K+r+CvHen6bYz6dYGeSK3iAdH3R4ywdgRtftXO/sV6np2j+F/GWoarfW1jZx6jCHnnkCIuQwGWPA5IFXPhFqOn6v+2F421DSryC9s5tMzHPA4dHx9nBwRweQRSKZteILe7+MPxZ1nwre6hdWngvwyES9t4H2G+uTnKsw5CgZH/AeOTkcR8Gvg74U8ZeD/FWqww3FjeRa3dRaHew3Mm63jjCmPjdhgCep54612Pi3wn8UvDfjjxY3gLSbTUdM8XoGkuZbhI2sJmBVmwWBOASRgHqPTBrWviy6+HPhtPhP4J8Ia1rXiW2i8qW6EGy28+Rcmbdk5XcwPOBjqRTF6Hd/szeLNV8WfDVX1uUzajpl5Jp08xOTKYwuGPvhgD64zXqBrz74AeB7rwF8PINK1KQPqVzM15e4OQsrgZXI64AAz3wa9BpoT3CkNLSUCuFIaWk70DOO+MP/Ilyf9d4/wCdel15p8Yf+RLk/wCu8f8AOvS6xnuaQ2PgP9ub/kfLb/r4uv5Q1yX7In/JfPD3/bx/6TyV1v7c/wDyPlt/18XX8oa5P9kEZ+Pnh/2Fwf8AyXkpRGz9Blp9NFLW5iLSiiigBfpWR410d/EHhDWNCjmWB9QsprVZWXIQuhXJHfGa16WmB41afCLxNYfCPTPA2j+O5tImt7iRrq8tYD+/icsSoGQwIyOjDvmus+F/wy0HwD4buNH06W8umvPmvbiadt8zkYLAA4T8Ofc9a7milYdzxzwT8FbjwR48XVvC3jLUbTw9K7PdaNIN4c4OBvJwRk9SN2B171Z8A/Azw74a8a6j4uvbu41nUp7l5bN7kkm0DZ7kne/P3j0wMY616zXP/Ee6uLHwFrl3aTSQTxWMrxyRsVZGCnBBHQ0noiqcXOaiuuh5Xov7OmlzeLJvEXjnxLqPiuXzS0ENwzIqjPyh23FmwMcDaOOhrvvir8MvDHxH0mKz1yGVJ7YH7JdQuVkgJxnHYg4HBB/CqP7POqajq/w0t77Vb64vrlriVTLPIXcgNwMnmvRaaNcTRlQrSpSesXY8l0f4XeK9D+FjeEtH+I2oR6kt55sOpPGT5cOMeSELHC454PWqHgT4D/2N4utvFviPxzrviHV7Zt8TuxiQE9QcsxK9eMgH0qHxN8Q5/EXj6HTfD2qXGnaNoQku9Yu1YKJEjOCq9QwPAGepb2o8dfEPxjfeA7fxr4RhfSdMiZkuheRxs8nzKFZM5yuSRnjvU3R3Rymu3BOy5u/S+yfqen+PvClh4y8K3nh3UJ7u3trtdrvaybH/ADwcj1B4NeT+Evgf408I6xZjQPitqK6JHOjTWMkJBMQYEovzMuSOM4FYWt+NPjNo/hLT/FN9qunLp1+Y/I2QxF23qWXK7fQGvoPwrLfT+GtMn1Nw97JaRPcMFC5kKgtwOnJp6MyxeXzwsFNyTTbWj7bmL46+Hvhzxnqej6jrcd00+jzedamKbYN2VPzDHPKisz48+ALv4j+Bv+Ees9QgsZRdRz+bMhZSFzxxz3r0GoXubeNijzxKw6guARTPPV2ed+Jvgv4M8W2Ojp4otZ7q60yxjs0lguGiDKoHYdec12nhDw7pHhTw/a6DoVr9l0+1BEUe8sRkliSSSSSSTzXDftE+ILzSPh213omrSWl19riUSW0+19pzkZBzius+H+pi68EaLdXt+stxLZRPLJJKCzMVGSSeppK1zrlhKiw8a/Rtq3odHXmXxN+F1x4r8c6P4usfEE2n3mlWs0UCbAypIyN5ci+hDEEgg5AH4+gajfGHTLq5skF3NDCzpDGclyBkLxzyeK8VvPjN48s2jW5+GV7C0p2xiSOdS59BlOaYYXA1sTf2dtO7S/MytH/Ztvr7T9QHjHxrdTX2pamLy9fTyypcJhsqwOF3FmznacY4HNVrP9mrULbxrYOuvWD+DtP1T7dBpc0bSSFSV3IxIwxYIFJJPH5U1fHnxZXxsfEB8HeI2sjHs/svyLnyAduN33OvfpXQWfxm8d3ib7T4Y306AkFo452APpkR0tDunkuIik4uL0/mWnludF4G+DGneDfGep6poeuajb6HqFu8baOsrCNJHP3wwboBkDjI9aztB+AulaJ4B8S+G9O1u6hvNdd/M1FUHmLDn5IiCeV/vYILZPStn4ga38S4tD0/VvC+m2UMLaf9p1CO6A8y2cLuK4YjOBkYxnIri/Ani34k3/gzXvHt/rNlNp9vYzpBbmMBknTBDbAu0jqOT3oukY08rqVKXtVONr2tfW/RHqHwd8B2Pw68EWvh20lE8oYzXU+MedMwG5sdhwAB6CrXxK8EaJ4+8Lz6DrcJMb/NFMv+sgkHR1Pr/McV5j4S1j44+JdBtdc06+8PfZbkExrLGFbAJHI2+1aPw48ZeO5/ivd+DfF0+nu1tamVxaxADcQrDDYB6NTQ6mVVIKb54tx1aT10+R0PhD4W6do/whb4dX+oXV9azxyJczqxRm3tk7ASQgHHA+veuj8CeE9M8GeErXwzozTmytQ/lmdwz/O7MckAd2PavN/F/wAVPGVn8R9S8JeGvDFpqrWYVlwHMhUorEnDAdWxXD6l8Rfiv401D7NoOj3NnNpMpF5FpxcEknG2TLH+6QPxpXRpRyTEVEpScYxaTu2tE9r+p2Xww+BKaJ4I8TeE/Fd/BqNlrlzHMTZMyMgQ5HLDg5ArsPhh8I/Bnw6v7q/8OWt0Lq6jELy3E5kITIO0cADJAP4V55qPxg+Jum6tZ6VfeBLSC9vf+PaB1kDy9uBu5r1z4c6t4i1nQDd+J9F/se+85lFvtI+QYw3JJ55oVjmxOXVsPBTm1Z9mn+R01FFFM4AoopaBCUUtJQAUhoooGcd8Yf8AkS5P+u8f8zXpdeZ/GH/kTJP+u8f869MrGe5pHY+BP25VLePbfA/5eLr+UNYX7Gml3938btNvbe1ke2sop3uJQp2xhonUZPbJIAr66t/D2ga9488Vf25oel6r5FxH5P220jm8vcG3bd4OM4GcdcD0rqdD0fRdDV7fR9J0/TYnbJS0tkhUn3CgCnGPUUpdDVFLSClrUzClopaAClpKWgBKWigUAFcv8Vzj4beIT/1D5f8A0E10F3e2dpt+13cEG77vmyBc/TNcj8VNW0uX4ceII4tSs3drGQBVnUknHTrSlsdOFhJ1oWXVfmeHfCfwd8TtX8IQ3/hjxfHpemtLIEt2vZo8MD8x2qpHJr1z4W+FviLomuTXPi7xTHqtk0BRIlupZcPkYOHUAcZqh+zRqenQfCuzhnv7WKQXExKPMob757E16dDqemzSCOHULSR26Ksykn8M0JHsZtjq7r1aXKrXa+FX37nyh8VNc8Fax8UUurOLULHTz+71YwxhWuGVuQqZA5wMknnrjjnotd8fR+I/gNrVk9ta2b2V7BawQQRlFEBIMfBY84Vs89qqePr06t9pm8mzFrbeMEtrYxWyRnaEYsCVALc465pnjK61XWPFj/Dy909457rxMbgT/ZVi822+4h+UDcANx3EH61CZ78IQnCinH4LPV3so2b6a6Oz7FpbTVfHXwJ0x7TUbG0h8MNM14twzB2MaZTaACPunHOOa9Y/Z51HXNW+Hqajrt7NdzTXL+S8gAIjACgDAHGQ1eFfF+6g8PeNta0LwzrUQ0rVhH9viiOUikDfMpx3BGTj1Ir6c+Hdtplp4J0m00e6hurOG1REmiIKyEDluO5OSaqJ5ece7g4u2k5cy01SerV/V/cin4T8eaP4k8SavoFjBeR3WluyytLGAj7W2kqQT39cVzHjr4L6T4s8UXWv3Ot6hbS3OzdFGilV2qF4zz2r0q2sLG1nmuLayt4Jrg7ppI4lVpT6sQMk/Wsnxl4v0Dwlpz3mtX8UBC5jhDAyy+yr1P8vWq9TwqFepCtfCJpvTu/P8T5m+OXw20bwDp2nvaaze3l3eSsBFKqgBFAy3HuQK3fhV8HNE8ZeCrPXG8RX8M0hdJoY40IjZWIxz7YP41p+A7DUvi18SW8Za5abNAsDttraVSUbg4QZ4bn5m98Co9L1O8+CPxAvNK1CG4n8Lak/mwSKudvuvQZGQGHoAfSp6n1lTFYh0PqkKn7+PvPbXe8fVKx6L8PPhvpHw3uL7Wf7dnmie32StdBUSNQc7ia8h+JniHWPiP4qbU/DmkTajoPhsrIFMZxLlhuYgcnO3oOdoJ9a9/wBZ1tdY8DX2o+ETY65M0B8iHIkjkY/wsMjtngkV4/4d1H4x+HNNGnaN8N9HtLbcWKpbt8xPUk+dkn602eVl9afPOvUs6m3vNL109NDU8Z/GOfUPCNlZeGtC1WLWtaQxQia3IVAflLRsPvnPAI+pxjFYfwi8Sn4ValdeEvHGmSWDXswuEvgN4JIA+Y914PIzg5z7c3b+J/ih/wALVV10aN9at4SItIKv9ngUoASkfmYX5cHg11HiW9+Lnie0S31v4ZaPdxxMHjMlu+5SD2PnZHv60k+p3ywtKjTVBqPJNXfvq/lZvovuZ0f7RGlW994b/wCEvi8X3VlaR2XlQW1q2Y7xmyV5DAHIPoeBmvNfgtDoS+B/Emoaz4h1L7NHZywXmk22NwjkKDzo9zbSe3I4rtfH3hvxX4vi0pvEFsNO0nT9Bkvbm0gQpGlygYCMDJ5xtxzwM1T/AGfPBcUng+TxlpsSz60kN1bwW8/MEr8bC3TjqDz37YpbsmhVp0cscJTu7ra2m9lf5b9LnDRT/BmLCRah8RFUdArWwrvvgRL8N/8AhYAPhqfxZPqcttIudT8kx7AATynOeOK5b4zp8QQ+gjxPoPh+xzd/6ILFQPMk44f5zx09K9t+HS+P/wC15j4t8O+HtNtRCfKlsFG8vkcH524xmqQZhUthFPnb5k/t32fpr5nlepeFbTxh+0r4i0q8vr+yiWBZfMspAkmRFEMZIPHPpXF6b4estG8S63a61aeOzbx3JjtJtKjXdIqswJkLAA8bcEe9d5oOlSeN/jT46fTtWudNXyhCt7bEh0KvGvBBHXyyOvTNc5qtrq+heOp/D3iX4heMNGtcgWl9M8jRzDHLHEvC9ACM++KlHXRqzX7lT1UI+7rfRJ3VuvkZ8Phiz1/x5oVnpMHjqKxllCXV1qiASxZPWNlBAH1r6e8CeFbbwjpD6ba6hqN8jymUyXsokcEgDAIA44r5kgTxXrfjaPQPA/jrxPrsSkedeyXE0UKerffPyj1OMngA8Z+ubdGjhjRmLsqgFj3PrVI8jP6tRQp03LS22t/V3H0UtFM+YAUUCigApDRQaAEJ5ooNBxQBxvxh/wCRLk/67x/zr0yvM/jD/wAiZJ/13j/nXplYz3NYbHmnhr/kffGH/XxD/J66QIGkBbsciub8Nf8AI++MP+viH+T11AHNaQ2M57j6WminCqELQKKKBC0UUUxi0lLRxSA4f4nfDbSvH0tjJqd/fWv2NXCC3KjduxnO4H+6K4o/s4+FT01vWR+MX/xFe20UWO6jmeLoQUKdRpI8S/4Zx8Kg/wDIb1n84v8A4itXwn8C/D3h3xDZa1a6vqks1nKJUSQx7WI9cLmvWcUCixpLN8bOLjKo7M828ZfCyw1LT7Oy0FodMjj1ganOrBnEjbdpA54zge1Go/CPTbzxHrmvnVtRW91K3aOF/NObV26spHOMAAL6ZHfj0nvRS5UZRzHExSSm/wDh7P8AQ848N/BvwfpXhy60q6tP7RnvE2z3k6jzQcdYzj5ADyO/qTW78M/BVn4G0WbTLO6mulluWm3y9cHAA444AH1OfpXViinYirjcRVjKM5tpu79Qrzfxh8H/AA/4p8ajxHqNzdqrIomtYyAsrLwDu6gYGCB+Yr0iigzoYmrQlzUpWexW0ywstMsYrHTrWG1tYRtjiiQKqj2Aql4r8OaP4n0mTTNaskubd+RkfMh/vKeoNa1AoIU5Rlzp69zgPhd8MNP8B6pqN5aX9xdrdBUhWUYMSjkg44Yk98DpXoFFLQXXxFTET9pUd2ee2vgC8h+M8/jo39ubaS38oW+0+YDsC5z07V6Diil6UJBWrzrW53eySXoijr9k2paFf6cjiNrq2khDEZCllK5/WvMdN+EF0ngCx8M3Hia4s5bW8kufPsVI3hhjackdK9co7UNXLo4ytQjywdtb/Nf8OeI3X7P1vdMhuvGurzlDlPMjDbT6jLcV0Hgz4Tt4c8Q22rP4x1jUBAHH2eYkI+5SvPzHpnP4V6dSYzRY6KmbYupFwlO6+R5N/wAKfm0nRdTtfCXifUNLvL27Sb7SJGVhGAf3bFME8sxz9KpWfwE0+7nS68WeKdY1ucdcybQfYltzY+hFezdqKVkCzbFxvaer69fv3PF9R+AdjazPdeEfE+raJOeg8zcv0BXawH1Jr0f4e6LqmgeGINP1rWbjWL5WZpLmWRnJyeAC3OAMfrXRUgp2Mq+YYjEQ5Ksrpff9+4tJR2ooOMWikooAKDRRQAUhpaQ0Acb8Yf8AkTJP+u8f869MrzP4w/8AImSf9d4/516ZWM9zWGx5p4b/AOR98X/9fEP8nrqB+Ncv4a/5Hzxh/wBfEP8AJ66mtIfCRLcUU4U0UtUQLSimkgDJ4FcD4k+KOjWGpNo+iWt14h1YNtNtZKSFPoz4I/LOK2pUKlZ2grilJR3PQBSivMjrnxfv/ns/B+j6bGegu7vzGx77WH8hR/b/AMXtOHmX3gzStTiHLfYrwI/5MTn8BW31OW3NG/8AiX/DE+0XZnp1FcH4V+KGh6tfrpOpw3GhauW2/Y71SuW9FbAB/HBrvBisKtCpRdpqxUZKWqCloo7VmUHNFFFIBaKSimAtFJS9qQAaKBSE0wFzXkvx4+MVl4AtBYaYIL3XZMERMdyQLwcuAQckHgfj9W/HT4sW/hG1k0bRpUl1t1+Zuq2qnnceMFiOg/E+/wAV6/qdxqmpS3lxLJK8jEl3OSxPUk+pr38vylzgq1ZaPZd/P0/M5p1/e5Yn378JviHovxC8PLqGnOIruMBbu0Zhvhb+qnHB7/XIrtK/N3wL4t1jwh4hg1rRbowXMRwQeVdT1Vh3Br7r+EXxG0f4h+Hhf2BEF5DhbyzLZaBjnHOBkHGQf61x4/L5Yd88fh/I1p1ObR7nbilNIKWvLNAooooAKKKxNZub+DWrAIyC3eQRpCr4adyDuLccKiBmxzuOOmOWBtmkrzLxjrOvw+HbM6Ndm9knvfLtpopmjnlj3YYMmz5WXJXLZAIBIydtZeleLtfOg+ILi5vb5nhjP2USQLEyOZtjZBQHgsFAVnGF5IJwEOx7DRXlGg+J9ak1pLS6udiS2twVJdioZU3Bm3MeBg9Mdal0TWfFOo3OiWh1OKO3kkDy3KReYsgImwm7zdx5jPVcAjv0JcLWPUs0V4PrPjfxRpxuobnVvJf+0AsWYQuIyQi/O7KpAYk7RndtPIWt+98Q+I57mX7PHrD+YtoI/Klhgyx8gyFUkBwD5wAy5wc+maLhY9Zoryq61fxNHo2l3F1qWuaZFOm2Zo7KO6lLmXaoykTqC2QByuMZwxOKvW2t+KbXwTcand3omkLFPPltpGMAQESOUitwyncDwy/LjktnbRcLHo9Fcf4C1TVrm5uLO93zQRjcskyTiaMkA7WLwRhs5yOhAx16jzTxN8R9ZtvEc2mtqbW4W4nCPhVQqrKFA2sxB+Y5zjpxzuAV+oW1Pe6Ss3wtcSXfhzT7qaYTSTW6O8gzhiRkkZ5xWjTEcd8Yf+RLk/67x/zr0yvM/jB/yJkn/XeP+demVjPc1hseaeGv+R88Yf8AXxD/ACeupFct4a/5H3xh/wBfEP8AJ66hORWkNjOW44UvagVx/wAYPEE3h3wNeXNm2L6crbWuOu9zjI+gyfwrejSdaoqcd2RKXKrnM+JNU1T4h+Jbnwf4duXtNDs22avqEeN0mf8Alkn5EEj+XXv/AAn4Z0Xwxpq2GjWSW8Y++3V5D6sx5JrjrSO6+Hfg/RfD2haT/amsXzlfmOyMyY3O8jdgM469ql0/4jT2ul6+fE2lJZapoaB5oIJd6TBh8hU9snjnOK9GtTqVY8lBe4tlfV62u15v7jJNRd5bnolOFecad458S2uoaSfE/hy1sdO1iVYbWa3uvMeN3GUWQe47itXxB4q1XSPHOkaI+lW76fqcnlRXXnneGAy3yY7cd65Hg6qdtNm9103L50a3jDwponivTTY6xZrMACYpRxJE3qrdv5VxPg/V9Y8FeJ4PBHii5N3YXII0fUX43AdIm9/qf0Ix0nj7xVf6Fe6Vp2k6dBf32oO4SOafylVUGSxbFZPinRtb8bfDy+t9a0y107U4n8+wNvc+cAyAFW3DGM/Mv4104fmUFCt8EvvXS6/XuTLe8d0ei0orlfhV4hfxP4F07VZz/pLIY7gf9NEJU/njP411VefVpypTcJbrQ1TurgKDmiioGFL3pKWgBO+aKKKAAmvI/jp8V4fCdvJomiSpLrci4Zuq2oODkjGCxB4H4n3f8c/irB4RtH0bRpEm1yVOT1W1Ug/Mexb0H4n3+StX1CWaWe+vJnllkYySO5yzsTkkn1Jr6nJMk9tbEYhe70Xf/gfmcWIxFvdhuZ3irVJ55HEs7y3E7F5ZGbLHPUk+9c4x4AzT7mVp5mlc5ZjzUbdBXuV6ntJ36GdOHKhQcc10PgPxbrHg3xDBrei3JhuIjyCMrIp6qw7g1zhozxWEoqStI0R+ifwm+IWjfEPw6upaa4iuYwFu7Rj80L46e6+jd/rkV2dfm78PfGWs+CvElvrWi3JimjOJEPKTJkZRh3Bx/Uc194/Cj4gaN8QfDianpjiO4QBbu1Y5eB8dPcejd/rkV8nj8veHfNH4fyOmE+bRnY0tIDRXmmgtZGs+GtE1i9hvNTsVuZoFKxlnYBQevAOOa16KAMm28OaNawLb2tkLaFZ/tAihkZE8zjnaCB1AOOmeevNRP4W0R7Oa0a1lNvNGsTx/aZdu0HOB83GTycfePXNbZopAYreFvD/nLMmlwQusDW+YcxZjYYKkKRkYPfOO1V/+EK8Mck6SjSFgxmeR2lJDbuZCd2M9RnB75roqQUAYh8KeHzK0j6dG+5dpRmYpjBH3c7c4ZucZ+Y+tP/4RjQ/7Qj1A2CtdxhAszSOzkIAFySecYB5zyAevNbBooAzl0XTVuLWfyGZrRSIA0rFYyc/MFJ27uSN2M4JGcVTuPCmiTpcJLDdFbmcTyBb6dMuGZhja4wNzMdo4yc4rdooAy9K0HTdLvZ7yzjnE9wixyyS3UsxZVJKj52PTcfzNUZvBXhiWZpn0qPexJJDsPywePwroqSgCGxtYLGyhs7ZSkMKBEUsTgDpyeTUtKaTvQBx3xg/5EyT/AK7x/wA69MrzP4w/8iXJ/wBd4/516ZWM9zWGx5p4a/5H3xh/18Q/yeupXiuW8M/8j74w/wCviH+T11PetIfCZy3FrzX4uILzxt4D02TmGTUZJWXsSgUj+Zr0qvNfjaW0/UPCfiRgfJ03Uwsx/urJgZ/SvQy7+Ol1af32djGr8P3fma/xZ8bReDNEidQDfXpMVrvB8tCMZd8DouQcdTXm9kuna94E8XWOiXM+uazJHHd31/5ZVbh852IpwQFwcDH0r3r5WUHAYGuX1jxtpek6tNYyWt1MkOxZZoEUqkrsAsZyRzyD+IrbCYjkio04Xkne997NW0t+FyZxu9WcJqfiLS/GUngvR/D8sl3e2WoW9zeRiF1+zpGuHLEgDgnHFaPxY17SbL4jeDobq8WOS0uWmnBRjsRxtU8DnJB6V0viHx1o3h+2guLmxullu1ZkTbGjHaQPmLMB1Yevc9qpH4neH2024vnt5l+zOkcwd4iFdlJABVjkcYz05+tbQnNuMo03ypNLXvvrbz7CaXV6lL4qnwQfEOlN41067a18lhBdkv8AZgxP3GCHdu4z0xUfwMWIT+IW0Tzh4Xa7H9miTdjOPn27udvTr/jXSeHvF1l4juvssGnFoGZl8x7mBgdvU+Xv3499tdQxjghLHakaLk9gAK5p15QpOhJO+291vfRdH8ylFOXMebfAsG0u/F+kqcQWmsP5Q9A2eP0r0+vMvgAj3Wj614gccatqks0f+6CQP616bUZl/vM/61tr+JVL4EFFFJXCaCiiikNAATXkvx0+K8HhK2k0XRZEm1yVfmYcraqR949i3oPxPunx0+K0PhS1k0TRJEl1uVPmfqtqp/iPYt6D8T7/ACne3U93dS3NzK8s0rF5HY5LMTkkmvq8jyP21q9de70Xf/gfmcGJxPL7sdwvru4vLqW5uZXmmlcvJI5yWYnJJPrXMa7d+ZN9nU/Kn3vc1ranci2tGbjeeFrlnJY5PJPWvq8bVUY+zictCF3zMTPPSkPXigUdRXks60JRnig460p6UgGqcGuo+HnjHWfBPiSDW9FuDHNHxIh+5MmQSjDuDj+tcsOKkWplFSi4vZjvZn6KfCj4gaN8QvDceq6Y4jnQBbu1Y/NBJjke49D3+uRXY1+cPw68Zaz4I8SQa3o0+yRMLJGeUmjyCUYehx+HUV92/Cnx/o3xB8NpqmmuI7hMLd2rH54Hx09x6N3/ADFfK5hl7w75o/D+R0wnzI7GlpKUV5hYUlFFAwoFAoNABxXFSeM7yA67cnRry/tNPvXtU+xorMgjiVmZ8sONzEceldrXkms+EdW1OPWbPSdWgvEkv7s3Nul7Lai3km2srsUH7wqp5Q/Kc0mdmDhSk37TyO+8C+IP+Em8OWuqtYXNk8qKWjmiZRkqDlSfvLzw3er2u6omkWJu5LS+ulDBSlpAZXHvtHaqfgjS9Q0Tw1aaVqOox6g9qgiimSHy8xgAKCM9QB1qr4zudYsr3SbyxtL680+GZ2vobIKZWG3C/KSNygnkDnpQQ4QlXajtrYXwf428P+LHuItGuLiSS3/1yyWzx7OcYywwT7A10MsiRRNJIwVEBZiewHWsbw14i07WZJraytNQtntwC8d1YyW+M+m4AH8M1S+K1xbW3gDVjcyXKb4DHF9nLh2kP3ANnPJwPTHXinfQHSUqygk1e3n/AJG5BqenzxW8sV5CyXIUw/NgvuXcMA88gE/hVs185vpWsW+oPfafqXiG4tLaYKgggAljMdkPLLFlyuGl284+XPfp9CaWk0emWqXEplmWFBI5OSzYGT+dK9zXGYSOHUXGV7nLfGH/AJEyT/rvH/OvTK8z+MH/ACJcn/XeP+demVlPc5obHmvhn/kfPGH/AF8Q/wAnrqBXL+Gf+R88Yf8AXxD/ACeuoFaQ+EiW4uaxvHGgQ+JvCt9os52i5jwjY+44OVP4ECtkUtawm6clKO6IaTVmcH8HvEsup6RJoGsZi17SD5F1E/3mA4Vx6jGP8mk8b+BLvXNQl1GHU4zNI0KCKWziYRxpJu4LDPdj79DxU3j/AMFzalfw+JvDdyNP8SWY/dSn/Vzj+5IO4xkZ96oeH/ijbwXK6P43sZfDuqrwWmUi3lxxuV+wPPXj3r0rSnJ18Nv1XVei6oxvb3Zh4o8H6/PDFb2csF2i2rwKwSK3VS7q3zIEK7RsHQZJPtVGy8FeJovD1zpT+VE4vzewzW9yFwREwVQQqnO4Llj29hXpdhqWn38Qlsb61ukIyGhlVwfxBpuo6rpmmxmXUNRtLRB1aeZUH6msIYqtG0EtvIpwjuzifA/hXXtL8RLqeoJbeVIJXljWfcRM5LGUHb6HZjPvTvjLrdyNOh8IaI2/XNaIiRFPMcJzvc+gwCPzPaq2ufE4X90+i+AdPm13Uj8v2hYz9lh7bmbvj8vetb4e+CZNFu59f128/tPxFej/AEi5P3Iwf4EHYfh+VdLcqc1XxG62X5XXRfmSrSXLHbudH4V0a28P+HrLRrQfurWIID/ePUn8SSfxrToFFeVKTnJye7NrW2CiiipGB61ka7qotUMEDAzkcn+5/wDXpNd1YWoNvbkGYjk/3f8A69ctI7OxZjkk5J9a/O+K+LVhr4TBv3+r7eS8/wAvU78Lheb3p7Hjnx48GtL5ninT0Yv/AMvyL3H/AD0/x/OvE3xnOeAK+yZ4o54pIZkV45FKsp6EHqK+TvjbosfhTxJNplpIphuF86EBslIySNp/EEfSvufCjjaWMw7yvFu86avF949n5rp5eh5ubYDlmqsNnucDqtybi4JB+ReF/wAapd6celNIFfp9SbnJtnFFJKyE7UD/APVS0ECs2UtxKU5x60lOUZpAW5NI1KPSYdWksphYTOUjuNvyMw6jPrVMDmvsv4T6NaJ8KdG0+5t45obizV5Y5FBVt/zHIP1rgviL8BrO5El94QkFrNyxs5nJjb/cbkqfY8fSvy/L/E7AzxtTCY2PIlJqMt00nZX7fl6HpVMumoKUdT5zXrXU/DrxnrPgjxLDrWjTlJEIWWM/cmjyCUYehx9R1FZepeHdb03VzpV9pd1Be5wImjOW5xkeo9xxXeeDvh6kbJd65h24YW6ngf7x7/Svss14iy7AYb2lWakpLRLVv08vM5aWGqVJWij7J+GPjbTfHfhe31rT1eFmG2eB/vRPjkZx8w9COv5iuqr5j8K63d+HNQiutOKxhBsMePlZf7pHpX0J4U8QWPiHTVu7R8OOJYiRujPv/Q18JleeUcxk4pcsu1+n9bndWw8qWu6NjvRQaK9o5wooooACa818P6noFnaeMl12/t7dhrVxLNC82yTaAmwqM7jkKMY613uuX8Wl6NeahPII47eFpCzDIGBnp3+leS6d41n1PVNL1XVvBtrLFa6ebq/u0SKSaHD7d+D8yBWVztyWwOnFS2ehg6M5wk0tNOtvP+vkereGpY59AsJobJ7GOSBHS3f70QIyFP0rgPidqmo3F5q2n22sXOnJaW0MVrBayeXLdXc5YR5b72wccDGecnivTYZI5oUmiYNG6hlYdCCODWZqvh7SNTu/t9xZxi+WFoYrxBieIEH7j9QRk4PaqaMcPWjTquckYXgs6jpfiS78NXeq3WqxQ6fBdLLckNJGzM6shbGSDtyM8jmug8Qy6vBp5m0ZbB5kO5xeO6JsA55UEg/hUPhnw3pfh6O4Ngs7z3Th7m4uJmllmYDALMxzx6Disz4lq76KqXGsrpekyN5d+yRFriVWwFji64LE4PBODxR0G3GrXVvLp+iPIPD2o6b4y1u41C98LaDqV5qcqusFv4gNtOgCgFWT5d54J+hxX0QgCoqqAABgAdq4G0s7+/8AHun2ctrpNnY+Hw00SQTs8rq6NHFlSo2gDd3PNd/SRpj6qnKPLorbXvbt+FjjvjCf+KMk/wCu8f8AOvTK8z+MP/ImSf8AXeP+demVlPc5YbHmnhn/AJHzxh/18Q/yeupXpXLeGv8AkfPGH/XxD/J66hBgE1pDYzluPFLSClqiRKp6tpGl6vbfZ9U0+1vYv7k8QcD6Z6GrtKKabi7oHqed33wa8EXFwZ7e1vLBj1FrdMo/I5xTtP8Ag34GtrgTzWV1fODn/SrlmH5DGa9Do7V0/XcTa3O/vZHs4dippWmadpVqLXTLG2soBz5cEQRc+uB3q5SUtczberLClpKKQwzWPrurC1UwQEGY9T/d/wDr0a7qwtVMEBBmPU9l/wDr1yzOWclmLE9Se9fnXFnFiwyeEwb9/wC0+3kvP8vXb0MLheb357CO5dyzEsTySaQnmgg0h6GvyWTbd2eoZ3iTV7PQdDu9XvpAsFrEZG55OBwB7k8Cvizxlr934l8SXmsXjMXuJCVUnIRc/Ko9gK9W/aZ8ZG+1JPCthLutrU77sofvS84X6D+f0rxIq1f0l4ZcNLLcD9drL95VX3R6L57v5Hz2Y4j2lTkWyEJFN60/YfSjac8A1+nnmjBmjNPEbHtSiFiOFNS2CuR4pyj5hXT+HPAPjDxAU/sfw1ql2rdJEtm8v8XI2j8TXsXgv9l7xFdyRT+KNVtNMtzy0NufOn+mcbB9cmuOtjaFJe9ItQkz2DwdCLfwnpEIH+rsYVx9EFavbpTLe2SziSzjLFIFEalupC8DP5VJzX8Y4qTlWm31b/M+ujsinqelWOoqPtdtFKwBCuVG5foeoritd8JXNqWnss3EPdf4x/jXoVIPSnQxlWjs9Ow2keKupTIK4ZT071reGNdv9B1JL2zlww4dDna49CO9d3rnh2w1NWcoIZ+0iDr9R3rg9a0O/wBLcmaLfF2lTJX/AOtX0OBzROSlB8skZyhdWZ9BeFdfsfEOmLeWjAMOJYiRujPof6VrV82eGNev9A1FLuzbBHDoSdrj0I71774X16x8Qaat5aPg9JIiRuQ+/wDSv1nJM7hj4ck9Ki/HzR5NfDum7rY16KBRXvnMUPEOlwa1o11pdxJJHHcJtLxnDoeoI9wQDXn9j4Pm+06xoGka9aG1unB12aW2LX0ryDLAMNsaqVPGFOMnua7Dx5rlz4f0E39pbRzSGZIt0pYRQhjgySFQSEXvgV5l4Cks9Q8V3es+JdB+0Tahqu2w1iy8w2xZFUBRyGCkqSGYEHn0qXueng4VFRlNOy+W+nc9ntYY7a2it4RiOJAiD0AGBXMXvgvwrqd3PPEJ4bmSRnlkstQlibeTyTtfrmuouWdLeR4grOqEqGOATjjJ9K+ZBaXU+o297c+FYZpL17eR5La6UPKZruSTOTtO5kVkGTwBkkZ4bYsDh5VuaSny2t+PzR9EeG9Ci0KCWCHUNUvEkYMPt1285TjGFLcge1ch8Y9S0TTTYy3F5bwa4cx6cbmQiK3LkBp2B+XKDJDHnNa/wilkm8B2Usltc2+95GRJ33HYXYrg5ORggDJ7Vwnxc8T6hpnxJ02wtL7U7aExBpoxFHLC4yMEIAz4JIUnAI6jd0ovoPC0Zyxbje7V/nb7zo/C+q+HvEfjlV03WPNvdFtlUXNvdJKuowOuD5mB1VxnHYnPevRa8m+Dmq63rGuSvq1tpwEETmOdtMaCaXc5z5LEjMQwBkqG6AjIyfWaEY4+HJV5Oy9TjvjD/wAiXJ/13j/nXpleZ/GH/kTJP+u8f869MrKe5zQ2PNfDP/I+eMP+viH+T11Arl/DP/I++MP+viH+T11FaQ+EiW44UopBS1Qg9KUUUUCF70CiigApaKDQMSsjXNWW1UwQEGY9T/d/+vRrurLbAwQEGYjkj+H/AOvXKsxdixJJPUk9a/OeLeLfq6eDwcvf+1Lt5Lz/AC9dvQwuF5vfnsDszMWYkk9SaToaM80d6/JW3J3Z6mwn8R5pcc0mOaXpSAwtV8HeFdVkaXUPD2mXErklpGt13k+pYDP61zV98Gvh/dPuGkPBn/njcuP0JIr0IU4DpXp4bO8xwqtRrzivKT/zMpUact4o820/4DfD+a9jjmXVFR2x8t0OPzU100X7Nvw0QjdFq0ns95/gorpVJBBHBHIruLCXz7KGXPLICfrX6twLxLjsbCpQxFaUpKzTbd7bP+vM83G4eEGpRR55pXwK+GFgcjw0ty3rcXEkn6bsV1Ok+BvBmksH03wrotq46PHZRh/++sZ/WuioxX3kqtSfxSbOGyQiqoUKAAB0ApaDRWbGcHdrtvJx6SMP1qKrmsJs1S4H+2T+dVPyr+aMfTdLE1IPo2vxPoqbvFMBSDrml70nvXGUIKR0SRCjorqRggjINO7ZoHtQM5PXfCMMxabTSIZOpjJ+U/T0rE0TU9W8KaukqK8Tg4eN87JB6H1FekVWv7G1vofLuoVkHYkcj6HtXrYDN62FmpX269SJwUlY7Xwzrtlr+nrd2bjPSSMkbkPoa1s14raWOseFtU/tLRpWuIR9+EkksPQgda9W8Na5Za9p63Vo2GHEkTffjb0Ir9p4f4ho5rT5b++t138zxsRhnSd1sM8Xz3cOhzLZWGoXk0wMQWxkjSaPcD86lyFBH+RXM/DrU9Vj1u58P61LqwmS2W5t4tRig8zy920kSQnDc4HIB+tdb4ieeLRLqe2vxYPFGZDOYRKEVRk/KSM8A1jeC9GjM/8AwlVzq9xq97qFoixzywrCqQH5wqRj7oJOTnJr6PqVTlFUZc3/AAb/AJHQanKsOnXMrwzzKkTMY4F3SOADwo7k9h6147o+q+FNW0a8W7stc0b7EWexMcTpLJBbRsisjOCpkUO5Kgk5Gexr1vxDHqM+iXsOkyQxX0kLJA8pIVGIwGOATx1rhdF0aTU9QstDlitU0jQ7We1MkV9HLLcSunlliq8ocFyQ3OWpPc2wcoRhJyf49v8AN6HceGrazs/DunWunSPLZxW0awO5yzoFGCSO5HNeSfEW80e08e6tDcCyW7ls40Rn07zyPMKbmb95lyFT5QqgDPPWvY9MsoNN0y10+23+RawpDHuOTtUADJ9cCvAvFcepaz4v8RXlvZahqNhHOCJIp2WGONUC/wAPPVWJA6fjTY8D71Scr/1dHd/BHS7e1j1G7sJEGnjZawRB5t4KbizyLKq7XbcpIUYr0qvPvgHtbwQ8kbJ5Ul5K0SqSdqcAdeecE88816CaEYY5t4iVzjfjB/yJkn/XeP8AnXpteZ/GH/kTJP8ArvH/ADr0ysp7mMNjzXwz/wAj74w/6+If5PXUCuW8Nf8AI++MP+viH+T11K1pDYiW44e1KKaeCBThVEhS0UCgBaWkpaBBVTVmuUsJWs03ygcAdT9PerdFZV6Xtacqd2rq11v8iouzuedR3CXO50k3tnDA9Qe4I6g07mtHxv4WnunbV9Ccwaioy8YwFnHv2zXF6V4oieY2uqR/ZZ1O0kg4z7+lfhGe8OYnLazT96L2fc9yhXjVidGBzQKRWDAMrAgjgil7V80zcQDmnd6TPNL60mADrS01acKAYvTrXWeF5d+m7M8oxH9a5TjGK6Dwg/E8f0P86+y4Frulm0Y/zJr8L/ocmNjek2dDSUUor9wPGDtR2oooA5TxTHs1Ldjh0B/pWSa6XxbButo5wOUbafoa5qvwLi7CPDZrVXST5l8/+Dc9zCS5qSAfWj2pfxpK+YOkKBzQKBTAMfhS4HNJTu1CAb1qXRbeSLV47ixHlzMQJNg4kX0Yd/r2otoJbiYRQrudu1dfpOnRWMXGGlYfM2P0FfY8I5Ji8bio14NwhF6y/RfqcmKrRhHlerZB4wiefwpqsCLMzzWcsYEMZkfLKRwo5J56Vb0m2W00u0tEyFggSMZGOFUDp+FWqK/cUeRzvl5TG8bJqMnhPU4tJlEN/JbslvIZfK2uRgHd2PPWuFtre/8ADvifRdQ1fRPChn1C5WzE2miQXe5wfndjgSjg7iR3zXpmo2NnqNlJZX9rDdW0oxJFKgZWHuDWXpPhLwzpN4t5p2h2NtcKCqSpENyA9QpPT8KLHRQrxhBxa7/l3NiU7YnYnGFJzXgtt4p8V6Lpk8tndTXJv5JViF1bXM+zZGXJUtMDHwSeFx8vPSvaPF13FY+FtUu5i4jitJGbZ97G09PevAtFuvCK2EAlv9ftZo5ZvLsIBbIGHleXLIQqgAbRgjIZjnAJPKbOzLqScZSkrq/Y9n+F+malpvhaIas1m93cN57PbLgMGUYLHaCW9Sc/WuqrF8DpInhTT1k1aLVj5Q23cSBEkXPy4AJ6DA/CtnNUjzcQ71ZPzOO+MP8AyJcn/XeP+demV5n8Yf8AkTJP+u8f869MrGe4Q2PNfDP/ACPnjD/r4h/k9dPHzXL+Gv8AkfPGH/XxD/J66Eu6zRhQSGJB49q0h8JnLctelLQOlKKokKUUlLTAKWkpaQBRRS0DExXC/EnwUmswtqWmxquoIPmUcCYf0IruqK5MZg6WMpOlVV0/wLhNwd0fN+lazqOjTNFliiNh4ZP1+ldvouvWOpoFRxHN3jbr+HrW98SfBCazG+p6aipqCj50HSYf0PvXik6SwTFXDRuhxg8EGvyLO+HnhqvLPrs11PYoV1UV0exU71rz/QvF09sywagDcRcYf+Jf8a7awvbW+hE1rMsiH06j2I7V8fiMJUoP3lodCaZaxgClHXrTRTuK5Ri45ra8JNi7lX1T+tYp5FZviPxxpfgDSZdd1WG5nj4iSOAAsznoOTgDjrX0nCCk85oRju3+jOfFNKjI9TFGfWvj3xl+094t1EmLw5YWmhw/32xcSn8WG0f9815L4m8e+L/EkhbW/EWo3gP8DzEJ/wB8jCj8q/pWlk1aXxtI+edZH6C6v4o8N6QCdU1/S7LHUT3SIfyJzXL3nxo+F9oSJfGFi2P+eSSS/wDoCmvz+Ltzg0hduea7Y5HD7UmQ6z7H3Vqfx5+E0tpLAfFBYspAxp9z17f8s65mP4w/Dl+B4kRT/tWsw/8AZK+ON7Zo3GvAzrw+y7OJxqVpSTSto1+qZvSx1SlpE+2tP+Inge/ZVtvE+mlieA8vln/x7FdJa3Vtdxeba3EU8Z/ijcMPzFfAsW53CqCSTgAd6+t/gH4H/wCEU8MLe3seNV1BA8uRzEhAKx/1Pv8ASvynjXgbLuHsKq0K8nKTtGLSd+7urWS9D08HjaleVnHQ9IFOFIOtKK/LT0wqa2gkuJViiXc7dKS1t5LmZYol3Ma7DStPisYdow0h+83rX1XDXDVXN6vPLSkt338l5/kc2IxCpK3UTSdPjsYcDDSMPnb1q7RRX7jhsNSwtKNKjG0VsjxZScndh1pRSYFLXQSJQfSlooAwPiBZS6l4Rv8ATobZ7g3MflsiyBDtJ5OSD2z2NfPjaRqx0iBbSzvbvTrOd7mWNo5LdLeMvxIcRqJMnnAQlVU8CvevifPNaeDL27imvIUhAed7SZI5RFnDlS6kE4JO3jPTNeU2N34qk8I6Po9n4oKNL9jaKCazXJhknxHtmjZSdqoAwIyeRnmpe57uWSnClzK1r9b/AKHt2gxmLQ7GJpUlK26AyKMBztGSPrV6kXIUZxnvilJqjw5PmdzjfjD/AMiZJ/13j/nXpleZ/GH/AJEuT/rvH/OvTKxqbmkNjzTw1/yPnjD/AK+If5PXTxjk8VzPhn/kffGH/XxD/J66gcVpDYzluPFFFLVCClpKWgQUtJS0wCigUopDEpaB0ooACK4L4leB01mN9T02MLqCj50HAmH9D/Ou9oNcuMwdLGUnSqq6/LzRUJuDuj5WuIXjkKOhRlOCCMEGpLG+ubGcTW0rRsO4717L8TfBC6sj6tpiAXyrmSMdJgP/AGb+deG6tNFpsE0t/ItvHFkOX4wR2+tfl+YZPWwtf2LjzX28/wDg+R69KvGcbnoWgeMLe42w6iBDIekg+6319K6uN1kAdGDK3IIPBr498XfEC6vC1po5a2t+QZv45B7f3R+tQ/D74leJPCFwFtbk3NiW3SWkxyjeuD1U+4/WvUfhTj6+FdeElGfSD/z6Py++xzvM6cZ8vTufZZ5714/+1TME8B2kJPMt8uPwUmum+HnxO8O+MY0hhm+x6kRlrOY8++09GH6+1ee/tb3qraaFYhuWeaUj6BQP5mvF4NyfF4Tiehh8TTcZRbbT8ov715mmLqxnh3KLPns5J600k5xSE96Bya/qE+cFJoPSjikI4poBBzS9e1IKlt42mmWNOrHAoSu7Ibdj2H9m3wF/besDxLqMOdOsJP3IPSSYYI/Bev1xX1AOBXjv7OniaI6WPClwVWW3UvbN03r3X6g5P4+1exgGv5a8S55g8+qU8arKOkF05ejXr189Oh9FlrpugnD5+ogHeprSCS5nWKJcsTxRa28tzMsUS7mauw0rT47GHavzSH7zeteVw1w1Vzerzz0pLd9/Jf1obYjEKkrLcNLsI7GHavzSN95vWrtAor9xw2GpYWlGlSjaK2R40pOTuxKWgUVuSFFFFABSUtBoA8/+Mes6Xplvpcd/pceqSvcGWG2mvlt422YyW3EByMjC4PNcx4e1aHXvFmkWum6Zf2GjWcvnJb2ot5oHmDNvLSBtyhXfsSG5IHGa634m6Fq3iHUtKtLO3zaRCV55WvWhRSVwuVjYO5HUAEA9yK4b4T+CtZ0XW/Dz6tpZaBYppzcmPewkbJVHB5iK8nI+9wOtT1Pbw/sVhW2/eV+vr52vp26nuIoNFJVHiHHfGH/kTJP+u8f869MrzP4w/wDImSf9d4/516ZWM9zSGx5r4Z/5H3xh/wBfEP8AJ66kVy3hj/kfPGH/AF8Q/wAnrqh0rSHwkT3FFAoHSiqELS96SloAKWigUxBS0UUgCilooGGKKO1AoATFeF/tN/CW68WacfEHh0udQtULTWQPy3CjJLKP7/8AOvdfrRWlGo6VSNRLVEyV1Y/MC4hkhmeKVGR0JVlYYII7Goh1NfYf7SXwTTxFFP4r8KWwXV1Be6tUGPtQGSWX/b9u/wBevyFd281tO8E8TxSRsVdHXDKRwQR2NfZ4TFQxMOaO/VHLKPKyOOR4nV0YqynIIOCDWn4h8R6z4gFp/bF9JeG0i8qFnA3Bc9Ce/wBTzWSeMUnOelbSoU5TVSUU5LZ9VfsxJu1g69qATmjPFB5rUQGk7YoBHGaWgBo61u6DbbIzcOvzNwv0rL0+3NzcqgHy9WPoK6hF2qFUYA4FejgKF37RmFedlYuaTf3Wm6jBfWkhjngkDow7Ec19XfDLxDF4z0WC5tVAuhhLiIfwPjk/TvmvmLwh4b1bxNrMOl6PavcXEh52jhFzyzHsB619kfCf4f6b4E0MW8OJ9QmAN3ckY3n0Hoor4bxFyDLc5p0lWdqsXo1vy9U/J9PP5nVllarRbtszp9K0+Oxg2qN0h++39PpV0UUtfPYbDUsLSjRoxtFbI7JScndhSUtFbiCiiigApOlLRQAlBooNAHnnji7ig8XT3E2rT6W1npMawXENt9okSSecjCx7W3EiLGMHgmq/wTuL/UDrd/N4mOqQtfSK0EtmIZlYYUOwyCmQv3NortdZ8O6Nq5la/s/MeVI0aRZHR8RsWTDKQQQWJyOeaTw/4c0XQFZdKsI7dmXa8mS0jjcW+ZmJLcsTye9I73iafsHC2unb/h9zVopTRQcBxvxh/wCRLk/67x/zr0uvNPjD/wAiXJ/13j/ma9LrKe5rDY818M/8j54w/wCviH+T11KfdrlvDP8AyPnjD/r4h/k9dRHnBz0rSHwkS3H0opKWqIFoFFFAC0UUUDFoooFAC0UUUAFFFBoAKWkpaAEIrwL9o/4JxeJIJ/FPha2SLWI1L3Nsi4W6AySQAP8AWfz+te/dqQit8PiJ0J88CZRUlZn5hXlvLbTyQTxtFJGxV0cYKkcEEdjVc/pX2P8AtI/BSLxJBP4p8LWyx6vGpe6tUXAugASWUAf6z+f1r4/ubaW2mkhmjaOSNiro4wVI6gj1r7HCYuGJhzR36o5ZRcWV8YGKMU7ApOCa6iQ470AA8UGr+j2n2i53MMonJq6cHOSihSairs0tHtPItwx/1j8n29q6rwb4Z1XxVrkGk6TbNLNKwy2DtjXPLMewHrR4K8Mar4q12DSdJtmlnkI3HB2xrkAux7KM9a+zPhb4B0rwLoi2toiy3soBurogbpGwMgHHCg9BWma5tTy6l7OGs+i/VmFKi60rvYT4W+AdK8C6Itraqs19KoN1dMBudsDIB6hQegrsaOtLX51VqzrTc5u7Z6sUoqyCiilrMbEFFLSUAFFFFAg70UGigApO9LRQMQ0UGigBKKKKQHG/GL/kTJP+u8f869LrzT4xf8iXJ/13j/nXpdZT3NIbHmvhn/kffGH/AF8Q/wAnrqV4Fcv4Y/5Hzxh/18Q/yeupFaQ2IluLS0lLVCFoFFKKBBQKKWmAUYpRRSASloooAWiijvQMKBS0UAJRS4ooAQ189/tJfBJdfjuPFnhS2A1VQXvLSMYFyP7ygfx+o/i+vX6FNJjmt8PiJ0J88CZRUlqfmBLE8MjJLGQynBVgQQai285xX2B+0j8Eo9din8WeE7ULqigvd2ca4FyP7yAfx+o/i+vX5HlheKUxujKynBBHINfYYTFQxMOaO/Y5ZRcSJImdwqDcScADrXoHgDwjqmv6pBouk2xmupDljj5UHdmPYCs/4ZeD9U8Wa/FY6XatNM54JGFQd2Y9gK+4/hf4C0vwNoi2toBPeyAG6umX5pD6D0UdhWmKzKGX07rWb2XbzZmqTqyt0E+FvgLSfAuhraWaLLeyAG6umUbpGwMgHsoPQV2NAor4irVnVm5zd2zuUVFWQYpaO/WjtWZQUUUUAFFFFACUUppKQBijvS0lMAoooxQISilopAIaSlooGcZ8Yv8AkTJP+u8f869LrzT4xf8AIlyf9d4/516XWU9zWGx5t4X/AOR88Yf9fEP8nrqRXLeF/wDkffGH/XxD/J66kGtIfCZy3HUtNpRVEiilFJS0AKKUUwAg08UAFFFFMApaKKQBml70lLQMKBRRQIWkNLRTASlxRRSGJXg/x0+AsXizU117wr9lstSmcC8hkOyKX/poMDhvX1+vX3mitqFedCXNBkyipKzOO+FXw+0fwB4fSwsEEt04BubplG+Vv6KOwrscUUtTUqSqScpu7Y0ktBMUooo7mswAUGiigA70tJR3oGFFFFABRRRSAKBRRTEFFFFABSUtJSAKSlpMUDON+MX/ACJcn/XeP+delV5p8Yv+RLk/67x/zr0usp7msNjzXwx/yPnjD/r4h/k9dUK5bwx/yPnjD/r4h/k9dQtaQ2M5bjh606m04VQhaKKWgQUEgDkgCivMf2hfCviXxV4esbfw8DOYbgvNbCVU3jGA2WIBx6e9b4alGrVUJy5U+rJnJxV0rnpV3c29pay3V1NHDBEheSR2wqqOSST0FZWi+KvD2tTRwaZq1tczSRmVYlJD7BjJ2nBHUdRXCxaFrWjfBmwstbu4vt9lLG7GSCO48lWfaFG5XGVDdQD0wKh8E2iWHi7T4tK1x5VnRo542jaTMaKWADSxgxrnoiFVHZairFQm4xd0uvcuOquegN4t8Lrdm0bxHpInC7ihvI+BnHPOM57datXmtaZZm6+03ax/ZIllnyrfKjdCOPmyRjjPNeNW2sNF4DntTdSKRbzIE+1zjHLDG37KQPoGI966vxrcQPtt3nvLa2W5tVlnlklaFZRGZAFRSCcbIycELlh3zWY7Hol3eW1pAbi4mWOIOqbuvzMwUDj1JA/Gmtf2YF4TOoFl/wAfJOR5fyh+f+AkGvLrG2S9sbi6tru51OKHW4TJAjN5V8xjTgiYkr97puCkqD61Q8DeGrbTfF3iW+1Dw3BDbyPtvH8mKNLNfs4P7kod23DFTjBOQ3ByKAsen2fivw9dxzPBqsDCFd75yCBhmzgjJ4Vjx6H0q7f6zpGnwxTahqllZxzf6tridYw+fTcRmvJHs7uPR7y41K/gmmsrNXup5bl90O+3uQsDb5GG9S6fdCk7+lbZthDeJda1ayQJBeQ3ct/JCSn2WOMeVGrAcnzP4BzncSORkBnfalrWlabaQ3V7fRRQTsFifO4SEgsAMZzwCfoKh0/xJod88qW2pQM0MfmyBiU2pnG47scc9a8l8b+ZFoKyRQ3lvaXOrXN5YWyxoriLyOH2yDKZcuQvB/ecj0h+HwWa91K3F611cPpDJKUCtvLbMKgCndyTux90gBuooC2h68fFPhv7Klz/AG9pphdyiMLlTuYHBAGeT7VcttV0+4lu4obpHez4uAM/u+vX8jXjfgi21+IQz3U+oabeqwExRoXykt1DCoJ2kcpEw9flz35fq6aXe+ItYs2EPmSamsTrFpiXMjKXkV9wTewPyk5IXgg96AseryeJvD8a2zS6xZRi6YrAHlCmQg4IUHqc8VZi1fTJReGO+gcWRK3JVwfKIGTu9OK8Z1210mfRvDd3pkA8nTYlFxDGqpGJtyhkLMjYbcpBxjkHuOM/wbpN42n+I47tZ7aEaZI1s5lG2SNdpIgw3+qLLIDxjBU/xDIgsj3KTxBoUWoCwk1nTkuz/wAsWuUD9uMZznkUy58SeH7c3Kz61p8RtSouN9wo8stwN3PGTXjuqade2PjNdRt7a5Wztb+KyhcqSAjNEpG4jBxx1z0+tLq8Gq2mva/d2zyWk9tdwMbi4lm8uQtIrJndhV2rlRz3z2pXCx7bBf2M1jHfQ3kElrJjZMsgKNk4GD0OTx9amubiC2iMtxMkUYIBZ2wMk4HP1ry7+1I5vBOg6bd63Bo9rexfan1S4TkOsqusY3sVWYn5jvLYKsMNzjX1t9N1bwFqtpY+IU8RI6lLm4kv4wkIK8l/J2jaAM7B97p0OQxWO2t720uHRILiKRniEyBWzuQ9GHt70r3tolyls9zEs7qWWMuNxAIBOPbI/OvCtGS0g8caQ97f6W+oXC28jTR38jTK73IbyzGBgHHyFc4AOaW4nswNaWSbSlkGoXxxLPpocfv5OoliL/mSaLhY9zur+xtW23V5BAdm/wDeSBRtyBnntkgfjVaDX9DuNPk1CDWLCW0iG6SZLhSiD1JB46GvI9fsp/7D0e8ha7mum8PWqQRQk/Jukt4yAozuzuJxjsPTNZmnadd6f4B8R6VPaahLDYmB3tpxIrPEQ5dBtjZhkAjd0Gc8Y5THZWPcBrmitqCaeurWBvJBlLcXCeY3GeFzk8DNXUmieeS3SVGliCl4wwLKGzgkds4OPoa8V8ISalp/j3TtHvr6NhJOJPLaN0LSLajcWBKFeGXaCh5LegNUrvwrp8XjS43/APCN6PcTTpJepew2zxwo0R2CFGCu+CEy+/G9m+U4NMGj3C91HT7EBr29trZScbppQgzjPUn0FRJrejvatdx6tYvbo6o0q3CMisxAAJBxkkjA96868TE2vjFl1Kae1tJIwo1SUCOLetnMCwORzlgeBjt7Vja5qVtf+F21+4MGlahcarF59rdHa1sAgj2MrEfej3sCR0k4x1oFY9gt9W0u5vpLG31Kymu4874EnVpFxwcqDkYq7XjPgKS6uPiRbTjUJWsRblocOfIO7ePLTPBO1FI28YDYY459moAKKKKAEo7UtFACUUUUAcZ8Y/8AkS5P+u8f869KrzX4x/8AIlyf9d4/516VWM9zWGx5t4Y/5Hzxh/18Q/yeupFct4X/AOR98Yf9fEP8nrqe9aQ+EznuLThSClFUIUUopKWgApfwpK8w/aG0HxZr3hyyt/DImmVJy11BFIEZxj5TyRkA9vcelb4alGtVUJSUU+rInLljdK56hWdpOtabqlxcwWM0kr2zlJSYJEUMCVIDMoDYII4JrF+E+n69pfgTT7LxJIX1CNSGDMGZFz8qkjqQKl0/VrPRvDC3F2zktdzxRRRoWklkM0mEVRySefwBJ4BNRVgoTcU7269yk7q50NvcQXCO8MiuqOyMR2ZTgj8CDUNrqVjcyRpbXcUrShzGEbO4IQGI9QCQPxrkvD5vtEt7jRNbkIudVeW4tJQ2EM0oZ5IA+CAVbO0kcg8A4NebL4X0xIv7P1LTNP02FZrk7nmE0UEYkdHIdwCuB3IUs3l4ztbGYz2/VNe0TS5DFqWrWVm+A22adUOOxwTU1nqunXVol5bXUclu8gjSQdGYnAA/Hivn34kRR29pZxt9hZl07Tw8bxbpFcFd24gf3dnBJ4Hbv0Vnpn9q+BEghg0R2bV4xLI6FTboXQDaAMhj8w3Z4ByMkcK47HrVlr2hX181hZ6tY3F0N2YY5lZxtOG4Bzx3q/bzwzh2hkWQI7RsVOcMDgj6g1418Obc2fjq2kub23Fu32qa2lF3uW5V3kwUTylIA2sdxYjAGM5Fd3prXL+EfET6Yxa5N3feQ0ZBJfe2NvvnpTCx1P2m2a5NqJ4TOBkxbxux6461Hcahp1vHLJPe20UcGRKzSqBHgZOeeOOa8vuoPDaWGoGw09LXUruKOHQ4ZbcpeSyxhis+1h5g/eucuwH3SScGrXjCO21a4aCS+muZbG6a4fEFt1iRWKgtE2URyo+rkEnbigR6UtxatEJFnhMZYKGDDGScAfXOKlLIqMzMqquSSTgD1ryfVtOhutB0qwtpbq6jj8QRC4nW58g2w85AUPkhA7HK4yPlBPIKitLV7Sy0f/hMdNsraOzSbSI5YYo12iXasokcep5UE9eme1CCx6MYo2UExowByOOh9aYJLeSWS3Dxu8YG9MglQ3TI98GuOku/BH/CXv8A2pYWFtrqXCpbySwEyy/Kux1bbz1wME4x+A5hdFtJfGuq3Njo7TxgbIry0uZbcXT+YpmjMiOMNGowGyFYll6hqAPVo2s7m3W4TyZYcl1cYK5HcH+tSAQSR+aPLZGAfdwQR2Oa8ds7bR4dC0C0uNLi1aKLTb51juiZghMgbeWfcR8sb4+mBXU6LZaPZWepaPotjZm6OnSKbqC2SN5H2g+WxRFU4EkWCOuT3BoA7xcY+UjB5yO9MdIJg0TrFIFI3KwBweoyK5zSPEumtZaJY6bcQajdXMcamKGZS0UYT5pGHJAGMc45IHU1ydlpumR63d6jFq95ol1f6pcPBdNds8bRxBY2XZKxjJLbiPlJA6cDgA9Hur/S7N/Jur2zt2PzbJJVQn3wTRb3+mSxP9nvbSSNT83lyqQMnvj1JrzT4isZ7+109tWkvIpoLWJwsiKLlH+0B2IXaOdi9MAY4qgDeXvhe6t4TNqEjNau6HUGt/JY3UyZLp82MIo289j15pDsewBLYzCIJCZI0Hy4GVXPHHYZXj6e1Ktvbp5pWCJfNOZCEA3nHU+v414T4GtrmP4tG0ntLKG+jvZ7hodsImCEbWlyYldkJ4Ug5OSfXHt5+2me9Fz9nFl5a+RsLeZ0O/d29MY96YhI7rSnQXUdzZMksgQSq6kO/QDd3PbFWZ2gSMyTmNUX+JyAB+dfPl8l4LS0Szs7m8dkaOZ5pmuDtk3HaMzRKAVA6DnueAD1HiOy8OLoeg65rNpcXpntFjuNNiu53muAVXa0cfmEuUK88n5SxJOKVx2PXJIopSpeJH2nK5UHafUelMzbl3k/dFozh24ypA7ntwf1ry260bw/B8PLNntxrEt9fQTgQiXUF4nDMqfe+VYyykjGQDnris7TraxjuNf086jeXF7p2n3k91M1zIkVy8iApiBX8v8AdgsrKB8uEz1BphY9ftW08u0lqbXdcPlmj25kYDuR1OB+QqcyxKJCZEAjHzksPl4zz6cV84WliNRjeVFtLz7O01y0tvAqxPCojDoIpZQqE5H7yPMnGARjn0Lxmiajp15Yo1tLdXjQWoYu0AieSM/uvMiIaQIpaQh+gPfPCCx6epDKGUggjII70tcz8Nlgi0B7W3milW2na3cpcSykOgCsCZSSOgOBxggjrXTUCCj2oFJQAUUUUAcZ8Yv+RKk/67x/zr0qvNfjH/yJcn/XeP8AnXpVZT3NYbHm3hf/AJHzxh/18Q/yeuo71y/hf/kffGP/AF8Q/wAnrqF9a0hsRLcfSikFLVECilpKUUAFLSV5n+0Hp/jDUfDNpF4UF24WfN3HattkZccdDkjPUD2rfDUVWqqm5KN+r2JnLlV7XPTGZUQu5CqoySegFV7W/sbkqttcwyFoVnUI4OY2ztf6HB5rz/RLHV4/g/DaeNtan0ycKRNI2x3aPkLE4IO4kYBA+Y9O5o0G11ebX9IbVfEPm3K2E87QJaxRPBHujAjfHYhhkHuoIxioqwVObine3VFR1Vzsl8T+GnR3XxBpDKhG5heR4X0zzUkmtaB5sdtJq+meZKFaOJrmPc+7lSBnnPb1rwfTYry603X4rTX5IHgVIUkSYy71JgUFWFy+05UfdwDjByBgdtdWV/bXotZ71ZUA09NTtoHSKNrhpFRAg8tjwqoSoZeMdM1lcqx6Nda1o9oGN1q1jbhSFJluFQZIyByfTmmWet6Dfzrb2msaZdSsfljiuo3Y454AOa8f1ay1e28L6pBDbPJc2f2QXEKTkEkW5Ur8hBblgeD2zzVb4K+bJ4nNzDe2jwWsYe9aG7cLnyTHjZI+SBsBJ28HvxgAWPdJUsriR7aVIJnEfzxuAx2Nkcg9jg+xwagt7rRrOT+zbe4sLZ0BP2aN0QqP90V5Be2txqkI1LWdLu7vVEtFSS5vBYyQoqKJSdjRblXEu4gANg+o4z/H2lx2nju/1KX7Xdac0EUQsbaZFVhM2yPlXD7CQQVUdvQ5JcLHu73tmkSSvdQLHINyMZAAw65B7iobPUNIvZilpfWFzKV5WKVHbbn2OcV4zDpiW/hjw9YSPZ2k1zqsrMh0kGWYGF03+WjHy8ZC56D5WOO+n8N7W70rV9YvrqO7kj0oONu1yZNtrBwMsQCQvT3p3Cx65bxW0YdbeOFAZCziNQPnPJJx3p7ywrGzvLGIwcMSwwDnGD+NcL4WjuZ7xtXHjKxt4NRuFvH0+zWFxuKIvlmV8lgQo5UIeuMVxfxfikudSP8AZukx3900sqfav7LExkKvHmMBTg7QWUsRk7Mfwk0Cse0XV/YWbpFd3ttbu4+VZZVQt9ATzURutHvYJ7U3FhdRbSJot6OuD13Dpj614zeQ3D+EtEi0+wENxefbo440s22bC2GcqFdwGUggAgZwTngVNFZXmq2msQXEY090FsBH9ncANc3aFiCUiJUGLoBnkndnorjseyQHTYoUhg+yRxFNiJHtC7RxtAHb2otBptnD5FqLS2iU/ciCooP0HFeHWdqlzFaiO6tS0LCVlS581x/pqsQyBsxnMuPm39KqzWS6j/bsNmPtkP237HgSO2TJcBpEGxNwPyngfw89KAsfQMCW43SQrEN5yzIB834jrSy28EsXkywxyR/3GUEflXlmiXENvY2jatEz20eiTrKokaPajXSqxLcMu1QCScEAHODXW6ReeE9F0a6ufD1zHfQ+YisltffaS0jkKi5ZyFJJA5IHc0xM330zS5WDPp9nIyKIwWhUkKOi9OByePeo20bRjtzpdhw6SL+4Th0JKt06gk4PbJrhvBN+jeKNWk1M6xpM9zq7LBbvKjW0jCGP5Nybl38ZwSM9s4NZ3iq1tr3xil/eW+kaKLCcyxG50wSmaZQXSWWZXUpkKxVckd2O7CgCx6dbadpdmixW1hZ267zKqxxKvz92wB1561Z3xtEX3q0eDls8Y714h8RYZvEfi3w3cs/2WW5t4S0QhaRk3IZDuxCx2DGCNwJyR8oyag8u7b4T6rPpgk1GO3nWFoZrvz4laJcSSAMx2qzsxCoOQV6A5AOx7Uum6R5BtksLHyimDGIV27ee2OnJ/M061s9LtCbi2tbO3JRYzJHGqnavCqSOw6Adq8H+GdncWXjaO2jt4EVUnecldsqDnIGVHChhx1AIxmrrSiPw9Z6XdXkduJZTPJEt5cQviOWB8LG5Gco+7OOgyPZBY9uhsrCGaeaC0to5LrBndIwDLgYBYj73HrUcVlpS2tssVpZLBbHNuEjUJEcEfLjheCRx6mvFfE1qbf4i3C6PA1xELU20DWznzEBt4+kgYEYVG6AnH1ypoUs03wpubl4ry5Elyq20KTTWJuJDkbY44tuCGCtjbtbBJxktTCx7Tf6XpV/IrX+n2V04QopmhVyFPUDI6dKJ9M0m6SNbjT7G4UMXQSQq4z3IyOvHWvO7WxvLia2c6lrDgaTci3kku2YXCmKDEg3AMpJY5BOQR1ryyLTp4NVSI2Ontp8NvHLEUDvD9oeQjYreVgtkbc/c427uopCSPp+1tbW0VltbaGBWOWEaBQTgDPHsAKmqGxj8myghBUiONV4AA4GOAOlTUwCjFFFIAopKKAON+Mn/ACJcn/XeP+dek15t8Y/+RKk/67x/zr0msp7mkNjzbwv/AMj54w/6+If5PXTLxXCW3iLQNA8eeKv7c1vTdL8+4j8n7ZdJD5m0Nu27iM4yM49RWvD4+8CuMr408OEev9qQf/FVtCEnFNIiW5069KfXOx+NvBbD5fF/h4/TU4f/AIqnjxr4Nz/yN3h//wAGUP8A8VV+zl2JOgpawR4y8If9DXoP/gxi/wDiqePGHhL/AKGjQ/8AwYRf/FUckuwXNyisI+MPCX/Q06H/AODCL/4qgeMfCPT/AISnQv8AwYRf/FUckuwXNxkVsblDYORkdDUcdtbRzyTx28SSyY8x1QBnx0yeprJHjDwn/wBDRof/AIMIv/iqB4v8Jnp4o0P/AMGEX/xVHJLsFzXuLeC5Ci4gjmCMHUSIG2sOhGeh96JLa3klSWS3ieSNtyOyAlDjGQexxxWP/wAJh4Sz/wAjTof/AIMIv/iqevi3ws3TxLop/wC3+L/4qjkkugXRoNp2nsGVrC1YM/mMDCvL/wB48dfepZLe3k2+ZBHJtBC7kBwDwQKy/wDhKfDOM/8ACR6P7f6bH/8AFU4eJ/DhPHiDST9LyP8Axpcj7AahghJJMMZJOSdo5OMfy4+lVW0fSG5bS7Fu3Nuh/pUCeI/D7fd1zTG+l2h/rT/7f0L/AKDWnf8AgUn+NHK+w7luGxsobd7aGzt44HzviSJQrZ4OQBg1FaaRpNncfaLTS7G3mxjzIrdEbHpkDNMGt6OTxqtif+3hP8aeNW0thkalZke06/40uViFfSdLe5Fy+mWTThtwkMCl8+ucZzU0dnaR3BuI7WBZyu0yLGAxGScZ64ySfqTUX9qabjP9oWn/AH+X/GnDUbD/AJ/rY/8AbVf8aLARS6Lo8wQTaVYyBHZ1D26kKzfeIyOp7+tLb6NpFv5n2bS7KDzSpk8uBV3lTlc4HODyPSpvttn/AM/UH/fwU4XdqelzCR/viiwDNR0+y1AQi+tYrkQyCWMSLu2OOjD3FU7zw14dvGVrvQtMnZV2qZLVGIHpkjpV8XVselxEfo4pftNuRxPGf+BiiwDLKwsbKGOGzs7e2jjUrGsUYUKCckDHQZ5qSa3t5oXgmgikikBDo6AqwPUEHg0faIBjM0Y/4EKXz4f+eqf99Ciwxtna2tlbrbWdtDbQJ92OKMIq/QDgVFd6Xpl5cxXV3p1ncTwnMUssCs6f7pIyPwqfz4s/61P++hR5sWceYv50gKl9pGl31yLm8sILiUQtDukQN+7b7y89jTNS0HRdSgkgvtLtJ4pdgkV4gQ4TO0H1AycA9M1f8yP++v50CRD0dT+NFgM9fD+hpNBLHpFjHJbqVhdYFVowc5AIHAOT+dPstE0eysms7PS7K3t3Qo0cUCqrKeCCAORV7euPvD86N6+o/OgDLuPDmhXEdvFNpVrJFbJshjaMFEXAGAvToAPpVtNOsEvWvUs4FuXwWlCDccDHX6cfSrO4Y60ZFFhFGTRdKk1SXU5LGGS7lgNvJI67i0Z6qQeMHAqwbK0MjSNbRFniELZUcxjPy49OTx71NkUuecUAJGiRoscaKiKNqqowAOwApaPzo/CgApKKO9AxaKTn0NABx0NAHG/GP/kSpP8ArvH/ADr0mvNfjH/yJUn/AF3j/ma9KrGe5rDY+Gf2xmI8eDBx/pFx/KKvC1kYDGa9y/bI/wCR8X/r4uP5RV4TX2GUr/ZIfP8ANnDX+NliOU85NOEjZ4JqFKeM5r00jFkodieSaPMI71H06UvNOwiXzGJ60vmt2JqPBBGOlOAyPf0oSAeJG/vGl81v7xpmBnNKAPXirEO81s9TQZGI5JpoHzc0jD0BosAplYdzQZD6mm4pMY5pWQ7jhIQaN7UzOD9aXHcU7BckEpp6zN6mof8ACnDiiyE2SNK2etTWwurgsII5JCil22KThR1Jx2FVjj0r0b9n24gh8ZTw3AthHPZSIZJsApyOVYkbT75FZVpezg5JbFRV3Y4pLbVXligW1u2lmXfEgjbc688gdxweR6VLcafrlrAZrjT9QgjXq8kLqo7dSK+qtVurVLy0vpfEIklguLl1DsPum0mEaj5zsKAEEAAscE88nKfW7PxHpV7FY61aXFsbyGJZEBMYX7VbmMvmOP5yN5Kgngdq8r+0Jtp8mhqqd+p8xuNQSKOVhcJHJny2IID4ODg98VbNjr6jH2LUBxnHlOOMkfzBH4V7lqMEd94et4E0/S7Sc2eqmd11BZTb7n3gBQ/V8cdcV3+qX+lX4nJvIhbPK7wGC+a1LmN2VoyySruZ2LbT3J6cGrnmLS0gJU/M+P2vLvO155eDjBY8U03t0DgXEv8A32ajuN5ncsDuLHOTk5+tREDrivWUYtbGV2WTf3eebmYf8DNB1C8z/wAfU/8A38NVjz2ppGO1DjHsF2WhqV6uQLqb0++aF1K/Awl5OP8AtqR/WqfekpckexVy9/aeoj/l+uP+/wAf8aQ6rqJwDfXOP+urf41RIoz8uOtLkj2Hcv8A9r6n/wBBG5/7/N/jQNZ1Qf8AMSu/+/zf41nmhc/hRyR7Bdl/+2dTzn+0bvP/AF2b/GlOt6rwRqV3/wB/m/xrPIpPwpckewXNJdc1cdNUvR/23b/Gl/t3Vwf+Qpe/9/2/xrM780pOTkknNPkj2FdmkuuasvTU7wf9t2/xo/t7WM4/tS9/7/t/jWYaDnmjkj2GmzU/4SHWtuP7Wvsen2h/8aT/AISDWun9rX//AIEP/jWWc0YbPC5qfZw7BdnoHwp1fU7zxckN1qF3PEYXOySZmGcehNfovX5s/B3P/Cax5/54Sfyr9Jq+SztJYnTsv1O3D/AfHf7SXgnxP4x8eXX/AAjmkTaj9juJfP8ALZRs3hNv3iOu1vyryc/Bj4mq2P8AhDtQ/Aof/Zq+zdAuLe38e+LvPmii3XEWN7gZ4f1rpP7Q0/P/AB/W3/f1f8aWFzOrQpKEUrImpSUpNnwh/wAKb+Ja8/8ACH6kfoFP9aD8IPiSOf8AhDtVP0jBP86+8RqOn/8AP9a/9/V/xpf7Q0//AJ/rX/v6v+NdKzqsuiM/Yo+C/wDhUfxIIH/FG6vn/rgacvwj+I/I/wCEN1f/AL8GvvP+0dP/AOf61/7+r/jS/wBo6f8A8/1r/wB/V/xp/wBtVuyD2CPgz/hUvxHBx/whusf+A5pV+EvxHPTwbrH/AH4Nfef9o6d/z/2v/f5f8aP7R0/P/H9a/wDf1f8AGj+2q3Zf18xewR8Hj4R/Eckj/hDtW/780f8ACpPiMOvg7Vv+/FfeH9o6f/z/AFr/AN/V/wAaP7R07/n/ALX/AL/L/jR/bdbsv6+Y/YI+Df8AhU/xF/6E3Wf/AAHNB+FHxF6jwbrOP+vZq+8v7R0//n+tf+/q/wCNH9o6d/z/ANr/AN/l/wAaf9t1uy/r5i9hE+C/+FU/EQdfBut/+Ajf4Uw/C34hA4PgvXj/ANuMn+Ffe/8AaOn/APP9a/8Af5f8aX+0dO/5/rX/AL+r/jR/blb+VD9gj4EPwu+II5PgrxBj20+X/wCJpG+Gfj8dfBXiL8NNm/8Aia+/P7R07/n/ALX/AL+r/jSjUdO/5/7X/v8AL/jT/tur/Kg9gj8/x8N/HvT/AIQvxH/4LJv/AImkb4deOx18F+I//BZN/wDE1+gX9o6d/wA/9r/3+X/Gj+0dO/5/7X/v8v8AjT/tyr/KhfV0fn23w98cr18G+IR/3DJv/iaQeAfGwP8AyJ/iHj/qGTf/ABNfoN/aOnf8/wDa/wDf5f8AGj+0dO/5/rX/AL/L/jR/blX+VB9XR+fI8C+Nf+hR8QAf9g2Yf+y0v/CD+Mh97wpr6/8AcOm/+Jr9Bf7R07/n/tf+/wAv+NH9pad/z/Wv/f1f8aP7cqfyoPYI/PtvA/jAdfC+vDPrp03/AMTR/wAIR4vxz4X10+39ny//ABNfoL/aOnf8/wDa/wDf5f8AGj+0tOx/x/2v/f5f8aP7cqfyoPYI/PQ+DPFucL4Y1w+39ny//E0jeC/FuMf8Ivrf/gBL/wDE1+hf9o6d1+3Wv/f5f8aX+0tO/wCf+1/7/L/jQs8qL7KD2CPzy/4QvxaRx4Y1v/wAl/8AiaY/g3xWACfDWsge9jL/APE1+h41HTuf9Ptf+/y/40v9paf/AM/9r/3+X/Gn/btT+VB9XXc/Oz/hD/FPP/FOax/4Ayf/ABNN/wCEP8VA8+HNYB97KT/4mv0V/tLTv+f+1/7/AC/40f2lp3/P/a/9/l/xpf25U/lQ/YH50t4P8Ujr4c1cf9uUn+FN/wCER8THp4d1b3/0KT/Cv0X/ALS0/wD5/wC1/wC/y/40f2lp/wDz/wBr/wB/l/xp/wBuVP5UHsEfnP8A8In4l5H/AAj+qk/9ecn+FH/CKeJR/wAwDVf/AADk/wAK/Rn+0tP/AOf+1/7/AC/40f2lp/8A0ELX/v8AL/jR/blT+VB7FH5yv4V8SAc6DqgH/XpJ/hSDwr4iYcaDqmP+vST/AAr9Gv7S0/8A6CFr/wB/l/xo/tLT8f8AIQtv+/y/40v7cn/Kg9ifnL/wiviP/oA6p/4CSf4UjeGPEKj5tC1MZ9bRx/Sv0b/tLT/+f+2/7/L/AI0n9paf/wA/9t/3+X/Gn/bk/wCVB7E/OQ+GtfAydE1L/wABX/woHhjxCemh6mf+3V/8K/Rv+0tP/wCf+1/7/L/jR/aWn/8AQQtf+/y/40f25P8AlQexR+ch8L+IQcHQtTB/69H/AMKY3hrxAOui6kvsbV/8K/R46lp//QQtf+/y/wCNJ/aWn/8AP/bf9/l/xo/tyf8AKg9ifBnwr0bVbLxck95p15BGIXBeWFlGSPUiv0Wry74uXtrP4Okjhu4JG8+M7UkBPX0Feo142OxLxNXnatodNKPLGxw+ufDHQNY1a51O5u9TSa4fe6xyIFB9soT+tUv+FP8Ahn/n+1f/AL+x/wDxFFFcZoH/AAp/wz/z/av/AN/Y/wD4ij/hT/hn/n+1f/v7H/8AEUUUAH/Cn/DP/P8Aav8A9/Y//iKP+FP+Gf8An+1f/v7H/wDEUUUAH/Cn/DP/AD/av/39j/8AiKP+FP8Ahn/n+1f/AL+x/wDxFFFAB/wp/wAM/wDP9q//AH9j/wDiKP8AhT/hn/n+1f8A7+x//EUUUAH/AAp/wz/z/av/AN/Y/wD4ij/hT/hn/n+1f/v7H/8AEUUUAH/CnvDP/P8Aav8A9/Y//iKP+FPeGf8An+1f/v7H/wDEUUUAH/Cn/DP/AD/av/39j/8AiKP+FPeGf+f7V/8Av7H/APEUUUAH/Cn/AAz/AM/2r/8Af2P/AOIo/wCFP+Gf+f7V/wDv7H/8RRRQAf8ACn/DP/P9q/8A39j/APiKP+FP+Gf+f7V/+/sf/wARRRQAf8Kf8M/8/wBq/wD39j/+Io/4U/4Z/wCf7V/+/sf/AMRRRQAf8Kf8M/8AP9q//f2P/wCIo/4U/wCGf+f7V/8Av7H/APEUUUAH/Cn/AAz/AM/2r/8Af2P/AOIo/wCFP+Gf+f7V/wDv7H/8RRRQAf8ACnvDP/P9q/8A39j/APiKP+FP+Gf+f7V/+/sf/wARRRQAf8Kf8M/8/wBq/wD39j/+Io/4U/4Z/wCf7V/+/sf/AMRRRQAf8Kf8M/8AP9q//f2P/wCIo/4U/wCGf+f7V/8Av7H/APEUUUAH/Cn/AAz/AM/2r/8Af2P/AOIo/wCFP+Gf+f7V/wDv7H/8RRRQAf8ACn/DP/P9q/8A39j/APiKP+FP+Gf+f7V/+/sf/wARRRQAf8Kf8M/8/wBq/wD39j/+Io/4U/4Z/wCf7V/+/sf/AMRRRQAf8Kf8M/8AP9q//f2P/wCIo/4U/wCGf+f7V/8Av7H/APEUUUAH/Cn/AAz/AM/2r/8Af2P/AOIo/wCFP+Gf+f7V/wDv7H/8RRRQAf8ACn/DP/P9q/8A39j/APiK9FoooA//2Q==" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>公務員試験研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>6347</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />無料電子書籍 pdf 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />無料電子書籍アプリ 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />無料電子書籍 おすすめ 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />楽天 無料電子書籍 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />オライリー 無料電子書籍 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />スマホ 無料電子書籍 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />無料電子書籍 アプリ 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br />キンドル 無料電子書籍 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>神奈川県(横浜)で即日発行対応クレジットカード 川崎市 ~ 神奈川県(横浜)で即日発行対応クレジットカード 川崎市、海老名市、横須賀市、平塚市、相模原市、鎌倉市、藤沢 画像引用元:(横浜みなとみらい21公式HP) 当記事では、 神奈川県で即日発行ができる </p><p>横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級 ~ 横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 2015年度版 神奈川県の公務員試験対策シリーズ 単行本 – 2013111</p><p>神奈川県横浜市、川崎市、横須賀市、三浦市、藤沢市、平塚市 ~ 神奈川県横浜市、川崎市、横須賀市、三浦市、藤沢市、 平塚市、海老名市、座間市、相模原市、厚木市、茅ヶ崎市、 大和市、秦野市、伊勢原市、綾瀬市、小田原市、南足柄市、 愛甲郡愛川町、高座郡寒川町の 一部エリアにおける </p><p>横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級 ~ Amazonで公務員試験研究会の横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級・大卒程度 2014年度版 神奈川県の公務員試験対策シリーズ。アマゾンならポイント還元本が多数。公務員試験研究会作品ほか、お急ぎ便対象 </p><p>横浜市・川崎市・相模原市・平塚市・横須賀市・藤沢市の上級 ~ 各自治体別の最新試験情報と独自情報を収録。「人物重視」の流れに対応した面接・論文攻略法。分野別要点整理と予想問題による教養試験対策。</p><p>川崎市議会議員 予定候補 日本共産党神奈川県委員会 ~ 横浜市 川崎市 相模原市 一般市議 横須賀市 三浦市 藤沢市 茅ヶ崎市 大和市 綾瀬市 小田原市 南足柄市 平塚市 伊勢原市 鎌倉市 厚木市 秦野市 座間市 海老名市 逗子市 町村会議員 葉山町 寒川町 愛川町 清川村 大磯町 二宮町 </p><p>神奈川県平塚市の店舗一覧|三菱UFJ銀行 ~ 神奈川県平塚市にある三菱UFJ銀行の店舗・ATMの一覧です 店舗検索トップへ戻る ホーム ATM・店舗のご案内 神奈川県 平塚市 </p><p>横浜市 日本共産党神奈川県委員会 ~ 横浜市 川崎市 相模原市 一般市議 横須賀市 三浦市 藤沢市 茅ヶ崎市 大和市 綾瀬市 小田原市 南足柄市 平塚市 伊勢原市 鎌倉市 厚木市 秦野市 座間市 海老名市 逗子市 町村会議員 葉山町 寒川町 愛川町 清川村 大磯町 二宮町 </p><p>株式会社日本造園神奈川県横浜市 エクステリア・外構・お庭の ~ 営業エリア 東京都(世田谷区・大田区・品川区・杉並区・町田市・多摩市・狛江市)神奈川県(横浜市・川崎市全域・海老名市・大和市・綾瀬市・伊勢原市・藤沢市・鎌倉市・横須賀市・厚木市・相模原市全域・平塚市・大磯・三浦市 </p><p>神奈川県 Yahoo地図 ~ 川崎市川崎 区 ( かわさきしかわさきく ) 藤沢市 ( ふじさわし ) 厚木市 ( あつぎし 相模原市 中央区 地図 ( さがみはらしちゅうおうく ) 相模原市緑区 地図 ( さがみはらしみどりく ) 相模原市南区 地図 ( ) </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319648579" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-79457374066530998092019-05-22T04:06:00.000-07:002019-05-22T04:06:00.796-07:00【オンラインで読む】 パターン認識 (Rで学ぶデータサイエンス 5) オンライン電子ブック 作成 ソフト パターン認識 (Rで学ぶデータサイエンス 5), 電子ブック 海外 パターン認識 (Rで学ぶデータサイエンス 5), 電子ブック 販売 パターン認識 (Rで学ぶデータサイエンス 5), 有斐閣 電子ブック パターン認識 (Rで学ぶデータサイエンス 5)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de パターン認識 (Rで学ぶデータサイエンス 5)" 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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">パターン認識 (Rで学ぶデータサイエンス 5)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>金森 敬文, 竹之内 高志, 村田 昇</td></tr><tr><td><strong>ダウンロード</strong></td><td>9880</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />無料電子書籍 pdf パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />無料電子書籍アプリ パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />無料電子書籍 おすすめ パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />楽天 無料電子書籍 パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />オライリー 無料電子書籍 パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />スマホ 無料電子書籍 パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />無料電子書籍 アプリ パターン認識 (Rで学ぶデータサイエンス 5) バイ <br />キンドル 無料電子書籍 パターン認識 (Rで学ぶデータサイエンス 5) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>ベイズの識別規則は、これを見て学べ! 第3回「はじめての ~ 2013年7月16日(火)にグラントウキョウサウスタワーにて、Prunus1350さん主催の第3回「はじめてのパターン認識」読書会が開催されました。 当日は、書籍「はじめてのパターン認識」の第3章「ベイズの識別規則」を読み進めていき </p><p>SVM 機械学習の「朱鷺の杜Wiki」 ~ 関連文献 † 基本文献 Bernhard E Boser Isabelle M Guyon Vladimir N Vapnik A Training Algorithm for Optimal Margin Classifiers 5th COLT pp144152 1992 GoogleScholarAllA Training Algorithm for Optimal Margin Classifiers I </p><p>データサイエンス、データ分析、機械学習に必要な数学 Qiita ~ データサイエンス、データ分析、機械学習の専門書の前書きには「大学初年度の数学」≒微分積分と線形代数を前提としているものが多い。 それならば大学に行っている人はほとんど履修しているはずなのだが、その専門書を </p><p>データサイエンス、データ分析、機械学習関連の本 Qiita ~ データサイエンス、データ分析、機械学習関連の本 Qiita Community</p><p>kmeans法 機械学習の「朱鷺の杜Wiki」 ~ アルゴリズム † 入力はデータ集合 X とクラスタ数 k,および最大反復数 maxIter. 初期化:データ集合をランダムに k個のクラスタ分割し,初期クラスタを得る 各クラスタについてセントロイド mathbfxifrac1Xisummathbf </p><p>フリーソフトではじめる機械学習入門第2版 PythonWekaで実践 ~ 「理論」「実践」の両面から学べる、機械学習入門書の決定版! 機械学習の理論をわかりやすく解説 数式をしっかり扱いつつも、平易なことばで直感的な理解ができるよう工夫されています。 また、分析したいデータの種類によって </p><p>データ・サイエンティストとは? SAS ~ パターン認識:データ内のパターンを認識するテクノロジーです(多くの場合は機械学習と同じ意味で使われます)。データ準備:生データを別のフォーマットに変換して、分析作業で利用しやすくするプロセス。テキスト </p><p>革新的教育プロジェクト 筑波大学ビジネス科学研究科 ~ データサイエンス領域科目 データ分析型人材 戦略モデル型人材 システム開発型人材 課題発見型人材 ビジネスと情報 データ解析 多変量解析 応用統計 統計モデル 人工知能とビジネス情報分析</p><p>R言語とは?機械学習エンジニアが知っておくべきR言語の概要や ~ ホーム データサイエンス R言語とは?機械学習エンジニアが知っておくべきR言語の概要やPythonとの比較まとめ 多くのエンジニアが「機械学習 Python」というイメージをお持ちかも知れません。確かに日本国内では機械学習の実装 </p><p>サンプル データセットの使用 Azure Machine Learning Studio ~ Machine Learning Studio に含まれるサンプル モデルで使用されるデータセットの説明です。 実験には、これらのサンプル データセットを使用できます。</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320019253" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-86340259738530397592019-05-22T02:52:00.000-07:002019-05-22T02:52:08.031-07:00【ダウンロード】 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) 無料電子ブック 大きい ベイズ統計データ解析 (Rで学ぶデータサイエンス 3), 電子ブック 教科書 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3), 電子ブック 作成 ソフト 無料 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3), 電子ブック フリッパー ベイズ統計データ解析 (Rで学ぶデータサイエンス 3)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de ベイズ統計データ解析 (Rで学ぶデータサイエンス 3)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">ベイズ統計データ解析 (Rで学ぶデータサイエンス 3)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>姜 興起</td></tr><tr><td><strong>ダウンロード</strong></td><td>4014</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />無料電子書籍 pdf ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />無料電子書籍アプリ ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />無料電子書籍 おすすめ ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />楽天 無料電子書籍 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />オライリー 無料電子書籍 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />スマホ 無料電子書籍 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />無料電子書籍 アプリ ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br />キンドル 無料電子書籍 ベイズ統計データ解析 (Rで学ぶデータサイエンス 3) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>R言語で統計解析入門: 目次1 テクニカルデータ ~ Technical Data presentation in R コピペで学ぶ Rでテクニカルデータプレゼンテーション 1.基礎統計解析編 グラフィックス・リテラシ-教育 「図学 I ・図形情報 I ・統計学」科目 修了後のコースウェア 福岡大学工学部図学教室 梶山 </p><p>トップページ 共立出版 ~ 時空間統計解析 書影 時空間統計解析とは,データに内在する時空間的相互作用を明確に考慮した統計モデルを構築し,このモ… 詳細を見る</p><p>データサイエンスの本 ~ トップページ ひとつ上のページ 目次ページ このサイトについて データサイエンスの本 データサイエンス の参考文献はとても多いので、このページに分けています。 アカデミックなデータサイエンス 「データの科学」 林知己夫 </p><p>統計解析セミナー、書籍 ~ 5月20日、21日 実験計画法・実験データ解析手法 完全マスター【2日間講座】 第1日目:はじめての実験計画法 第2日目:「直交表」他さらに進んだ実験計画法をマスター 職場に帰ってすぐ活用できる! 初めて学ぶ方でも十分に理解 </p><p>朝倉書店|ダウンロード ~ ダウンロードしてご利用いただけるデータをご用意しました。 書名を押していただくと書籍の詳細ページへ移動します。 書籍詳細ページからもダウンロードができます。 ※ダウンロードデータはすべて、お客様自身の責任と判断に </p><p>統計+R講座 AIジョブカレ ~ 本講義を修了すると、統計的知見からデータを理解・解析し、それを関係者に説明できるスキルがみにつきます。併せて統計解析言語Rを習得できます。</p><p>データサイエンス、データ分析、機械学習関連の本 Qiita ~ データサイエンス、データ分析、機械学習関連の本 Qiita Community</p><p>WWWで統計を学習しよう 香川大学経済学部 ~ 最終更新日 counter 199887からの累積 検索系相談等 fpr 心理学研究の基礎(心理学研究法・統計手法・実験計画など)日本語 procglm 心理学系大学院生+αの人のためのQ&A fprでは発言しづらいような基礎的な統計解析を </p><p>統計学One Point 共立出版 ~ 高次元統計解析は,高次元データを解析するための新しい統計学です。本書は,その高次元統計解析に関する本邦初の解説書です。学部3,4年生から大学院生,そして技術者や研究者を対象に,高次元の統計学へといざ</p><p>1 データを分析するために必要な統計的知識 ~ から見ていきます。 randomはpythonの標準ライブラリですが、その他2つは違います。 機械学習、データサイエンスの分野では必須のライブラリとして pandas numpy があります。ここではそれらをimportしています。 酷使するの </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320019237" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-21416862294198126442019-05-22T00:02:00.000-07:002019-05-22T00:02:09.430-07:00【オンラインで読む】 やさしく学べる ラプラス変換・フーリエ解析 増補版 無
料電子ブック 英訳 やさしく学べる ラプラス変換・フーリエ解析 増補版, 電子ブック kobo やさしく学べる ラプラス変換・フーリエ解析 増補版, 電子ブック リーダー ソフト やさしく学べる ラプラス変換・フーリエ解析 増補版, 電子ブック フリーソフト やさしく学べる ラプラス変換・フーリエ解析 増補版<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de やさしく学べる ラプラス変換・フーリエ解析 増補版" 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uViWEwop9GZ+n4Bq7z4z/DvTfiP4Ql0e7Kw3ceZLK6xkwyY7+qnoR6e4FfB/jPwB4o8Ja42kazpNzFMX2xMsZZJvQow4bPp15x1qHdM4K0qtJ6bM1/jN8VdZ+Jt/bTajY2VnBZ7xbRQryobGdznlug9B7VyHhuytL/XLGz1C7+x2s9xHHNPt3eUrMAXxkZxnPWvrP8AZ8/Z+07SdNj8Q+ONPjvdTnXdDYzgNHbKRwWXoz/XgfXmvm74v+EJvA3xE1TQSjiCKYvauwxvhblD74BwfcGpaaVzmqU5xXPPqfaHw6+CHgHwhHFPDpaapfKB/pd+BK2fVVxtX8Bn3r01QFUAcAdhXifwW+Iuqa18CxfaZpw1rX9EjFrNZiby2lCYCtk55KDPuQRWt4K+PXgTXn+x6leP4e1NWKSWuoqY9rDqN/3fzwfatE1Y9GE6cUraXPV6r6lZ22o2E9jewpPbXEbRSxuMh1YYIP51Wt9d0SeHzoNY0+WPrvS5Rh+YNea/Gb43+FPBeiTxabqVrq2uOhW3traUSCNiOGkI4AHXHU9PcO5pOcYq7Z8PeKrGLSvFWqaZCcx2l5LAjE5JCuVz+lfbn7I/iC6134RW8N5I0kmmXL2auTklFCsuT7B8fQCvhO6uJry+muZ3aSaaQySOerMTkk/jX3V+yFoN3onwhgmu4zG2p3T3iKeuwqqqfxCZ+hFZR+I8/BfG7bHslFFFbHpmV4n8P6L4l0uTTNd0631Czk+9FMmQD6j0PuOa8rm/Zn+FstwZPsOpRqf+WSXrbf1yf1r2gsB1rmPGPj/wd4Rj3eIfEFjZPjIiL75T7hFy2PfFJpdTOcae8kcppXwA+FOnurr4XS4Zen2i4lkH/fJbH6V1S+APBMNjPaW/hTRoIpoWikEVlGrMpBBG4DPQ15xqf7Tnw2tJCtt/a+oDHDQWgUf+Psp/SqsP7Uvw+kYLLpuvwKf4jbxsB9cSUrxRkqlBaJo+SPiJ4aufBnjnVfD9zkPZXDKjdN6dUb8VINfZn7LnxMi8b+DU0y/nU67paLFOrN800Y4SX1Po3v8AWvDP2pfEnw/8fQ6f4q8K6wj6rbr9nvLaSFopHj5KMNwwxU5BwScMOwrx/wABeK9X8G+J7TX9Fn8u5tm+6fuSL3Rh3Ujg/wD1hULRnFGoqNS6d0fpsOlFcp8K/HGlfEDwjb69pbbS3yXMBOWglAG5D+YIPcEV1da7nqpqSugooooGMuJUhgkmkbakalmPoAMmvzMlE/iPxq+1d0+pagcD/akk/wAWr9FviTcmz+HfiO6U4aHSrlwc45ETEV8DfAm2W9+M3hSFhlf7Ticjsdrbv6VnPdHBjNZRifojpdnBp2mWthaoI4LaFYo1A4VVAAH5CrFFFaHeFFFFABQaa7KqlmYKAMkngAV538L/AIgXXjrxZ4kGnW8J8NaY6W1rdjO+4m5Ln024x+BX1pXtoS5JNLuejVFeXMFnaS3d1KkMEKGSSRzhUUDJJPYAVLXMfFbw7ceLPh5rPh60uDBcXluVicHA3AhgCfQkYPsTQxt2TPlT9oP4/aj4nurjw94SnlsdDB8uS4UlZbv8Ryqe3U9/QVPgp+zzrvjOOHW/Essuj6JIBJEu3/SLlTzwD91SP4j17AjmvH/E+hax4b1qbTNasJ7G8hch45FwevUHoR7jivp34J/tL2c0Ftofj5RbTKBHHqkS/I2OB5ij7p/2hx6gdayWr1PLg41Kn70988CeBvC/gjTFsPDmlQWi4/eS43Syn1ZzyfzrpKgsbu1vrSK6s7iK5t5VDRyxOGRh6gjg1PWqPUikloFFFFMYuaBSUUrAOopDSigAopKKQAKQ0vWjFMBKa8aPjcobHIyOlONKRQA3HGK+cf23fBpv/DVj4zs4sz6a32e7I6mFz8pP0c4/4HX0fWd4n0e01/w9f6LfIHtr23eCQEZ4YEZ+o6/hQ1dGdWCnBo+Gv2Y/Hv8AwhXxEt47ufy9K1Ii1vAxwqEn5HP+6f0LV9S/F34K+EviIpvZUOm6uRgX9soy/wDvr0f68H3r4Y8UaRd+HPE+oaJeArcWVy8EnGMlTjcPY4yK+3P2XPHo8afD6K1vJt+raSFtrncctImPkk/EcfVT61nDscOGkpXpzR80eNv2fPiZ4cuGNlpn9uWgJ2zWDbzjtmM/Nn8CPeuKh+G/j2e8+yx+DteM3TabCUY/HbX6UYoAp8iNZYKDd0z5F+Cn7Nep3GoQax4/i+x2UZDrpwYGSY+j4+4vtnJ9q+uLeKOCCOGKNY441CoijAUDgADsKeBS1SVjpp0o01ZBSZ4oJwKa/TNM0Pmz9pz43ahouqS+CPBkxjv1XbfXiDLxsw4ij9G55bqOg5yQz4Xfs2215ZrrvxJvLy91G6AleyWZl2ZGf3kg+Zn9QCPqa+bbjWWj+Jkmu6irTMmrG6mDclsS7iOa/Rjw5rOma/ottq+kXkV3ZXMYkiljOQQf5H1B5BrOOr1OCk41ptzMHSfhj8PNLgWG08GaHtUYDS2aSv8Aizgk/nVyfwF4HnjMc3g/w+6nsdOi/wDia6OitLI7eSPY8U8dfs2fD7XreV9Jt59BvG5WS2kZ4wfeNiRj2XbXx98S/BGseAvFdx4f1iMeanzxSpnZPGfuuvt/IgjtX6WVxXxP+GXhX4iW9oniK3m8y0YmGe3k2SKD95c4Pynjt24qXG+xzVsMpK8dGeL/ALB2l38Wk+ItYlaQWM8kUEKk/KzoGLED2DKM/wCFfTtZvhnQtK8N6JbaLotmlpY2y7Y4l7epJ6kk5JJ61pVUVZWN6UOSCiFFFFM0OL+Okhi+Dvit1PP9lzr+BXH9a+HfgDcpafGbwpO/C/2lGh+rHaP5195/E7Tn1b4deI9OjQySXOmXEcajqWMbY/XFfm5p11cabqlve2zGOe2lWVG9GU5B/MVnPdHnYx8s4s/Uaiuc+HHi3TfGvhGx8QaY6mO4jBljDAtDIB8yN7g8fr3ro60PQTTV0FFVdU1Gx0uzkvNSvILS2iXc8s0gRFHuTwK+Xfjr+0itxbz6B8P5HVXyk+qEFSR3EQPI/wB48+nY0m0jOpWjTV2av7VXxgEMcvgDwncedeTnytRnhOdgPHkKR1Y/xenTucewfA/wcngj4baVozoovTH596wHLTPy2fXHC/RRXy/+yL8P5vFXjn/hK9TjZ9M0iQSqz/8ALa56qM99v3j77fWvtYDAqY66sxw/NUbqS+QtFFFWdZyXxK+Hvhjx/pJsfEFgsjqP3N1GAs0J9VbH6HIPcV8U/Gj4MeJfh1dNcMjahorviG/iTAGeiyL/AAt+h7HtX6B1Bf2drf2ctne28VxbTIUkikUMrqeoIPWplG5hWoRqLzPz2+Enxe8WfDq7VLC5+16WzAy6fOxMbepX+4fcde4Nfa3wm+KPhn4jaULnSLjyb2NQbmxlIEsJ/wDZlz0YfoeK+c/2jPgC3h6K58VeDonm0lfnurLkvajuy92T9R7ivA/D2t6r4a1m31fR72ayvbdtySRtgj1B9R6g8GoTcdzijUnQlyy2P1CoryX9nv4xWHxH0k2V75Vp4itYwbi3BwJl/wCekftnqOx9sV61Widz0oTU1dBRRSgUyhaKTNLSAKKKKAGjrSikpR0oAKWiigBD0pKXvQaYHxl+3B4aGm+PNP8AEkCBU1a2KSkDrLFgE/ipT8jXEfs1+NX8G/E7TppJGFhfuLO8UHja5wrH/dbB+gNfU37WPhOfxT8J53sLfz77S51vIlVcsUAKuB/wFs477a+Pfhh4F8QeM/FFnp2k2Fw8RnUXFyIz5cCZyzM3QYGSB1PAHJrOSseXVhKFa6P0fByKUVHCuyJU54GOaeD6GrPUQ6ikpaACm06kxTsB8AftLfDzUPBPxBvblbdzo2pzvPZzgZXLHc0ZPZlJPHpg1x/gr4geL/B0xk8O67eWIJ3NGrbo2PqUbKn6kV+j+v6NpWvaZNpms6fb39nKMPDOgZT+Brw3xh+yv4K1MyS6BqGoaJM5yEOLiFfopw3/AI9Wbi76Hn1MJJS5oHkWlftT/Ea0RVurfRb/AAOWmtmVj/3wwH6VqH9rbxltx/wjugZ+kv8A8XVvUf2SPESEnT/FWl3A/h86F4v5bqx5v2UfiGG+TUvDz+/2mQfzjqbSM7YlaakGr/tT/EW7jZLODRtPz/HFbMzD/vtiP0rzfxH8TfHfiO7NxqnijU5iTkIk5jRT7ImFH4CvT4/2UPiEx+fVPDqD1+0Sn/2nWrYfsk+J2Zft3ifSIF7+THJKf1C0WkJ068t0zv8A9kL4p6j4usbvwr4guHutR06IS29y5y8sOQpDHuVJHPcEelfQdeV/A/4LaL8MpJtQjvZtS1a4i8mS4dAiKmQSFTnGSBkknp2r1StIqy1PQoqSglLcKKKKo1A9Dxn2r4J/aZ+Gl14H8bT3tpbudD1KRprSQD5Y2JJaI+mCePUYr72rO8RaJpPiHSZtJ1qwhvrKcYkilXIPv7H3FTKN0Y16KqxsfnH4D8e+K/A949z4a1iayMn+sjADRyf7yNlSfw/Gu+n/AGlfinLF5a6rZxH++ljHu/UEV6t4x/ZO0m7uGn8L+Ip9PUnJt7yLzlHsrgggfUGuTT9knxX521/E2jCPP3gspOPpj+tZ8rRwexrx0R4n4u8a+KvFs5n8Q65e6gc5CySfu1Psgwq/gK2vg58MPEHxI15bXT4Gh0+Jh9rv3U+XCPQerEZwP5dR9GeB/wBlbw3ps63PijWLnWirAi3hT7PEfZiCWP4Fa9+0TSdM0TTIdM0ixt7GygXbHBAgRFHXgD35qlHuXSwkpO9Qo+CPDGk+D/DVpoGjQeVa2yYBONzt3dj3YnrW3RRVnopJKyCiiimMKKKKAGSoskbRuisrAhlYZBHpXwt+1J8LG8DeKP7V0qDGg6m5aAKOLeTq0X07j2+lfdlYHxA8KaV408KXvh7WIt9vcp8rAfNE45V19wef0qZK5jWpe0j5n5u+D9f1Lwt4lstd0mcwXdnKJEI6H1UjuCMgj0NfpP4G8QW/inwjpfiG1UpDf2yThCclCRyp+hyPwr4W8UfAr4h6T4t/sO30C71FZJMQXdtEWgdc8MW6J7hsY9+/238KPDcvhD4d6J4cndZJ7K1CTMn3TIfmfHtuJpQ3ObCKcW01odRSikFLTO8KWkpaYDdwopcCigAxS0UUwCs7xLqg0XQrzVTZ3V6LWJpTb2yb5ZMDOFHc1oVFJPCJFiMiiRuik8n8KAZ41oP7S/w51G8+y3h1PSWzjfdW+Uz6fIWI/EYr1GDU7bxH4cmu/DesWsi3ELrbXsJWZEcjhsdDg44NfJ/7aHgC00HX7PxfpVusFvqjNFdoi4VZwMhvYuM591J71hfsheKtW0r4qWOh287tp+rb4riA8rlY2ZXA7EbevoTWd2pWOFYicZ8kzovF3xd+M/w08YS6N4murLU1X5ozNaqI54yeGRowp/qDwa9b+BXxw8O+OLhNDnsI9E1ggtHAp/dT8ZOw4HzdTtP4E1T/AGzPCcOs/C/+3Y7cNe6LMsgcD5hC5Cuv0zsPttr5G+Gaai3xA0FdMRzeHUoPK25zu8wUNuJEpzo1bbo/RrxVrNn4f8Najrd+5W2sbd5pCOpCgnA9z0H1r478MftQ+ONM1OZtXgstYs5JCwikQRPECc4Vl7c9welekftu+NDpvhOx8HWkpFxqj+fdBW6QoeAe/wAz4/74NfOnwp+GfiL4i659j0e38u0iYfar2VT5UIPqe7eijk/TmlKTvoPEVZuoowPsb4UfHPwh8QL6PSrdbnTdVdSUtbkAiUgEnYw4OACecH2r1UV5x8MvhB4J8B/ZpdPsEudWiQ51C4+aViRhiB0XrjgdD716OKtX6nbT5uX3txaKKKosTFGKWkoATmlxRnmqHiG9uNO0W7vrTT5tRuIIi8drCwDzEfwgnjJpXBuxLql/ZaXYzX2oXcNpawrulmmcKiD1JPArO0fxb4X1hwmleItJvnPRYLyN2/IHNeSQftA/DXxAJ/DnjDTL3S/NYw3NtqVqHiznlWxkjB9VGK8X/aK+FWn+G7W38beA7hbvwzeNh/Il81LZz93awJyh5A9DxnkUnJ9DmnX0vDU+3RzS4r41/Zj+NWv2fiuw8J+JNQl1HS76Rbe3knYvJbyHATDHkqTgYPTIIxjn7JHvQpXRpRqqrG6CgnHNKaafT1p2NTL8NeItG8SWs11omoRX0ME7W8rxg4WRcbl5HbIrVr4e8WeJvG3wR+LfiK00WVY7K+uWuo4LiMvDNE5JRgMjkAlcg9QQaivv2mvihdIUgudNsyf4obME/wDj5ap5kjj+txjpJan3NWT4l8SaF4a09r/XdWtNPtl6vNIF59AOpPsK+JtK174/ePiz2Gp+Ip7Z8lp4ZPsluoHXLjag/OvKtYlvDqdwl5em8mSRkeYSmQMQcEhj1Hv3pc5M8ZbaJ+lHg/xb4c8XWDX3h3V7bUYUba5iY7kPoynBX8RW5X5xfBvxP4j8K+OtP1Lw7b3V7OZAstnApY3URI3JtAOeOhwcHB7V+jNtIZreOUoyF1DbWGCuR0PvVJ3N6Fb2qu0TUhoFGaDcSgUuaSgA70tJS5oAKQc0p6UlAARS9KM0GgABpaaOtOoAKQ9KDRigBKKKKAFNJmlNNJ61QEd1c29rA9xdTxQwoMvJI4VVHqSelfHXxE+Lcd9+0lo+t6FFNqWn6RKtnAlqSzXe7cHKDuSXIHrgGsz9sXxj4jvviVe+FJrmWHRbFYTDaocJIWjVy7f3jliBnpj654b4BaPNrfxd8NWka7tmoR3En+5Ed5/Razk9bHnVq7nLkjofR/xR8V/8LB8Jy+HtX+EvxDSJpFlimisAHikXIDDPHQkYI6GuN+D2k2fw811tcj+GfxH1TUApjgkm01UWEHglQD1I4ye1e6+IPjP8OvD+s3Oj6vrrWl7auY5omspiVPHcJgjBzketUf8AhoD4T5x/wlH/AJJT/wDxFO1+prKMXLmctSld/Fi/vLaS1uvg744nglUpJHJpwZXU8EEE4I9q5fwzqvh7wtqkmpaF+z94ts705AmXT9zLnrtJJ259v5V23/C//hP/ANDQf/AKf/4ikP7QHwmA/wCRn/8AJKf/AOIpvXqO8W7uZ84eOdC8a+PvivceJfE3gPxhHpMkgVba2sGMywqMKgJ4B7k9iTgV7p4b+ITeGdGg0fRPgr42s7OAYSOLTx+JJzkn1J5Nc58U/wBp/RtNlsYvAixauxcPdzXETxxhAf8AVgEA7j69B75rt/Dfx48Ga/4I1LXIbpLW+06ze4n064cLJlRwF/vgnAyO5GQKladSIckZO09T51+Mfxs8UXnxSt9W0ZdQ8OvpEf2dLO5G11YnMnmr0OTgYPoO9fQXwJ+OWl/EJ49E1CD+zvEITcYhkxTgDLGM9uASVP4E84+WPh38OPFvxb8V3moQRmKCa5ea91GZT5SM7Fmx/ebn7o/Svsb4YfCDwZ4B8i60uxafVY49jX9w5aQ5GGIH3VznHA6cc0o81ww/tZSbvoeiUUh4pGYAVodwOwVSScAckmvlb4+/tGX1prE/hzwBcxItu2y41PaJNzg/MseRjaOhbHPbA5LP2n/jsJPtPgvwVeAqcxajfxN16gxRkfkzfgPWvNv2c/hBL8SdXmvNSae20CzYCeSPhpn6iNCeOnJPYEeoqHLWyOGtWlOXs6ZH4P8A2g/iRoWqR3N3rcmsWxbMttegMGHcBuq/gfzr7O+GXjvQ/iB4ai1nRp85wtxbsf3kEmOVYfyPQ18w/tHfAC38KaSPE/guO6l0yBcX1rI/mPCP+einqV9R269Onknwr8fa18O/E8Os6VKSn3Lm2ZjsuI88q39D2PNJNp6mUKs6EuWZ9Ffto/DaG50tPH+j2ipc25EepiNceZGeFlPqVOAT1wR6V5z+yXrl1ceMZfAGpIb/AMP67bzJcWkg3IrKhYOB24BHHqPQEfWPgjxT4a+Jvgw31k0d1Z3UZgu7WT70ZIw0bj8fxHIrL+Hfwb8FeA9euNb0O2u/tkyMitPPvESk5IQYGPqcn3ptXdzaVDmqKcNmcF4E/Zp0nw38RI/EU+syXun2c4nsbQxYcODlfMbPIU4PAGcc+h+gFGBSgUd8VSSR1QhGCtEMUhpTSUyzhvi98MvD3xJ0dLPV1eC7gybW9hA8yInqOeqnuD+lcd8LP2ePCHg24bUNXKeIr8HMT3MAWGID0jJIJ9zn2xXtRr5j/ai+OAs1uPBfg68BuSDHqN7E3+rHeJCP4uxPbp9E7LU563s4e/JamJ+1L8Zo7pJ/AXg+4RLJP3eoXcBwJMdYkI/h9SOvTp18X+FPw8174ieI00rSIdsS4a6unB8u3T1J7njgdT7dRb+Dfwy134l+IfsliGt9PgIN5fOpKQr6D+857L+J45r7y+H/AIO0HwP4dh0TQbYQQJ80jtgyTP3dz3P/AOrpUq8jjp0pYiXPLYpfDH4eeHfh/oEemaNaq0uM3F3Io86du5Y+noBwK6+jI9aKvQ9OMUlZC0hp1NNIYUUppKYBR2opRQAnOKXHFA9KWkAgFBpaKAG0oo70tABRRRQAgFFLRQAhpvan008VQM83+LXwa8I/Ee5hvtVFzaajEgjF3asFdlByFYEEEDJ9+etTfCb4ReFfhwssukLcXV9Mu2S8umDSbeu1cABRkDoOa9ByPWjIpWM/Zx5ua2pVm02wmlMk1lbSOerPErE/iRTf7J0v/oHWn/fhf8KuZHrQSPWnYqyKBsdGEnlm0sA/Xb5aZ/KuQ+Lvinwz8PvBlzrl9YWUk2ClnbmJQZ5ccL9O5PYA18vftpTyR/GcNFI6H+zYCCpI7tXD/Cjw5ffErxzpnhW91y5igk3sHkLS+WqqWYKCeCQuKzculjiniPecFHUy7XTPFXxG8X3E2n6fcapqd5MZZFgjwqE+v8KKOnJAHFe/eDv2TriWxjuPE/ib7Jcty9tZQh9o9C5I5+i4+tfSfgvwtofhHQ4dJ0LT4LSCNQGKIA0rAY3uR95j6mtieWK3heaZ1jjRSzsxwFA5JNOMbLUunhIrWerKegaRY6HpNtpemW0Vta20YSOONAo474Hc1oCvlLxf+0/eWfxLxoNtDe+GLUmGRGGHuueZVb+H/Z7EdRz8v0T8PfG/h7x1oiar4fvVnTgTRNxLC39117H9D2oUk3Y2p1oTbjHocR+1hZ6xL8J7jUdEvLi2uNLuY7x/JcqXjXIYHHUDcG5/umvnr4h/tKeJ/E3gyPQLKyTSbmaLZqF5DKS0w6ERjH7sHvyTzgGvtm/tYb21mtbmJZYJkaOWNhkMpGCD+FfAH7QXwsvvh34ukWCGWTQ7xi9hcYLYHUxsf7y/qMH2CkYYpTj70djifBfh/UPFXiew0HTU8y7vZhEmTwPVj7AAk+wNfo18OvCmm+CvB9h4c0tR5NrHhpNuDLIfvOfcnJ/Idq+dP2FvCcTzaz4wuEDNCRY22RnaSA0hHvjYPoT619WgURQ8HTSjzPqRzxRzwtDKiyRuCrKwyGB4IIr4k/ae+C8vgrUJPE3h23Z/Dty+ZI15+xOx+6f9gnoe3Q9q+3zVbU7C01LT59Pv7aK5tbhDHNFIu5XU8EEelU1c2rUVUVmfnD8LPiDr3w88SR6ro02UPy3Ns5Pl3Cf3WH8iOQfxB+9fhV8RPD/xE8PrqWjTgTJgXNo5HmwMexHcHse/1yK+Qv2jvgxefD/VG1nSIpbnw3cv8kmNzWrHpG59PRu/Tr1818FeKtc8Ha9BrWg30lpdwngjlXX+6w6Mp9DWabi9Tgp1Z0JcslofpxnigV5L8DPjboHxEtYrC6aPTfECr89o7fLNjq0RPX/d6j36160ORxWi1PThNTV0BpGIUZJwKivbmCztJru6lSGCGNpJZGOAiqMkk9gAK+Mfj7+0Jqfiae50DwhPNYaHyklwp2zXY78/wp7dT364pt2Iq1o01dnb/tKfHyO0S58IeB7xXuSDHe6jEwxH2McR7nsW7duckfKNuHnuow6SzF3G5U++3PQdeT+PXpXQ/DTwNr/xB8SR6PoVsZH+/PM/EcEeeXc9vp3PAr7e+EfwZ8J/D62inhtl1HWAo339wgLBsc+WOiD6c+pNZ6ydzz1CpiZcz2PG/BmhfHXWfD9tpHhmwtfAfh9I/wB2vMMr56uxIaUuepJxT9T/AGcfiXegz3Pj+2vLg8nzp7g5P1IP8q+rcUVfKdiwsLe82z4B8b+GPi18LLhbm8vNUs7YvtjvrK8cxMfTKn5fowHtmu1+En7THiDTL2LT/G5/tbT3YA3YQLcQjpnjAcD3596+ufEejaf4g0S70bVLdLizu4miljYdQR1HoR1B7ECvzV8aaLJ4c8XarochJaxu5bct67GIB/EAGoa5WctaEsPZweh+mOl31pqen2+oWFwlxa3EayRSocq6kZBBqya+ef2IPE1xqXgjUvD1w5caVcK0BLZxHKGO32wyt/31X0NVo76VT2kFIKKKKo0CiiikAopaQUUgCg0Gk5oAUdKWm0UwFNGeKD1pKACiiigB1NPWnU00wOC+IPwu0jxnrKapd614g06ZYRCU0++8pGAJIJXB55xn2Fc3/wAM/wDh3/obvGv/AINR/wDEV7CKTIHWlZGTpQbu0ePH9n7w6Tz4t8a/+DT/AOwoP7Pvhz/obfGn/g1/+wr15pVUZJ/OkM8Q6tj8KVoi9lTW6PgD9pnwjaeDPiSNIsdQ1K+iNlFL5l9P5smWLcbsDjiqv7O3hq28V/FDT9FvLy+s4Zo5maWzm8uUbY2bhsHHSuq/bTYP8ZeAeNOgH/oVZ37I8qx/G7SGY8eVcf8Aol6ze55lkq1ltc+lT+z/AOGz/wAzX4z/APBp/wDY02f9nrwvPG0U3ibxhLG67WRtSBVgeoIKcivVzf2wPLN+VH9oW395v++TV2ien7Ol2PFP+GWPhxnP2zX8/wDXzH/8RXYfC74OeFvh3rVxq2hXGqSTTwGB1uZ1ZNu4NnAUc5HX3Nd0dStR1Zv++aadXsl6s/8A3zR7u4RhTi7pGhWb4g0PSPEGlyaZrenwX9nL9+GZAyn/AAPvSHXNPHV3/wC+DUbeIdOXq8n/AHwaOZdS3OHVi+F/DmieGNKTStB06GwskYsIohxk9SSeSfck1rVjHxLpY6vJ/wB8Go38V6QnWWT/AL4NLnj3F7SmupuUp5rnT4v0Uf8ALaT/AL9mmt410FeGnlB/65mjnj3F7an/ADGxq+m2OradcadqVtHdWlxGY5oZFyrqeoNfD37RPwSv/AV8+taKk154bmbh8Za0YnhH9vRvwPOM/Yj+OvD69Z5f+/Zqpf8AjPwnf2ctnfBri2mQpLFJblldT1BB6ipc4dznrToVVZyVz84rW4uLO5juLaaSGaNgyOjYZSO4PUGvq79m39oDUNZ1ex8GeMis9xcHyrPUejO/ZJAOCT0Dcc4znOa8u+Ovw20rSdRfWPBLTXGkvlpbVoyHtfp3Zf1HfPWvL/C09zb+JtMuLIstzHdxtCVPIcOCP1AqYyXRnBTrezloz9LvFGmLrXhrU9HaTy1v7Oa1L4zt8xCuf1r867v4feKYPHn/AAhp0qdtWNx5SxhTh+eHB6bMc7umK+81+JXhnYMy3R+kBqNviL4SEwnb7R5oGFc2/wAwHpmqdSD6nVWrYara8195D8JPAuh/CzwL9k82ETJGbjU79/l8xwMliT0QDOB2HuTXl/jD9qvQ9P1CS18P+HrjVYkbAuZZvJST3VcE49zj6Vb/AGmfiBpepfCHU7DSJ7pJp5IUk+QrmPeNwz78VynwV0P4Lt8PbC517SW1TVLlGN3LKGYI24/KoDYXHHI5odSPR6Cni6atGnNJLqbvhv8Aax0G5nSPXvDV3p6McGW3nWcL7lSFP5ZNe7eDfFvh3xfpg1Hw7qtvf2/RvLOGQ+jKeVP1FfGXxu+HnhO1Dax8Ppb0xZJuLCdS2wddyOeSP9k/UHtXm/gPxlrvgnX4dZ0K8a3mjPzoTlJU7qw7g/8A6ueaI1L9SaeO1tdS9D9Ma/OP473tvqHxe8UXVqwaJtSlUEdCVO0n8cZr6Y8ZftJeH4Phul7pCyr4iv7QGG2KgrbuwwWJ7hTnHrj618ZXEz3EzzSMXkkYszE8knvVSkmViq8JpKLPp/8AYIWU6r4pcZ8oQW4Ppks+P619ZV8sfsna34d8D+Cry61drpNQ1ScSFUhLBYUGE/ElmP4ivZT8X/BoGfOvf/Af/wCvUqtBLVioY/DU6ajKor+p6FRXnZ+MXgwf8tr7/wAB/wD69NPxl8FD/lvff+A//wBen7en3NP7VwX/AD9j956NRXnH/C5/BP8Az3vv/Af/AOvTT8afBA/5bX//AIDf/Xo9tT7h/a2C/wCfsfvPSRxSnkV5p/wurwPn/XX/AP4Df/XoPxq8D/8APbUP/Ab/AOvS9tT7i/tbBf8AP2P3npVGa81Pxq8D/wDPbUP/AAG/+vSf8Lr8D/8APXUP/AY/40e2p9web4L/AJ+x+89LorzT/hdngf8A566h/wCAx/xo/wCF2eB/+e1//wCAx/xp+2p9w/tfBf8AP2P3npdFea/8Lr8D/wDPa/8A/Ab/AOvR/wALr8D/APPa/wD/AAG/+vR7an3D+1sF/wA/Y/eelUV5v/wurwT/AM9b/wD8BjRR7eHcP7WwP/P2P3o9JzSGiitD0Qpj0+mPTEyhrFmuo6ZdWDzTQpcwvCZIX2ugYEZU9iM8Gvlv45fCPxJ4S8L3PiXw3448QXtrZgNc211dsZAhOCwZSAQO4IHHOa+rnrH8UaRb6/4f1HRLpmWC/tnt5GXqAykEj35qZK5hWpKovM/NG+vb6/ufPvru4upsY8yaQu2B2ya9Z/ZJs7mf4yWE0UTtHb287zMBkIDGVBPpywH416fY/soaYlxuu/GN1JED92OwVGI+pc/yr2T4d/D/AMNeAtNez0CzKSS48+4lbfLLjpub09hgVnY4qWGmpXkdHInPNRH0qxJxVaR8HpTZ2PQhmJyaqydqnmfgtVZ3BXFZyMWytMcMaqydOKtSg5NVXwMmsmYTK0pOTyKpz9CM1bmzniqk3GRUs55FSU469PaqtwTtz14qzKMk1Un3Yx2xWUjmmUbgnPINV26VZmznJ/lVd8cis2csirKMgg9DXPnw5oMepLqMelWqXakkSLGAQfX0z710MnTrVKb73pSTZzSbWxE5wDg81C3PJqV8Y5PfioXPPBqbHLIo6rZwahZTWV0m+GZSrD69/rXlsml+L/BNzI+kFr3Ti2SqrvU/VeoPuK9abNNcZ5FVGfKOFdwVrXXY8nPxN1NIyJ9Ht946guy/oa4HVJ0ur6W5jtlt1kYt5aH5V+lfRdzaWk4/f28Mv++gb+dUzo+khtw0uzB9fIX/AArWNaMdka08bSou8YW+Z8/WtpeXsixW0E07HgBFLV3nhLwDL50d5rYVUU5W2HOf94jt7V6XHDFCm2KJIx6KuBSN05pTxEnotDLEZnOceWCsQEBF2qAFHAA4wKgcnjtViUccVXbPeuY8KepA59Khb1qV+9Qt1PpSscsyNjTST3pWpp5oMBD3oNHWk59adiQJpKWk70AJxiig0UWGGTRk0UUgDPtRRRQO593UUUHpX0B+4hTGPNcp8VvH+jfDbwqfEmuw3k1oJ0g22qKz7mzjhmAxx614837YPwy/6Bnib/wFh/8AjtAmfQ7VC5r57b9r/wCGR5/svxN/4DRf/Haib9rz4Znppnib/wABov8A47SYmfQbHGcVBITk814AP2t/hs7hRpfiXJ/6dov/AI7Xtuva7pOi6HJrmr30Vjp8Sq0k8x2qgYgDP4kCpZD0Lbn1qCTPrXDP8aPhWf8AmetG/wC/9QyfGb4XZx/wnOjf9/qVjJ3O2mPy4qsAd2ccDvXFy/GT4XngeNtHP/bb/wCtUR+MXwv27f8AhNdI/wC/3/1qiSMmmdnMckjOKqykDqa5az+KXw91HUILGw8XaZcXNzIsUMSS5Z3JwFHuScVq+J9Ug0fRL7V7kSPb2VvJcSKgyxVFLHHvxWLTMJpll2DHg8VSuZMEgdq8bP7S/gYk503XefSCL/45Vaf9pDwO5ONO10Zx/wAsI/8A45R7OXYzlRqNaI9iZw+c8VVnceorx5/2ifBR6afrn/fmP/4uoJP2hfBzcf2drOP+uMf/AMXUSpSfQwlhqz+yetzsO5qszDPWs/wvrlr4l8P2mt2McqW90pZFlUBhhivOCR2qpqHirwzY3clpeeINLt7iI4kjkukVlPoQTWDi9jhcZNtWNWQdaqzAVlSeNfCAGR4n0c/S8j/xqtN4z8JnkeJdIP8A29p/jU8suxhOlPsazgHtUTg+grIbxj4UOP8AipNJ/wDAtP8AGrOnazpGqGQaZqVpemMDf5Eyvtz0zj6Gk4vsctSnJK7RYfjH9KRvu026migtpLiZhHFGpd2PQADJNczJ8QfBuMDxBadP9r/Clyt7IyVGc17kWzoWAxUbGubPxA8Hf9B+1/X/AArzbxZ8V9WtvEN1DostjPp6MPJkMRJYYGecjvmtIUZzdrGlHLcRXlyqNvXQ9ofpUbHNcN4P+I2j3mgQza9qtpbX5Zt8YBAAycevbFajeO/CP/Qdtf1/wqJUpJ2aOSrgcRGTjyN/I35OBVeTpVPSPEOi6zLJFpmoRXTxqGdUzwD3rl/ip4sv/DAsTYxW0huPM3eapONu30I9aUacpS5epzU8FVrVlRStJ99DrHGT0zUT8Vyfw08Vah4mgvWv4beMwMgXylIzkH1J9KqfEzxlJoDQWenNE94/zvvXIRP8Sf0FP2M3Pk6mbyvESxLwqXvL7jsm6daYeOK8i0r4l6r/AGhF/aQiNrn5xFF83866A/FHR84Fjen8F/xqpYWrHoa1uHMfTlZQv6Hd0GqOh6guqaZFfJBJCsuSqyfexng/jV6sHdOx4dSEqc3CW6Cm9adSGhE6DQOKMGloNAAaQdaUc0UgCiiigD7toPSig9K+gP3I8P8A219J1PWfgo9ppOnXd/c/2lbt5VtC0j7RuydqgnFfCbfD/wAd5/5EvxH/AOCyb/4mvtT4s/tP6V4A8fan4TufCV3fy6eyK0yXaor7o1fgFT/ex+Fcof209H/6EO9/8GC//EU7iZ8qn4f+OyP+RL8R/wDgrm/+JpP+FfeO/wDoSvEf/grm/wDia+q/+G1NH/6EO9/8GKf/ABFIf21NI/6EO9/8GK//ABFIR8tWvw/8diZSfBfiPAPfTJgP/Qa+5v2rrOWP9mzXy+Bthtcjv/r4q8+/4bS0c/8AMiXo/wC4in/xFeh/Cj4leHv2hdJ8QeHdS8JSwaXapAbiOe63rNuYsoyoUjBjz1oC1z87Src0MGz1r9Lv+GePg338DWf/AH/m/wDi6P8Ahnj4N5z/AMINZf8Af+b/AOLoHY/NHafWjaa/S4fs8fBvPPgay/7/AM3/AMXXy3+2z4P8B+Cdd8O6N4P0ODTLmS2lubwRyO25WZVjzuY45STpQB5r+ztpcurfGnwrZxY3HUEkGeMbMv8A+y191/Fjwpqs/wAN/EiW0azytpVyEjiyzufKbCgAZJPpXyj+wvop1X46W1633NKsp7ojsSV8of8Ao3P4V9Q/tB/Hay+EmraZp114duNVa/gadXjuREECttwQVOalxTd2ROlGTuz4HPw98ek/8iV4k/8ABXP/APE0f8K+8eD/AJkrxJ/4K5v/AImvqj/htPSf+hCvP/Biv/xFH/Daelf9CDef+DFf/iKu5Vj5X/4V748z/wAiV4kP/cLm/wDiaUfD3x5/0JPiT/wWTf8AxNfVB/bT0n/oQrz/AMGC/wDxFA/bS0o/8yFef+DBf/iKQWOk+A/w98Rn4Q+H/tECWUvkvuguleOVP3j8MpXIr5H+PtjNpvxh8SWM5UyQ3e1tpyPug8fnX2L8G/2lrH4j+PrLwna+Erqxkukkc3D3iuECIW5AUdcY/Gu78TfA34XeJdeu9d1zwrFd6jePvnmN1MpdsYzhXAHAHQVnGnGLujGnhYU5ucd2fmNyAcY5GOlNwR3xX6Vf8M4/Bn/oSoP/AAMuP/jlYXxA+CPwR8KeCtY8SXPguDytOs5Lgr9sn+YqpIX/AFnUnA/Gtbm1j89MN6mvqH9kL4dazrvg3VddtDbxwzXgt1MzlSxjUEkYB4y/6V8w9W4AB64r9OP2bfCzeEPgp4b0iYf6Q1r9quMjBEkxMhU+67tv/AaicFNWZjXoQrwcJ7M8/wDF3wo8Ut4V1YQmznkNlNtijdmdzsOFUbeSegFfHZ+EfxPzj/hX/iXJ/wCodJ6/Sv1IYhVLHAA65r86/wBqj4nXPi34v3NxoOpXEWnaSn2GzlglKb9pJdwQeQWJwe4C0qdONPYjDYKlhk1T6nnPiLwB448OaadS17wnrWmWQYIZ7q0eNNx6DJGM1n+GfDPiLxNczW3h7Rb/AFWeGPzJUtLdpWRc43EAcDNe0eP9f1HTf2WvDvh/X9ZvNS1rxHqZ1ZUurppnt7JBtj+8SVDHDD1Ga6n/AIJ9RQw6/wCL9VuZ4oIYdOihLSOFB3OWzz6BD+dWdFkfLkUE0tyltFG0kzsEVFGSWJwAAOpzXaH4R/FDbk/D7xKPf+zpf/iaxPDBU+OtKKHIOpQ4P/bRa7r9oLVfHGlfFbxBoWteKdZu0tL5mt1lvJCgjYh4iFzgfIVOAKBqKO3/AGdPg98QTq+rHUNAu9GT7Om19RhkhWQ7uikrya8f+I/iubxLcQQzWKWxs2kX5XLZJI9h/dr9E/gF47i+Ivws0vXvMVr7y/s9+vTbcIAH6dAeGHswr4R+PXwg8R/C+6sbjXrzTbhNWkmaD7JI7FdhUnduUY++OmehqPZx5+fqcn1Ch7f6xb3v6RyXgzxbe+HLa8gsrSOaW5AYO2fkIB5x3xnP4ViyPcatqwku7pPOuZQHmmbCqScZY9gP5V6j+zx8PdW8SnXPFltLZLp/h+yuDdxSs3mP5lrMF2AKQeh6mvN/DWg6r4k1uHRtFtftV9OHaOIOq5CIXbliBwqk9aaik21uaRw1KFSVSK957s6Lxb4K8PaJoTX9p8QtD1m5DKq2llHKXYnqcsoAA9T/AFrA8F6XZav4ktLHUtVs9Ks2YtNc3TMsaqBnGQCcnoOOpqnp+nXt/BeTW0JdLKD7RcHIGyPeqZ9/mdRxzzU0ejahJ4euNeSJfsFvdR2kkm4ZErq7KMdekbc+1Oxfs/dab3PrDwB4DTxjDPD4Q8SeH9TSxVFmEE0mIg2doOYx12nH0NdT/wAKK8Yf8/Olf9/3/wDia5f/AIJxcjxufax/9r19f1zvCU2eE+FsBJ3af3nzT/wonxh/z86Sf+27/wDxNIfgT4w/5+dJ/wC/7/8AxNet+OvjB8OfBOqLpfiTxPbWl6QC0CxvK6A9CwRTtz74rqvDWvaP4l0eDWNC1G21CwnBMc8D7lOOo9iO4PIpfVKYf6q5f2f3nzz/AMKJ8Yf8/Olf9/2/+Io/4UR4x/5+dJ/7/v8A/E19MUUfVKYf6rZf2f3nzP8A8KI8Yf8APzpP/f8Af/4ij/hRPjH/AJ+dJ/7/ALf/ABNfTFFH1SmL/VXL+z+8+Z/+FE+Mv+fjSf8Av+3/AMTRX0xRS+qUw/1Vy/s/vCg0UV1n0h8H/tO/Cf4jeIvjh4i1nRPCGp3+n3EkJhnhjBVwII1OOfUEfhXmf/CjPi3/ANCDrX/fof41+neMHigU7isfmJ/wov4t4/5EHWf+/Q/xo/4UZ8W/+hB1r/v0P8a/To15/wDHf4laT8M/A11q93NG2oSo0enWu4bp5sccf3RnLH0HqRRcLH5k6hY3emancadfW8lvd20rQzxOMMjqcMp9wRX2z/wT00kW/wAP/EOsspD3mprAD6rFGCP1kavie7urnUNRmvbuRpri4kaWVz953Y5J+pJNfpr+zt4Uk8G/B3w9otxEIrsW32i6GOfNlJdgfcbgv/AaAPQKKXis3xFruj+HNKm1XXdTtdOsoRl5riQIo/E9T7daQy7dzw2ttJc3EqRQxKXkkdsKigZJJ7ACvzI/aJ8dD4hfFjVtftnY2CkWtgCMYgjyFOD0ydzf8Cr1L9p79pB/GlrceEPBXnW2guSt3eONst4AfuqP4Yz3zyeM4GRXzxoWl3WsarFYWo+Z8s7tnbEijLyMR0VVBYnsBQB9jf8ABPTwo1r4d1/xfPEQb2VLO2dhj5Ixucj1BZlGfVKj/bi+H3jTxn4o8O3Xhfw5farDb2UiTPAoIRjJkA8+lZ/w3/ae8BeCdN0rwVpvhjVG0GwjEJ1LzFEkjk5eTyvRmJb72eenavrPRdSsNa0m01bS7lLqyu4VmgmQ8OjDIP5UAfmmPgV8XD18Bax/37H+NH/Civi5/wBCFrH/AH7H+NfpxikoEfmO3wK+Ln/Qhax/37H+Ncf4t8Ma/wCEtV/snxHpc+mX3liXyJxhthzg/jg1+qXi3xBpHhbw9d69rd9FZ2FpGXlkdvyAHck4AA5JNfmJ8XvGdz8QviNq3iq5R4xeTYgiPJihUBUXjjIUDOOpzQB7P/wT60j7X8VNU1dkymn6WyqfR5JEA/8AHVevuqvnD9gbwlLo3wxvvEl1B5cuuXeYSepgiyqn2y5k/IGvpDigYvavk79vX4mQW+kQfDfSrgPc3LJc6oUf/Vxg5jiI9WI3Y7BV9a9B/aO+P+ifDfT59H0aWHUvFMibUgQhktM/xy89fROp4zgc1+fmt6pqGt6vdarql3Jd313KZZ5pDlnduSf8/pQJnY/s+eFLbxp8YPD2g3s0MVrJciafzSMSJGC5jAPUsF2j657V+oAwFCgYAHFfkRbT3NheR3EEkltcwOGR1JV42B4IPUEH8iK+7/2Uvj5H47tI/Cfiu4ji8TQR/uZjhVv0A6j0kA6jv1HegD2H4q6Jq/iL4d67ouhak2naleWbx28644bH3ST0DDKk9QDkc1+aPh3wD4t1/XdV0fSdFnuNQ0mGWe9t9vzRiM4YYPVsjAUZJ7V+pmqX1rp2l3Oo3soitbWJppnIJCooJJ454ANfMXjT9pf4ZeE9T1i88AaCdZ1vU2R7q98swQSsq7V3FvnOAOgUA5PPegGfGutanqGs6mbvVr2S4uX2o0kv8KgbVAAHyqAMAAcAACvQ/if4b8A6L8PPC0/hHxXZa3rLNKuteSXVizBSm1GAIRcMvTknPfjgvFetXHiPxLqGu3VvbW9xf3DTyRW0XlxKzHJCqOn+etaGj6H43069g1PS9F1+1uoTvhngtJVZTjqCB6GgRN8J9E1TxB8RtA0/S7Ke5mbUICwSMsEUOCztgcADJJNfSv7f/gCQtpfxCsLfKhRYaiUTpyTFI2PqVyf9kV893XxG+K+j3Jtrrxd4q0+faGMct3NE2D0OCQa7L4OXPxQ+MXjO28I3njDxBdaOxWbVDLeSPHHAjAkkE4JJAAB/iI9KBnrX7Gnhnx34I8GeI/HF9bldFuNPa5tNKkyst5JGpZJAf4FIyoODuDA9AM+J/tE/Gq7+Llxpgl0CDSYNMMvlKtwZXcybMljhRxs7Dua/R4W0Isxa7N0WzyyGJbK4xyTya/Mr4y/CjxT8NZbOfxDBawxanPOLVI5w7hIyvLY4Gd645J65oGU/hJ4n8Q6Rqc2i6Zq9zaafqiSC+t42ws4EUmA3cjk8dOaz/hf4kh8J+MYtdnR2EFpdoioMkySW0kafhudc+1a3gaHTdI8Bax42uNPN/qFpqEOnWsbTskcfnwXBMhC8sy+WuBnHJzmsH4eeJV8I+MLLxA2k2WrLbeYGs7xd0ModGQhh3+9n8KCTV+HNlPN4a8e3ixsYbfQFDvjgM17bYGfUgMfwNc/Fr99F4UufDSpCbO5vor52KneJI0kRQDnGMStnj0rX1Dx5qon8QRaBHb6BpOvtm80y0QGAqM4QbgSFBJIx0zx2qnrOvaLe+GbLTLPwhYadfwFPP1OO5maW4wpB3IzFBkkHgduKAPqH/gnD08cY/wCnH/24r68nZkgkZF3MFJC+px0r4G/Ya8c3vh/4mf8ACJ29jDPB4kdFmmZiHh8mOZwVHQ5Lc5r78PTigaPyT8Ualfat4gv9T1KR5Ly7uZJp2bOS7MSevvmvqj/gnVqepPc+LNHeaR9OjS3uEjLZWOUllJA7FgBn12D0re+LX7JcHiPxbc654U16DSYr6czXFpcws6RsxyxjKnOCcnaehJwcV7D8B/hRo3wo8LyaZp8zXl7dOJL29dArSsBgKAM7VXnAyep55oGei0UUUAFFFFABRRRQAUGm0pNAHJ/FnxrH8P8AwVd+KrjSrrUra0ZPOitiA6qzBd3PGASM/WvAbr9tHw2qn7L4L1WV/SS6jQfmAa+mPE+jWXiHw9qGhaim+0v7Z7eYDrtdSDj35r859Q/Z8+LMOsXlla+DdQuooZ3jjnXYqSqpIDqSw4OM/iKBHpni79srxTe25i8L+GNO0gngzXMzXT/UDCAH6g187+MvFfiPxjrb6v4m1a61K9Ybd8z52Lknao6KuSTgADmvVPD/AOy18XtUuBFdaLZ6RERzNe3se0fhGWb9K9p+Gv7Hmjadcw3vjjXTqzIQxsrJTFA3szn5mH02/WgDyb9kL4QXPjbxfb+JtXtCPDmlTCQmRflu5l5WJc/eUHlj0wAP4uPv2cyx20jQRrJKqEojNtDHHAJwcfXFQ6RplhpGnQ6dpdpBZ2cCBIoYUCqijsAKtEcYoGfDnxJ/ax+JMeq3+j6bommeG5baV4JVdTczxupKsMthOCD/AA14B4x8Y+KfGF99s8Ta9f6rKudn2iYsqZ7KvRR7ACvrD9qL9nnxF4x+Jlr4h8E2lsV1OPGpmWZYo4ZUwBIe5DLjOATlSe9S/Dv9jrSrSWK78ca/JfsjBjZ6epjibHZpG+Yj6BfrQI+UPAHgnxN471xNI8NaVPf3LEFyoxHEpONzseFHuf1r65vP2eofA37O/iq304/2l4wvbANc3SKSPLR1keGEdQCqsPVjj2A+ivCPhbw/4S0pNL8N6TaaZZoP9XBHjcfVj1Y+5JPvWyw3Aj14oA/O60+IPw8j/Zml8CSeGt/i1rglbs2qdfO3iXzc5yEymOuBjpX15+zxBq/hj9m/QTf2NxdXtvp0t0loOJXVneSOMZ6MVKgA9CcVtv8AB34ZP4n/AOElbwZpX9p+Z5vmeWdhfOd3l52ZzznGc813ZA24xxQM+Wrr9s/wvGpEfgzWGccYe4jUZ/DNcz4i/bR1GW0ePQPBFtazkfLNeXjTKP8AgCqn/oVcd8dP2fvHMfxW1p/CHhW81HRryb7VbSw7QieZ8zR8kY2sWGPTFc9pP7M/xjvpkR/Cos0brLc3sKqv1Act+QoEch8T/ih41+It4tx4o1iS4iRt0VrGPLgiOMZVBxnBxk5PvVj4IfDbWPib42ttEsI5I7NWEl/dhcrbRZ5JPTcf4R3P0Ne/eBv2NLs3CTeNfFNukI5NvpaFnb2MkigD/vk19S+A/BnhvwPoUejeGdLhsLRDltoy8jf3nY8sfcn9KAKus3+ifDL4cPdLZXX9j6HZqogtIfMkEaADgcZ45J+pNfG3xe/at8X+J1l03wjD/wAIzpzZXzkfdduM9d/Aj7cLyP71fd13bwXdtLbXMSSwyoUkRxlWUjBBHoQTXwb49/Zh8aj4sXmi+E9MMmgzOJ7a/nkCQ28Tk/IxPzFlORhQSRg96Bnz47y3E7O7PLLI2SSSWZj+pOa+u/2VP2cpobq08ceP7IxtGRLp2lypzngrLMp6Y7Ie+CegB9Q+Bf7OHhP4ePDq+qbNe19MMtxMn7m3b/pkh7/7TZPHGK9wA4xQB8o/tkfAmLUrO5+IfhCz26hEDLq1pEv/AB8IOsygfxjkt6jnqOfjfS7690vUbbUdPuZLW7tpVlhmicq0bqchgR0IPNfrqyKylWAIIwQe9fFPxq/Zm1q7+MlvH4Js1j0LW3aeSUjEOnMD+8Df7PIKgc87e2aBHvX7NvxZtPid8P8A7TqDW8Os6eFg1SLgKSR8soB6K+Dx2IIr5+8ffs2WMnxLv57Hxr4b0HwnM/nRyXV4plh3ctEseQCAc4JYcY64r6U8KfBfwf4e+FV94BtbUPBqNs0V9eSIDNPIRjzCfVTyoHAwMetfnh4q8G+IdB8X6l4am067mvLG4aFxFCzb8Hhhx0IwR7GgGdD8c/AXhrwTrFuvhTxtpfifT7hcf6PcI80LgDIcISMHkgg+x9TpeAv2hfib4O8OyaDp+rxXVr5fl27XsXnPajt5bE9B2DbgPSsfw18Ffin4jAbTvBGrhD0kuYvsyH6GUqK9d8O/sceMrrTJJ9Z8RaRp10UzFbxo8+G9HYYA/DdQB86ajqOo+JfETX2t6pJPeXsw868u5GbkkDczckAfoBX3v+zhF8Ivh54Nj0zSPHfhu+1K72y6hd/b4leeTHChScqq5wB+PU18t+MP2Zvi14enkEOgLrdsgyLjTZlkDewQ7Xz/AMBrzbVfCPirSZTHqnhzV7J16ieykT+YoA/VWx1fSr8gWOpWl2SMjyJlfP5Gvh39tT4neEviBN4etPDV3cTzaW90l2JbdotjMYwANwGfuN09K9P/AGEPhs+jeHbvx9q9s6X2pgwWKyLho7dT8zY9XYD8EHrXzp8cfh/4itPjF4otNM8PardW7anLLAYLN3UpId6hSBggBsfhQM3fgR4R0Hxr8KfEuj6/4y0/wrAms2Vyl1d7NsjLDcLsAZ15w+evbpXJ/E3wh8PPC8Lw6F8ST4n1EHHlWmlFIB9ZjIQeP7oavavhl8CPEVz+zb4xttc0mez1e/ljvtKtJFxOGt1YrlT0373UA4PPQcV4/wCBfgR8T/F93Etn4Yu7C1dwGu9RU28Sj+983zMP90GgR5gFLdATgZP0rV8LWmg3mrJb+I9Wu9Ks34+029mLkqfdN6nHuMn2r9A/gx+z34S8C+GL2x1WCDXdR1S3MGoXE8Q2mM9Yox1Vc856kgHsAPnr42/sseJvD95PqXgWGTXdHZiwtQf9Ktx/dx/y0HYFfm9R3oA6T9nD4Y/DvTPiFofizQfjHpOszW0jGPT3tRbTyl0ZNu15NwPzZ+6elfZI6V8V/sQfCW9fxld+NPEmmT2qaMxgs4bmJo2Nyw+ZtrD+BT+bA9q+1B0pDCiiimAUUUUgCiiimAUUUUgEApaKKYCGhQBwBXkXxc/aA8HfDPxOnh7XrDWZ7t7VLkNaQxsgViwAyzg5+U9q40fti/DT/oD+Jv8AwHh/+O0AfSGMdKK+bz+2N8Nf+gN4n/8AAaH/AOO0D9sb4af9AbxR/wCA0P8A8doEfSGaQcmvnAfti/DUnA0bxP8A+A8P/wAdr0j4LfGHw38Vv7UPh6x1S2Gm+X5xvI0Xd5m7bt2u39w9cUDPSCKQCl7UCgAooooFcUYo60lfDXxD/ae+KGh+PfEGi2M2kfZbDU7i2g32W5tiSMq5OeTgCgZ9yYxyBgmjHUkV5r+zT4z1rx98KLLxL4gaBr+aeZGMEexcK5UcfQV6U3SgAHPTml+tfAXxi+OvxX0H4p+J9H0zxfcW9lZapcQW8QtoSERZCFGSmTgYHNfRf7HHjfxH41+GGpaz4u1dr+6t9VkiE8qJHsiEUTY+UAYBZjn3oA9ypABz79a5o+P/AAJnnxr4cH/cTh/+Ko/4T/wJ/wBDr4c/8GkP/wAVQB01Fc0PH/gTp/wmnhv/AMGkP/xVL/wn3gX/AKHTw5/4NIf/AIqgDpKTA54rBt/G/gy6uYra28XaBNPK4SOOPUYmZ2JwAAGySa3nIC7jwBzQAv40gVeSFHPXjrX5t/GT4t+K9W+KviLUvD/izW7TTHvWS0S2v5Y4xEnyKQqkAZCg/jXU+CP2sPHnhrw1a6NLp1hrMkG7de6jLNJPKSxbLHf2zgewFAH32Co+XIGO1GR6ivz7+Iv7Q/xZ1QaTrVrqK+G7e8tnEVvYKdsoSRlMh37jnIK9f4a5L/hfvxg/6HrU/wAo/wD4mgD9McqO4owp4wPyr8zh8ffi/wD9D1qf5J/8TX6AfBDVL/W/hH4X1fVbp7q+u9Nilnmfq7Eck0AdiNueMZoGO3avkD9u3xj4q8N+NtAt/D/iTVtKhm05nkjs7t4ldvMYZIUjJrvP2FvEOueJPhtrN1r+s3+q3EWrGNJbu4aVlXyoztBYkgZJ49zQB9B7V9BQcAZOBXzX8dv2m734d/EHUfCFj4Tt717JYj9qmvGUNvjV/uBe27HXtXkmtfthfEa7hkisNL8PaezAhZFgkkdfcbnK/mDQB935HTilIB6ivzr8H/tHfEe3+IOka34k8R3mo6bb3A+1WSqkcckTcMNiAKSASQSOCBX6GabeW+oafb39nMk1tcRrLDIhyrowyCPYg0ATgAdBiloFBpAFFFGaYBRRRQAUUUUAFFFFABSMeKWkNAHwN+3yjH43QEKT/wASa3xx/ty189BG9DX6+GKJzl40Y+6g0z7PB/zxj/74FO4rH5DGNgBwT+FJsb0P5V+vX2aD/njH/wB8ikaG3AJMMYA77BRcLH5DRj5q+1/+Cd1gYvCfirUyOJ76GAf9s4y3/tSvk74o6lBrPxM8S6takNBearczREdCjSsVP5Yr6/8A2Wdc8P8Awv8A2brfxT4svGsbHVtVlkWQQvIcn92owoJ/5YsfxpAj6azxQOteMn9p74Mf9DRN/wCC64/+IpT+098GQf8AkaJv/Bdcf/EUDPZqDXjJ/ae+DH/Q0S/+C64/+IoP7T3wYBwfFE3/AILrj/4igD2Svyt+Mhz8W/F//YcvP/R71+kPw1+Jvgz4irfN4S1R78WOz7Rm3ki2792374Gc7T09K/N34w/8la8X/wDYcvP/AEe9Amfc37EeP+GfdKwOt1c/+jWr20/dNeJ/sSf8m/aT/wBfV1/6NavbD0oGfl/+0Umz45+Mh/1F5z+bE19N/sTn/jHPxb/1/Xf/AKSxV82ftMps+PXjAeupOfzAP9a+pP2A7eO6+CmtW0yB4ptZmR1PRlMEII/KglHws5O7qaMt2zX6Y/8ACgvhB/0Immf99Sf/ABVee/tGfB34a+G/gt4k1rRPCFjZaha26PBPGX3RnzEGRknsSPxoHY+DwzYHXNLlvU0sa7pFHqRX6WWXwF+ED2kLt4F00kopJLSc8f71AH5//Bkk/F3wcMn/AJDtl/6PSvuH9r/4pw+Afh9Lo9hOV1/W4ngtgpIaGIjDy59gcD3OR0NddpfwS+Fel6na6lp/gvTre7tZVmglUvmN1IKsPm6gjNeP/wDBQjw0t74G0LxRGpM2nXrW0hA/5ZyrnJ+jRj/vqgD478Gp4bk8SWi+L5dSi0bLG5bT0V7gjacBd/GSwHJ7ZqLxSdB/4SK8HhoX40YSEWZvipnMfYvsAXJ68dPerngfwne+LrzUbSxuLaBrDTLjUZPPLYaOFNzKMA/Me1JZ+Fb278Caj4vS4txaafewWckRJ8xmlV2UjjGBsOcnuKBH1BpFh8DPHPwPm12503UnPgjR0sfOupWtfNlKs4AWNyCXlY++WAr5g+HMXhubxzpEfi+SSPQWuV+3NEHLCPnONuW7Y45rW0XQvEV38Gtd1yz1fy9D0/U7dLzT9xXzZHBWOQf3ivTB6A5Hetv4Saf4OtvAnjDxH4tvVDyWjaTpkEcfmSJdSo0iSsB91f3RUH3b0oGc/wDGJPA0XxAv4/hy8j+G1WIWzuZMs3lrvP7z5sbs9a+jfjNrviDwt+yX8Mp9C1i/0q4ljtleS0uGiZlNu7YJUjI6Gvnz4R/Cvxb8UNSuLfw1b27xWskYvLiadUSAOThiD8xHytwATxX6BeLfhJ4U8XeBND8H+II7mWw0aOJLfyJfLbMcXlgn8KAsfmt4j8R6/wCI7lLnX9a1DVZok2RyXlw8rKuc4BYnA5NWfDnjLxb4ctZLXw/4l1fSoJX3yR2d5JErtgDcQpGTgAV2H7TPhbwp4M+Kl34b8IrOtnZQRLMJp/Nbz2BZufYFRj1Brrv2SPAnw0+It5qfh/xcl6utRj7RZ+VdeUs0OAGUDuynn6N7UAcH8fbq4vfiCl5eTyT3E2jaU8ssjFmdjYQEsSeSSSTmvUvhX+yrfeNvBWk+KX8Z29hBqUPnLCLFpWQZIwTvA7Vwn7WOl2ui/HDVtIsldbWytbG3hVm3EIlpCqgnucAVe8F/tJfEnwj4X0/w3pEulCxsIvKhEtnuYLknk5560Ae66H+xj4ZhcHWvGOq3qd1tbeODP4tvr6M8DeGbDwf4WsfDmmTXUtnYx+XC1zL5km3JIBOB0zge2B2r4X/4a0+LPeXRP/AH/wCyr6r/AGV/HuvfEb4ZP4g8RtbNerqEtuDBF5a7VVCOMnn5jQM9YooooAKKKKACiiigAooooAKKKKAEBpaQikoAdRQKjnmigjaSaRY0UZZmOAB6k9qAJG6V5D+1V8Srb4e/DG8SG4Ua1qsb2mnxg/MCww8nsFUk5/vbay/jB+0v4D8E289no91H4k1pRhILOTdCjY4LyjIx6hdx+lfC/wAR/HHiL4g+J5tf8R3puLiT5Y414jgjzkIi9lH+JOTzQIwtPtLi/v4LS0iaWeeRYoo0GSzMcKAPXOK+0/2rvDkfhP8AZQ8P+GouRp13Zws395xHJvb8Wyfxrzz9iL4VXGu+LE8fatbldJ0iTNlvGBcXI6Eeqp1z/e2+hx9r6zpGl61afZNY06z1C13BxDdQLKm4dDhgRmgD8jttBXnk4r9WP+FeeAf+hI8Nf+CqD/4mj/hXngH/AKEjw1/4K4P/AImgD8p8Cgrz0Nfqwfh34BP/ADJPhr/wVQf/ABNH/CuvAJ6+CPDX/grh/wDiaAPmr/gnKCsfjQ4PWy/9r180/GH/AJK14v8AX+27w4/7bvX6gaF4d0HQfMGh6LpulibHm/ZLVIfMxnGdoGcZPX1rDvfhb8N769nvbzwJ4cuLmdzJLLJp0RZ2JyWJxySSTQM4P9iT/k3zSP8Ar6uv/RrV7W2MckVQ0HRdI8P6cmm6HptpptkhJS3tYVjRSTk4CjHJry74/fHPwx8ONDure2vrbUfErxlbWxhfeY37PLj7qjrgkE4wPUAHw9+0Vex6h8cfGFzCQU/tWaMEd9jbP/Za+t/+Cf0TR/Be/cjiXW5iPwihH9K+ELy5mvL2W6uZDJNO5eR26sxOST+JNfor+ytp9v4J/Z50S41y5t9OW6D30slzKsaIJn/d5LEAErs/lQJHsteWftYn/jHvxb/16p/6NSuw/wCE98Df9Dl4e/8ABlD/APFV5l+1F4v8Jah8B/FFnY+KdEurmW3QRwwX8UkjnzU4ChsmgZ+ecA/fJ/vCv11sP+PGD/rmP5V+RMLASqTwAa/VSz8eeCBZwA+MfDwIjXP/ABMofT/eoEjqa89/aQjjf4FeMhIiOF0qZhuGcELwR71vjx74GP8AzOXh7/wZQ/8AxVct+01fQxfs+eLLuOVJIpdO2o6sCrCRlVcHvncKBn5pWsF1PJILSCWVo0Z3EaFtqD7xOOw7mkSC7NnJOkM5t0dVeQKSitg4BPQHr+taXhXxLq3hm5vbnSJkikvbGawm3RhswyrtdRnoSO/aktvEeq23hS98MRSoumXt1Fdzx7BkyxhgpDdQMO3FBJtWPiZbL4Oah4WikHnajrUN1IM8iOKJhz9WkB/4DXOR6reR6FPoiuos57mO6kQoNxkjV0U56gYkfj3roNI8Kabe/DHVPFd1rYsbyy1GK0gtpIWdbrejOVDKDtYbSeeD7Hrs+MrL4V23wm8Pt4b1W5vPGjSK2rKySrEqMrkqu5QvytsXIPOCehoAz/hZ8U/GHw1N+fCd7Bbfbwn2jzbZJd2zdtxuBx94192+E/ig1j+zZY/EjxbcJJcmwaWTYoTzpd7KiADgFiAK+LPgHbfB+4k1f/ha95e2yqIv7P8As4l5+/5mfLU/7HX3r1z9qW30a5/Z78C3/wAP9QupvBltdzW0ccgcb3JYK7bgGyGSVef73HWgZ8x+JtYvfEGv3+t6jIZLy+uHuJmxjLuxJ47daXwxreqeG9fstc0W6e1v7KYSwSp1DD+YIyCO4JqC60+6trCzvpY9kF4HMB/vBW2k/TII/A16/wDAf4PTeP8ATND1u2jeSGLxN9i1UdQtqIo5d3tyHX6utAHMftFazfa/8Vr7V9TtVtb26s7GWeFScRyGzhLLz6HNaviD4NPpXwE0r4p/8JAso1CRUOn/AGTb5e53XPmbzn7mfujrXP8Ax71Eap8Z/Ft6GDIdVnRCOm1HKLj8FFfRXxZtGsv2EvCUDAqxFnKR/v73/wDZqAPnX4G/D9vib8Qrbwn/AGp/ZfnQyS/afI83bsXONu5ev1r9BvgD8Nj8LPAz+GDq/wDau68kufP+z+T94KMbdzf3fXvXxt+w2P8AjIDT/wDryuf/AEWa/QugYUUUUAFFFFABRRRQAUUUUAFFFFIApMc0tJzTA8w/aa1Hx3ofwxuvEHgDURaX2mt590hto5fMtwPnIDg4K8N9Aa/PTxb4/wDG/iuSX/hIfFGrahHIcmKW6YxfhGDtH4AV+q9zDFcW8kE0ayxSKUdGGQykYII9MV8x2f7HfhV/EV7eal4g1BtNkmeS2s7WNYjGhYkKztuzgYHAHTtQB8R29tcXVwkFtG88shAREUlmJ7AdTX0p8Bv2Wtd1+6g1jx/FNoukAh1sidt1cj0I6xL9fm9h1r60+H3ws8BeBFVvDfhuztbkLtN2y+ZOw7/vGy3PoDiu0AoFYpaJpWn6LpNtpWl2kNpZWsYjggiQKqKOwq53paKBiYoxS0tACUUuKSgQGvmb9s3x58Tvh3faLqfhTxB9h0a/jaCWMWcMhjnXnO50J+ZTwM/wNX0zXCfHX4ewfEz4c3nhZ50tZ5HSa1uGTcIpUOQSPQjKn2Y0DPzt8RfFj4la+znVPG+uzK4w0aXbRxkf7iYX9K4xi7tliWY9zzk19f6P+xW/mq2r+PF8r+JLXT/mP/Amf+lereBf2ZPhX4XnS5l0q4165UgrJqkgkUf8AUKv5g0CPlj9mr4F6x8RNdtdX1e0ms/CtvIHnuHBU3WD/q4/XJ4LDpz34r6m/bMiit/2b9cgt40iijezSNEUKqgTxgAAcADHSvZ4IYreFIYIkiiRQqIi4VQOgAHQVQ8S6Bo3ibR5dH17ToNRsJipkt5lyjFSGGR7EA0DPyUO4+tJh/Qiv07/AOFHfCX/AKEHRP8Avx/9ekPwP+Ev/Qg6H/34/wDr0AfmIA3oacNwGMGv06X4H/CUH/kQdE/78f8A16d/wpD4Sf8AQgaH/wB+P/r0AfmIpfdkA8V9m/tc+LotL/Z08JeFIZ8XmtWto8kY6+RFErEn0+fZj6H0r27/AIUh8Je3gHQx/wBsP/r1nfHz4OaL8SfA8el28MNjqumxY0m4C8RYAHlN38sgAY7cHtQB8gfslfDrw7491zxJJ4o0y61LTtK0vz1gt5mSRpi3ygEEclVcAZxmsz4ran8C7rwuIfh34b8Radrf2hd8l/KWjEQDbhgytyTt7etfXP7Inwvvfhx4Bu2120FvrmqXBkuUDBjHEmVjQkcHqzcf38dq+d/iJ+zB8TJvH2tTeHdEtrjR5r2WWzl+2wxgRuxZRtLAjGcdO1ArHE+CvCfiPxd8ENSsvDWi3mq3MPiOCWSK2j3sifZpRuI9MkCuR8XfD7xr4SsYr7xL4Z1LSbWWXyo5bmEorPgnaD64B/Kvvb9lH4War8L/AAPeWmvSwNqmo3XnzJA+5IlChVXPc/eJxxyOtVv2v/AHif4h+ANN0nwrYJe3cGprcSI86RYQRSLkFyB1YcUBY+C/B3grxZ4wNyPC+gX+rm12+f8AZYi/l7s7c+mdp/KvtnwV8NNZ1j9jiPwDqunyWGtGCd44Lpdrxyi5eWPOemfl59GqP9jL4XeM/hw3iY+LdMjsft4tvs+y5jl3bPN3fcJx94dfWvoogUDsfn5+2H4UtfBNz4F8MWm0rYaAI3dVwJJPNcu/4sWP4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style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">やさしく学べる ラプラス変換・フーリエ解析 増補版</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>石村 園子</td></tr><tr><td><strong>ダウンロード</strong></td><td>7365</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />無料電子書籍 pdf やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />無料電子書籍アプリ やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />無料電子書籍 おすすめ やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />楽天 無料電子書籍 やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />オライリー 無料電子書籍 やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />スマホ 無料電子書籍 やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />無料電子書籍 アプリ やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br />キンドル 無料電子書籍 やさしく学べる ラプラス変換・フーリエ解析 増補版 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>やさしく学べる ラプラス変換・フーリエ解析 増補版 石村 ~ Amazonで石村 園子のやさしく学べる ラプラス変換・フーリエ解析 増補版。アマゾンならポイント還元本が多数。石村 園子作品ほか、お急ぎ便対象商品は当日お届けも可能。またやさしく学べる ラプラス変換・フーリエ解析 増補版も </p><p>やさしく学べるラプラス変換・フーリエ解析 増補版 石村 園子 ~ “やさしく学べる”シリーズ初めての増補版。数多くの読者・大学教官からのご要望に応え,“フーリエ変換”の章を第5章として増補(40頁強)しました。フーリエ変換を理解するための予備知識である複素数・複素平面の準備から </p><p>やさしく学べるラプラス変換・フーリエ解析 増補版の通販石村 ~ やさしく学べるラプラス変換・フーリエ解析 増補版石村 園子(自然科学・環境) 工学や情報分野で欠かせないラプラス変換とフーリエ級数を、豊富な例題で丁寧に解説したテキスト。必要となる微分積分と常微分方程式の基礎知識 </p><p>:カスタマーレビュー やさしく学べる ラプラス変換 ~ で、やさしく学べる ラプラス変換・フーリエ解析 増補版 の役立つカスタマーレビューとレビュー評価をご覧ください。ユーザーの皆様からの正直で公平な製品レビューをお読みください。</p><p>やさしく学べるラプラス変換・フーリエ解析増補版 ~ やさしく学べるラプラス変換・フーリエ解析増補版 石村園子 本の購入は楽天ブックスで。全品送料無料!購入毎に「楽天スーパーポイント」が貯まってお得!みんなのレビュー・感想も満載。</p><p>やさしく学べる ラプラス変換・フーリエ解析 増補版 カーリル ~ 「やさしく学べる ラプラス変換・フーリエ解析 増補版」を図書館から検索。カーリルは複数の図書館からまとめて蔵書検索ができるサービスです。 カーリルは全国の図書館から本を検索できるサービスです</p><p>『やさしく学べる ラプラス変換・フーリエ解析 増補版』 単行 ~ やさしく学べる ラプラス変換・フーリエ解析 増補版 作者:石村 園子 カテゴリ 商品種別: Book 単行本 メーカー: 共立出版 発売日: 20101130 ページ数:272ページ JANコード: 9784320019447 ASINコード: 432001944X 在庫:在庫 </p><p>やさしく学べるラプラス変換・フーリエ解析 (増補版) ~ 1927年創業で全国主要都市や海外に店舗を展開する紀伊國屋書店のサイト。ウェブストアでは本や雑誌や電子書籍を1000万件以上の商品データベースから探して購入でき、2500円以上のお買い上げで送料無料となります。店舗受取 </p><p>やさしく学べる ラプラス変換・フーリエ解析 増補版 感想 石村 ~ やさしく学べる ラプラス変換・フーリエ解析 増補版の感想・レビュー一覧です。 新規登録無料 ログイン 検索 トップ 読書メーターとは 本ランキング 作家ランキング </p><p>やさしく学べる ラプラス変換 フーリエ解析 増補版 : Amazon ~ やさしく学べる ラプラス変換 フーリエ解析 増補版 の最安値を一発検索!アマゾン・楽天市場・Yahooショッピング・ヤフオクなど大手通販サイトの価格比較 大手通販サイトの最安値を一発検索! Amazon・楽天市場・Yahooショッピング </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/432001944X" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-14867313425488604042019-05-21T22:24:00.000-07:002019-05-21T22:24:10.106-07:00【ダウンロード】 入門・演習 数理統計 オンライン電子ブック作成ソフト 比較 入門・演習 数理統計, 電子ブック コピー 入門・演習 数理統計, 電子ブック 定額 入門・演習 数理統計, 電子ブック 容量 入門・演習 数理統計<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 入門・演習 数理統計" 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+1nZLfU5c6pZb9SotylpF8nn6nW5pCcmiivXPghDTW6U49aaaGNFhelLSL0paoyCiikoADRjilPSkNABRRRQBxnxEtvE+pm30rR1SKyueLicN8w9QfRcenXpW94X0S10DSI9OtckLzI56u3cmtQ0lYxoRU3U6noVMwqTw0cNFJRWunV933OD8beGdRi1VPEvhfKX6nM0IH+t7Z9/QjvUeqWmtXnjrw3f3enshjhH2logWjjbJ4zivQKKylhIttp2OynnlWMIxlFNxTin1s1a1/IOgI9K5H4mDX5tNWw0iwju4LtWSY4O6Pvkcgc111Lg1tUp+0g43tc8/B4r6rWjV5VK3R7GP4MsbjTfDGn2N2oWaOLDgHODknr+NZ/xIsdb1TQBYaOqnzZAJ8vg7OOB+PJ+ldRTcd+9J0U6fs+hpTx84Yr61ZOV767XOB8WeHdRfStN0LSdIsrmCGPb9pmP+qbjJA9T1zz9Kgf4bIvhZLNJbM6msnmG48n7w/uZ9PevRhQM1i8FTbbZ3Q4hxlOEYQdrO/q/P8A4By/w/stV0+1uLTUNKsLIK42ta8CU45JHboPT6Vwln4Q8Qm+vpP7D0+ZXuGZTek5wSTlcHp/9avY6Oholg4yUU3sFDP61GpUqRirztffp8/1PKZPB3iFkYDw94cHB5w2fw+aun+FOk6ho/h6e21G3MEr3LOFJB4wvPH0rsMUh9KKeDhTmpIMXn9fFUHQnFWbT0v0+ZheN9LsdT0OQahBcXCW/wC+SO3zvZgCABj614XpsVjZXJl1zTLx7eRW8kKfL+YH1I5x0NfRl1HLLaSxwzeTKVIR9u7afXHevPLT4eahqmoPe+LNWe4bkKkT/wBcYA9gK58dhpVZpwWp7PDmb0sJh5wxE7R6K7v/ANupfizM+EnhW1vom16+VgIpx9lUMRgqckn15x+Vc78U5tOm8ZXUmnSB1YATMv3d44bB/L8a76HwPqWmeGb3T9K1qWOeaUv1wrp2XPVSe5H06VN4W+HWnWOkzRasi3l3crtkftH7KfXPesHhakqcaSjbq35nfDOsLSxU8bOs5L4YxXbTubPh690+28FQ3Ol5ube1tMhQfmJUcg+jZrzDxFda3461eC807Rp0WFQiFfmA5zktgAV3/gnwU3h3UbqY6jJPbSfLHB0Ug93HQmuuiijhjWOKNY0UYVVGABXW8POvTUZvlS6HiQzTC5bialXDr2je0nfS+6a6s4uw0jxlF4avxcasrarO0ZhJkJ8sA8jOMcj0rz3x/YeKbSO0PiK/W5R2fyf3m7aQBnsPau78ReCNa1LV7q8t/ELwRzPuWP5/lHpwax7j4X6xcgfaNfWbb03qzY/M1y4ihUnHlUX957GWZjhKFRVqlaGurSg7rS1ky34b0fx8lzp00+ro1iDGzR+dnMfXGMelZHxEb7X49uogSRbac+cdB+6Zv6itCL4b6/HtC+JCqjsC44/Ouw1Tw5BPot1HDb2/9pS2Zg+0suCxK4yT1qlh6kqbjZr1f5GMs0wtDFKspxldNe7Hltd7vueUaFaahc+GdPm0y2mnmg1Z3xGpJA2RnnHb5a1/ENyniH4r2NvasJI7aSOMsOR8h3v/AFFdJoPgnUbXwdeaPc6h9muJpjJHJbOdv3QMNwMjg5rR8CeC7Xw2HuJJBdX0gwZMYCj0X/Gpp4Wq1GLWmjfyN8TnWEhKpVjK8lzKNuvNbW+2hyPgGaO3+JOvyyMFRVuGJPoJAf6Vu+MPEVnrXw6vb/S55VCPGrcFWU71OPyPas3xB8NL671q6vLHVIYo7h2cq4YMNxyRx1Fap8ET23gC48P2s8cl1NIJXkfKrncv9FqqcMRGEqfLpr+JjisRllWvRxXtLyvDTslve55yulvL4UfXX8RxLNyRZmT94fmx/ez79K9K+D0zz+DleR2dhcOuWOT2/wAaxNK+FFubNTql/Ktzk5EGCoHbkjNdv4T0G28O6WbC2nmmQyF90mM5OPT6UYPD1YVFJqysLP8ANcJXwsqNOfNLmutLJLtfqeb/ABTJX4i6e3okP/oZr15elcT408F32ueJbbU7e6t4o4kQFXzk7WJ7D3rt8YAzXVhoyjUm2t2eNm2Ko1sJhoU5XcY2fkFGcUUhNdh8+JSHrS0hAzzSY0WF6UtIOlKKsyCj6UYoNACUUdTQcCgApKWm0DFNJRRQAUUUUAFOptKKACjoaCeaSgBeKSlFGc0AHagGk70UAKKD60GkzQAZorI1XxFpumXgtLn7S0uAcRQM45yRyB6K35VHD4o0yS6trdY7wNcsBCTbNhsjPXHTHesnWp3tc7I4DEyipqDs9duhu0GsW88T6TayXCTSz/6M22VltpGVDxwSFx3FT6drdjf3htYDOsoj8zbLA8fy5xn5gKftYXtcUsFiIw53B272NLtRz3peKiu7iG1tpLid1SONSSSQP51d+pzKLk7Lcko7VhTeLNGhs7W6kuk8u4jaQAMpKgLuIPPB5HHqRWtYXcF9aR3Nu6vG6g5BBx7HHeojUjJ2TN6uErUo804tIn69aD0qnqOp2OnvGl5N5byglFCliQMZ4APrWfH4p0lkkeR54UjcrueBwCB/FnHT60OrCLs2Ong8RUjzQg2jborH1TxDZ2F41tJBdyMioWMceVG8kKM56kimW3iS0nv47P7NdxO8xhy8YAV9u7B54OKXtoXtctZfiXHn5Hbc2s0ZNZV1rlnbXF7DIkjNaLGzhMElWPUDqQO9Wra+in1CazRZC0KKzvjC5boM9zij2kG7XIlhK0Y8zjpv+X+aLXtRWLqXiTTrK9FqTLK6yCOby42YQ/LnLED6fmK07S6gvLWK6tnEkUq7kYDqKaqRbaT1QVMLWpQU5xaT2ZMTR2rH1bX4tOnSOWwvnUybGkWI7AMEk57gYpmkeIYdSuXgjsryMhyoZ4iARgHd7Dmp9tDm5b6mv1DEez9py+6bXNBpKU1ocglIaWmseaTBFoDgUUi9KWrMgoNFFACUcUtBxQA0iloooC4hFGKKBQMSjAopaAADFBopaAExRilpKAENL1pKUcUAGKMUhpeaADFJTu1Jg0AedfEWzEmv2s5ilId44iTEpXhXPBLj1746dfWXS9K1KHxZZNaXSssVlD5rvDGCISTlTjqfkABz3Pauzl0jTJrs3k9hbS3Bx+8eMMeOnWpYbG2hvJryNCJplVXJYkbV6ADoOp6VwvCt1HJvrc+kjncY4aNFK9o21S8jgNZe4Nj4nEepWkMX205hePLt8sfIO4fy7Vt6W1y/i1t+pWl5J/ZhCNFGAqnzB1AY59etbn9h6MZ553021kkncySNJGGJY98n6VLbaXp1rdG5tbOCGXZ5e6NAuVznHHvTjhpqXNcmpm1CVJwS1t2XZL9CiLbxJ1/tTTwf+vRv/i6r6w19aeH786pPbXhlTy4Vjh2/O3AyCTnkg+2K6KmTRRzRNFKiujDDKRwa3lRTTs9TzKeOanFyirJrZJPTzPF7xYZNOR7e6kuJVtbhGiWOMiNAVKYDAdVIJIye3rXpcEGpT+E0i0ydbK9PR5Y04+bnITjOKty+HNAklSV9IsiyLtH7kYx9OlX7O1trOHybS3jgjznZGoUZ+grnoYWUG2z1cyzuniYQVOLvF31s/l/SMTxekR02COQStfTYt4pIUy2ThmGNw4OznmsDT451v7d9X0ya3hlka3KKuY5N/wAq7iZT9en412mpabY6kkSXtsk6xSeYgboGwRn9agXw/oyyxyLYQI0bh1ZVwQw6HiqqUJSnzIxwmZ0qOH9lK93f8e2v6HL+J40l1+5gMVzJHIlsjpAW3YIlIOB1wQOtUPD0MsF9pyT297DN9sjeb7SzZeRoJC7DJx17ivQo7S2ju5rtIwJ5lVXfuQucD8Mn86jm06ymv4b+W3je4gz5TtnK564/M1Dwjcua/U1p5zCNP2Ti7Wt87fkcBq2hWtveeILoFJprUw3K+f8AdfcxkaMgdQSAK2PBEZ/ta8u5Lewsic2q29su0kodxbHf7wFdNNplhLcNPLbRu7sjsWGclQQp/DJpItK06G9kvY7OFbmTO+QJ8xz15/AU44ZxmpIVXOI1aDpTvdq34LT71c891y6ig1/VZXltzC12EfDymRQIV+YKjjK5GM9q7PwWrx+GLGGRQpjj2j5g2R2PBOOMcZrRs9N0+yRktLS3gDfe2Rgbvr60llp9jYBxY2sVuJG3OI0Cgn14qqOHlCfM3uZ47M6eJw6opNWtr3srfL8fkcN8QhczXn2XypyZw0cUksMZjXjJAwrOf0+tP8A2n2bWZYFmuEkWFXkPlKqOOm0AoGAyM8V299YWV8IxeWsNwIzlRIoYA+tMstL06ymaa0sre3kZdpMcYUkfhUfVX7XnubLOYfUvq/LZ2t0tcs0GlpDXafPCUh60tIaTGWF6UtIvSlqzIKKKKACkNBozxQAUlLRQAlHvS0nSgYCg0E0ZoABS0nWloBhSUUY5oEgxQaDQaBhgUdKBS0AFJS0UAJS0GigGFFFFAgooooAKKKKACkNLSGgaEooooAKKKKADFIaWkPWkNCUE0UEUDEooopAIetNbpTjTTQykWVHFFA6UVRkFFFFABjmkPWloNACUUUUAFJRS0DENH4UUcUAGaWkxS0AwooooEJj1oIpaKB3EFLRRQIKKD7UUAFFBooASloGO9FFgCiiggcUAGKKWk70AFIaWkoAB0pKdSUDEooooAKQ0tFACUhpaT8KTGhKKU0lIYhpppx6000MpFleBS9aF6UtUZCYpO+KXNHWgBKKKKAA0lLRQAlFKaSgBDRilpKAFoNFLQAlFBooAKM5pKWgAoAo7Yo6UAAoo70d6ADFFBooQBSUoo96YBQTQaUChgHak6UtFIBKKWkNABRRSZoADSUUtAxDQaU0lACYoNLSdeKQxDzQelWHtXTT4rwkbJJHjAHXKhSfw+YVXqU7lyi47iAAsMkgd6aRzTjSGmInHSl5pB92lqjMOtJS5pKACiikJoAWkOaM0ZoAKKPSg0AFFIaKB2FFLSUHmgQUlLRQAUYNFGaAD+dH1oooAKKKKACkGfWlooAB0oHTmgfdo7UXADQKKKYC0hNGaOKQBmkwc5paSgBaSjPNBNA7AeKSjPrQKACigigelAwNIPvVo33/IB07gf62fn/vms4damLuXUhyO3kjTu+PDFn/19z/+gxVlmtK7/wCRYs/+vuf/ANBirMNRDZm2J+Jei/IKacUp6U01ZgWF6UtIvSlqjMKTHNLRQAYoxRSd6AA0UGigAopKWgYhNIOtKRnpRQAEUvaig0CCg0UfhQAUUUUAFFFFAWCiiigAooooAO2KKB0opgFFFBpAGOKKXtSUAFFFFACe1HSijigYlKoycVI8boqM0ZUMu5SR94ZIz+YNRr1pDaLd5aLb2VjOHLG5jdyMfdw5X+lVF6j61qav/wAgnRf+uEn/AKOesteoqYO6uzbERUZWXZfkaF6P+JBp3/XSb/2Ss2tK+/5F/Tv+uk3/ALJWcKVPYrE/GvRfkjRu/wDkWLL/AK+5/wD0CKswnnFal3/yLNn/ANfc/wD6BFWUetKGzHiN4+iE96aetOPSmnrVswLQ6CjvSD7tL2qjMDSUUUAFHFFJ1oADQaOlFABRRRQAUUh4o7UALRSZpaACiiigAopOfWloATvS0UUAFFAoJoAKKMcUUIAH3aQUvbFFMAoFFAoAU9KSloNACUdqBSkZ4pAJ2pPrV7V7aO3FmY8/vbWOR8nqxzk/yqlSTurmlSDhLlZf1X/j00v/AK9P/aslUB1rQ1b/AI9dL/68/wD2rJWcOtRT2NcT/Ffy/JGpq/8AyCNG/wCuEn/o56yx94VqaucaRo//AF7yf+jnrL7g+1FP4R4n4/kvyRoXmf7A07/rrN/7JWb3rTvP+Rf0/wD66z/+yVmUU9gxPxr0X5GndZ/4Rmz/AOvuf/0CKssitS6/5Fiz/wCvuf8A9AirLP1pQ2Y8RvH0Q3tTTTj0pDVsxLA+7S0g6UtUZCUUUUAFFFJnmgBTTTnHFOJpKACiiigBDSiiigANHakpaADmjmikoAWkoB9RS0ABooooAKKKKACiiihAFHTmgUGmAGgUUDNDAWigA9e1DZwcUrhYkubeW3kEcoAYorjBzwyhh+hFRDqPrWj4gJ+3x/8AXrb/APolKz6mLurmtaChUcUafiD/AJh//XlH/Wss1qeIOmnH/pxi/rWXSh8JeK/is0NXH+i6X/15/wDtWSs8Vo6v/wAeml/9en/tWSs4UqeyHif4r+X5I1NX50jR/aCT/wBHPWWf6Vqatxo+kf8AXvJ/6Oesr/CinsPEfH8l+SNG9/5F/Tv+us//ALJWbmtO9/5F3TT/ANNp/wD2SsvvRT2FifiXovyNK5/5FmzHrdz/APoEVZnOK1Lr/kWbMj/n8n/9AirK5zShsysRvH0QGmnpTiRj3phq2YFpelLSL0paozCkNLTaACjFFFABikpaTpQAUUGigAooooAKBRSigBDRQaMUAAFFANBNABRRRQAUUYo70AGOKKMdaShALRRR1xTAKUD9Ks6latZX8to7BmjbaSOhqvjmjdXLcXCVn0NHxDGkWpGONQiiGE4AwMmJCazj3rT8U/8AIW+tvB/6KSsv+E5qY6xTNMSrVZLzNDX/APj/AI/+vW3/APRKVngda0Nf/wCP+P8A69Lf/wBEpWf2pQ+FBif4zNLX/u6d/wBeMX9azK09fHyaZ/14xf1rMNKHwhif4rNHV/8Aj00r/r0/9qyVnCtHV/8Aj00r/r0/9qyVngUqfwlYn+L935I0tX/5A+j/APXCT/0c9Zf+Faur/wDIH0b/AK4y/wDo5qyz/SilsPEfH8l+SNG9/wCRd03/AK7T/wDslZeea1L0f8U9px/6bT/+yVmUU9hYj4l6L8jSuRnw3Zj/AKfJ/wD0CKssjmtOfjwxZH/p7n/9AirMPNENmPEbx9ENPSk7UpNNNUzEsp0p1NAxSiqMxaQ0tIaAEooooAKM0UYoAPwpDSmgUAJR7YoFFABS0lFAAaXtSUZoAKKKKAClFJSigApO9BoBoAWk+tHNKvLDNA4q7sBBHBGCDQK0PEvHiDUB/wBPMn/oRrPFNO6LlDkqcvZmn4q/5GO+/wCup/kKzU6mtHxT/wAjHff9dD/IVnLwfwqY/AvQvEfxperNPxP/AMhXn/nhB/6JSss9K1fE/wDyFf8Athb/APolKyj0oh8KHiv40vU0PEH/AB/R/wDXrb/+iUrPPStHxB/x/R/9elv/AOiUrOPSlD4ULE/xmaev/wCr03/rxi/rWXWpr/Kab/14Rf8As1ZZpQ+EeK/is0dX/wCPTSv+vQ/+jZKzwelaGr/8emlf9eh/9GyVnCinsPE/xPu/JGnq/wDyB9H/AOuMv/o5qzD/AErT1f8A5A+jf9cZf/RrVmH+lKnsPEfH8l+SNG9/5FzTf+u0/wD7JWZWnff8i5pv/Xaf/wBkrMp09hYj4l6L8jSucf8ACM2YH/P3P/6BFWYetadzx4as/wDr7n/9AirLPWlDZjr7x9EIRTacaQ1RiicfdooHIpe9UZiUUuKKAEooooAKAaKTpQAvtSdKWkoACaOPWiigApR0pKUUAJQKU0lAAaCaPrRQAUopKdGju6xopZmICgdyelIEriEdOafbxiWeOInG9gpI96ZIrJuVwQy5BHpVLwPNJcaXpU0zs8jhSzMcknPeoctbeR0U6N4876NL77/5GrqEC21/c26sWWKZ0BPUgEioAMMBVzXf+Q3f/wDXzJ/6EawvDV5Nf6Pa3c5UySBtxAwOGI6fhQpaW8ipUvelJbJ2/P8AyOg8S/8AIwagf+nmT/0I1nCtHxKP+Kgv/wDr5k/9CNZw61pH4URX/jS9TT8U/wDIx33/AF0P8hWevX8K0fFX/Ix33/XT+grNXqfpSh8C/roGI/iy9Wafif8A5CoH/TvAf/IKVlnpWr4o/wCQt/27wf8AolKyu1EPgQ8V/Hl6mj4g/wCP6P8A69Lf/wBEpWdWj4g/4/Yv+vS3/wDRSVnc1MPhFif4zNLXhxpp/wCnCIf+hVmHrWpr/wBzTf8Arxj/APZqy6IfCGJ/iM0NWH+iaV/16H/0bJWeK0NW/wCPTSv+vQ/+jZKzxRT+ErE/xPu/JGnq3Oj6R7Qyf+jWrLP9K1NWH/En0j/rjL/6Nasw/wBKKew8R8fyX5I0b3/kXNN/67T/APslZlad9/yLum/9dp//AGSsylT2FiPiXovyNKbnw1ZH/p7n/wDQIqzDWncceG7PH/P3P/6BFWWaKezHX3j6IRqaemKU0lUzEsr0paRelLVGYUhpaTHNACUUUUAGDjNFFFAB2pKWkNAAcUUEUo45oAQUtIKWgANIKU0DpQAYpOlKTjk9Ku+HoIrvW7C3mAeKadEcA9VLAGk3ZXLhBzkorqUJG2Rs5H3QTUvhW5W9n0u8VSizPDIFJyQCQcfrUF8MQzjttb+VM+H3/HnoPslv/Ss5Sd7eX+R1UaSUObqpJfmXL/8A4+rn/ro38zWV8P8A/kB6P/ur/OtXUP8Aj7uP+ujfzNZfgD/kB6R/ur/Op6r0/wAjW/7uf+Nf+3G5r3/Iav8A/r4k/wDQjXM+B8/8I1ZfRv8A0M102v8A/Ibv/wDr4k/9CNc14H/5Fqy/4F/6GaaXvL0f6BLSFT/Ev/bjqfE3/Iw6h/18yf8AoRrHsLuG+g8+AkoHZORjlWKn9Qa2PE3/ACMGo/8AXzJ/6Ea5bwb/AMgRv+vu4/8ARz1cZNcq8v8AIirTT9pN7qSX33/yOr8U/wDIxX3/AF0/oKzR1/CtLxVx4ivv+un9BWavf6Gqh8C/roYYn+NP1ZqeKP8AkLf9u8H/AKJSsvtWp4p51YH/AKd4P/RKVl0Q+BBiv48vUv8AiD/j+i/69Lf/ANEpWf2NaPiD/j9i/wCvS3/9FLWd2pU/hQsT/GZp+IPuab/14x/1rLrU1/8A1emn/pxj/m1ZdKn8IYr+KzR1b/jz0r/r0P8A6OkrPFaOq/8AHlpX/Xof/RslZ3ein8I8T/E+78jT1X/kD6R/1xl/9GtWWcfpWrqv/IH0n/rjL/6Nasn/AAop7FYj4vkvyRpX3/Iu6b/12n/9krMHWtO8/wCRd07/AK7z/wDslZnelT2FiPiXovyNGfP/AAi9me/2ub/0CKsxq1JgT4Xsh/0+T/8AoEVZZGTShsx4jePohKQ8UtITVmJYXpS0i9KWqMwooopgJikpc0lIAooooAKKKMCgANIOtKaTvQAtFIM0tIAqWzgkurqO3ix5kjBVycDJqjq1y1lpd1dooZoYXkAboSAT/StXwlIZdV02QgAvIjED3xUymldI6aNBycZPZuxl6rxpd3/1wf8A9BNW/hkcz+Gj/wBe3/stU9U50u7z/wA8H/kaufDHiXw1n/p2/wDZaylrL5HTQX7pf41+RFff6qf/AHWqL4f/APHloP8AuW//ALLUt9/q58+jVF8P/wDjy0H/AHLf/wBlpv4l6f5BT/hP/Gv1Lmo/8fdx/wBdG/mayfAPOh6QPZP/AEKtbUf+Py4/66N/M1kfD/8A5Aek/RP/AEKkviXp/kC0pz/xr/2439e/5Dd//wBfMv8A6Ea5rwP/AMi3Zf8AAv8A0M10uvf8hvUP+vmX/wBCNc14I48NWZ/3v/QzVLdej/QJfBU/xr/246nxNx4i1H/r5f8A9CrlfBf/ACBW/wCvu5/9HPXU+J/+Rh1H/r5f/wBCNct4L/5Ajf8AX3c/+jnp/aj6f5BU+Cr/AIl/7cdZ4q/5GK+/66f0Fcx4YkeS0uzI7ORe3Cgk5wBI3FdP4pH/ABUF9/10/oK5bwrxZ3n/AF/XP/oxqFvD+uwqqVq3+JfqdZ4o/wCQqP8Ar3t//RKVlVq+KP8AkLYPX7PB/wCiUrndKvvtrXYKBPs9y0I5znGOf1qoSSikYYiDlUnJbJ/qbviD/j9h/wCvS3/9FJWdWj4g/wCP2H/r0t//AEUlZ1On8KJxP8Zmn4g+7pv/AF4x/wA2rMFamv8A3NN/68Y/5tWXSp/CgxX8Vmhqv/HnpX/Xof8A0dJWeOtaGq/8eWlf9eh/9HSVngc0U9gxP8T7vyNTVP8AkD6T/wBcZf8A0a1ZR6fhWrqn/IH0n/rjL/6Oaso/0op7DxPxr0X5I0b3/kXNO/67T/8AslZlad7/AMi5p3/Xef8A9krMop7BiPiXovyNKY58NWRH/P5N/wCgRVmNWnKMeGrIf9Pk3/oEVZh4JpU9mOvvH0Q0008U400+9UzFFofdopF6UtUZhQcGig80wG5HTPNFBA9KKkGwooopgB6UUUUAFJ3pcVYsLY3UzRBgpWKSTJH9xC2P0pN2V2VCLnJRW7Kk0sUEDzTOI40GWZugHrWr4Zjin1eIOiuhjkbBGQf3bEVzXinjw3qeP+fST/0E10ng3/kJ2/8A1xk/9FNWc5PWJ2YejH93U7yt+Rzvib/kW9S56Wkv/oJra8F/8hDSfrH/ACrG8T/8i3qf/XpL/wCgGtnwX/x/6T/vR/yFRP4n6fqa4d/uof4/0Rnan/yC7v8A64v/ACNW/hl/rfDX/bt/7LVTU/8AkF3f/XF/5GrXwy/1vhr/ALdv/ZaJfF8gofwl/jX5Ed//AKuf6NUXw+5sdB/3Lf8AktS3/wDq7j6NUXw+/wCPHQf9y3/9lpv4l6f5Ch/Cf+NfqXNR/wCPy4/66N/M1kfD/wD5Aek/7qf+hVsahzeXH/XRv5msfwBxoelf7qf+hUdV6f5B/wAup/41/wC3G/r3/Ibv/wDr5l/9CNcz4J/5FqzH+9/6Ga6bXv8AkN6h/wBfMv8A6Ea5rwR/yLVn/wAD/wDQzTjuvR/oOfwVP8a/9uOo8T8+IdR/6+X/APQq5bwZ/wAgV/8Ar7uf/Rz11Pib/kYtQ/6+ZP8A0I1y3g3/AJAj/wDX3c/+jnp/aj6f5CqfBW/xL/2467xV/wAjBff9dP6CuU8L/wDHnd/9f9x/6Mauo8Uf8h6893H8hXMeFBi1vP8Ar+uf/RjULeH9dhVdq3+JfqdV4q/5DAP/AE7Qf+ikrkfC/wB/Vf8AsIyfyWut8U/8hcf9esH/AKJSuS8Mctqv/YQk/ktSvsf10HU2req/M6rxB/x+Q/8AXpb/APopay0kikZ0SRWZDtcA8qcA4P4EfnWpr3/H5EPS0t//AEUlczof/IT1r3vF/wDRMdVGVuVdzOtSUp1Jdv8ANL9TqNf/ANXpv/XjH/NqzK09f+5pv/XjH/NqzKqn8Jhif4jNHVf+PLSv+vQ/+jZKzgea0NW/489K/wCvQ/8Ao2Ss8daKfwlYn+J935I1NU/5A2lf9cZf/RrVlGtXVf8AkDaUP+mMv/o1qyqKewYn4/kvyRpXo/4pzTv+u8//ALJWZ3rTvP8AkXNO/wCu8/8AJKzD1op7BiPiXovyNGbnwzZn/p8m/wDQIqzCO9aUvHhizP8A0+Tf+gR1mmlT2Y6+8fRDTSGlPWkNUYos4zRSDpS1RmFFFIaAA4pKKKACiiigA5zQFZjhQTxnioL+7hsrY3E5IjBAJAz1IA/Uitrw9nzLw45+xTf+g1EpJXN6VFzcb7M5vxLdTWeh3VzbttljUEHGe4H9a6LQD/p0nr9kuP8A0S9cv4y48MXv+4P/AEIV0+gf8fkn/Xncf+iXrOo9ZLy/zOvDRSjSlbXmf/tpznir/kW9T/685P8A0E10ng7/AJCVv/1xk/8ARTVzfirjw3qn/XpJ/wCgmuk8Hf8AITt/+uMn/opqJ/FL0/zHh/gpf4//AJE57xP/AMi3qf8A16S/+gGtjwX/AMf+k/70f9Kx/E//ACLmp/8AXrL/AOgmtjwYP9P0n/ei/pSnpKXp+oYf+FD/AB/ojP1L/kF3f/XF/wCVWvhl9/w16/6N/wCy1V1L/kG3X/XF/wCVWvhn/rfDX/bt/wCy0S+L5fqFD+Ev8a/Ijv8A7k/0aovh/wD8eGg/7lv/AOy1Nf8A3J+ezVD8P/8Ajx0L/ct//ZaH8S9P8hU/4T/xr9S7qH/H5cf9dG/max/AH/ID0r/dT/0KtnUB/ptx/wBdW/nWN4B/5Amlf7qf+hU/tL0/yD/l3P8Axr/2439e/wCQ3f8A/XzJ/wChGua8Ef8AIt2f/A//AENq6XX/APkN6h/18y/+hGua8E/8i1Z/V/8A0Nqcd4+j/Qc/gq/4l/7cdR4n/wCRh1D/AK+X/wDQq5bwb/yBH/6+7n/0c9dT4n/5GHUP+vl//Qq5fwb/AMgV8/8AP3cf+jnp/aj6f5BP4a3+Jf8Atx1Xig/8T67/AN8fyFct4VJ+y3n/AF/XH/oxq6nxR/yHrv8A3x/IVy3hT/j0vP8Ar+uP/RhpLeH9dhVdq3+JfqdX4p/5C4/69bf/ANEpXJeGeurY/wCgjJ/Ja63xTzqo/wCva3/9EpXJeGPvat/2EJP5LSX2P66DqbV/VfmdVr3/AB+x/wDXpb/+iUrmdD/5Ces/9fi/+iY66bXv+PyP/rzt/wD0Ulcxof8AyE9Z9fta/wDomOmvs/10YT3rei/NHVeIMbdN9PsUf82rmdLu55tY1a3kbMcEsaxDHQGMMf1Jrptf/wBXpv8A14x/zauS0X/kP65/13i/9FLUp6R9f8xSim6rfRL84nUaqf8AQdJ/69T/AOjpKoDrmr+q/wDHlpP/AF6N/wCjpKyIryKW+ns13ebCiM/HGGzjH5VpCSsrmFeLlNtLZL9Db1PnRtK/64y/+jWrL/wrU1L/AJAuk/8AXGX/ANGtWX/hTp7E4j4/kvyRpXnHhzTv+u8/8o6yz1rUvefDmnf9d5/5R1md6KewYj4l6L8jRn/5Fq0Hb7ZN/wCgRVmN0461py8+GrL3vJs/98RVm0qezDEbx9EN7Y70004gZprdaoyRYA4zS0i9KWqMwpDS0hpgGaM0lSxxSSRyuiFljXc5H8IyBn8yB+NS3YaTexFVzT7VJ4bx3LAwW/mLjud6rz/30a57xVJJFp8BjdkJvbdSVODgyqCK6jRv+PTVv+vP/wBqJWcp2uux10aCtGT2fN+C/wCCcp4x/wCQDL/11h/9GLXWeHj+9vf+vKb/ANBNcl4z/wCQBN/10i/9GLXWeHv9bef9eU3/AKBUS+KXy/U6KHwUv8Uvyicr4z/5Fi9/3B/6EK6fQP8Aj7k/687j/wBEvXMeM/8AkWL3/cH8xXTaD/x+y/8AXpcf+iXom9X6f5hh/gpf4n/7ac74q/5FvVP+vSX/ANBNdJ4N/wCQnbH/AKYyf+imrm/Fn/Itan/16S/+gmuk8G/8hK1/64v/AOimpz+KXp/mLDfw6X+P/wCROe8Tf8i5qf8A16yf+gmtnwX/AMf+kf70X9KxvEv/ACLepf8AXpJ/6Ca2PBf/ACEdH/3ov6UVN36fqLD/AMOn/j/RGdqf/IOuf+uT/wAqt/DL/W+Gv+3b/wBlqrqI/wCJZdf9cX/lVr4Y/wCt8ND/AK9f/ZaUvj+X6jofw1/jQy++5P8A8CqH4fc6foX+5b/0qa+/1c30aoPh9/yD9C/3Lf8AkKH8S9P1Qofwn/jX6jtavxD4lGneXn7QZn3bvu7GHb/gVY/gm+8i38PWXl5+0oTu3fd2kdu/WrfiP/kfbP8A653f/oSVj+FP+Pzwn/1zl/8AZayc5c39eR6MKEHTd1vr817T/JHW+Kr7yPFsll5e77Tc3HzZ+7tJP41zPha++z6To9t5eftTyrnP3du5vx6Vs+NP+SgW3/Xxd1zehD9x4ZI/5+Jx/wCOyU+dpr+v5RKjBxem+vzXtP8AJHoHijjxDf8A/Xy//oVcr4N50WT/AK+7n/0c9dV4n/5GHUP+vl//AEKuW8Hf8gWQf9Pdz/6Oet1vH0f6Hnz+Ct/iX/tx1fin/kPXf+8P5CuV8Kf8et7/ANf9z/6Mauq8UD/ie3fH8Y/kK5bwr/x63o/6f7n/ANGGkt4f12Cq9K3+JfqdV4o/5Co/69rf/wBEpXJeGfvatz/zEJP5LXW+KP8AkKj/AK9rf/0Slcl4Z+9q3/YQk/ktJfYCp/y/9V+Z1Wvf8fsX/Xnb/wDolK5nQ/8AkKaz/wBfi/8AomOum13/AI/Iv+vO3/8ARSVzOh/8hTWR/wBPif8AomOmvs/10Y571vRfmjqfEH+r03/rxT+bVyWjf8jBrn/XaL/0Utdb4g+5pv8A14p/Nq5LR/8AkYNb/wCu0X/opaUdo+v6MT/5ff4V+cTqNVH+haV/16t/6Okrl9P/AORr1X/r3t//AGpXUaqP9C0r/r1b/wBHSVyumn/ir9Wz/wA+1v8AzkpLaPqxver/AIV+cTrtU40bSf8ArjL/AOjWrMPX8K09UH/El0n/AK5Sf+jWrlLdm/4Sy+Xcdos4DjPGd8tXGVreplVpc8pO+0U/wX+Z1N5/yLmnf9d7j+UdZh61pXn/ACLen/8AXxP/ACjrMFVT2MsT8S9F+RpP/wAizZD/AKe5/wD0CKs01oy8eGbP/r8m/wDQIqzT0pU9mGI3j6IRjTTTiKaaoxRYXpS0i9KWqIDrRjNFXbOCKXSNQndcyReWEPpluaG7IunBzdl5/grmLql6tikDNHv824jhxnGNxxmt7SR/xLNWz/z7L/6OjrlPFX+psD/1EIP/AEIV1ml/8g7V/wDr1X/0dHWMm22vQ7aMFGMJLdqX4I5Lxef+Jdbf9f1t/wCjkrq9GJ+y6qP+nP8A9qJXKeMB/wAS239r62/9HJXV6N/x66t/15H/ANGJUz3l8v1NKP8ACp/9v/kjlPGR/wCKfmP+3F/6MWus8OczXmf+fGb/ANANcn4xGfD03+/F/wCjFrrfDv8Ar7z/AK8Z/wD0A05/E/T/ADFQ+Cl/il+UTk/Gn/Ir3v8Auf1FdPoH/H9J/wBelx/6JeuZ8aD/AIpe9/3P6ium0D/j+k/69Lj/ANEvUz3fp/mPD/BS/wAT/wDbTnfFf/It6n/16S/+gmuk8G/8hK1/64v/AOimrm/FX/It6p/16S/+gmuj8Hf8hK1/64v/AOimqp/FL0/zDDfBS/x//InP+Jf+Rc1L/r0l/wDQTWx4K/4/9HP+1F/SsbxJz4d1L/r1l/8AQTWx4K/4/tI/3ov6Up/E/T9RYf8Ahw/x/oihqeRp1yB/zyfP5Vb+GH+u8Nf9uv8A7LWPql/i5n04x/fspJt+fQgYx+NWvhrf7Nd8J6d5eTLDDLvz02mMYx/wL9KmU0pfKxtQoTdOOn2k/lZlq+/1c/0aq/w+/wCQfof+5b/yFM1W8CaounhM+dDNJv3dNhUYx77v0qt4IvjDJ4XsvLBFxCjbs/d2BO3/AAL9KHNc3y/yFToTdLbeSfyXN/kx/iT/AJHuz/653f8A6ElY3hX/AI+/Cf8A1zl/9lrZ8S/8j5Z/7l3/AOhJWL4V/wCPvwn/ANc5v6Vk3739eR6MP4fyf/uQ6Dxp/wAlAtv+vm7rnNBz5PhnPT7RP/6DJXR+NP8AkoNt/wBfV3XOaF/qfDP/AF8T/wDoMlN7/wBf3SY/D9//ALkPQPFH/Ixah/18v/OuW8GH/iSvj/n7uP8A0c9bvje9+y+LTB5YYXd9LGTuxtwrNn/x2uU8P3zWem2kQjDfatTuIjk42jzJWyP++RW/PG8fJf5HBKhOUallvJP7ub/I7nxR/wAh27/3h/IVy3hXP2e9/wCv+5/9GGtzx1emz18AIH+0XSQnJxgFM5/SuV0y/axspWEYfztYkhOTjAaUjNLnScfJf5CnQnJVEuslb5Nnc+KP+Qr/ANu1v/6JSuS8Nff1b/sISfyWut8Uf8hT/t2t/wD0Slcl4Z/1mrf9hCT+S019gyqbV/VfmdTr3/H5F/152/8A6KSuZ0P/AJC2sf8AX2v/AKJjrp9f/wCPuH/rzt//AEUtczoY/wCJrrJ/6e1/9Ex019n+ujHP4q3ovzR1HiD7mm/9eKfzauS0b/kYNc/67Rf+ilrrfEH3NN/68k/m1clo/wDyMGuf9dov/RS0l9n1/Rg963+FfnE6jVf+PLSv+vVv/R0lctpuP+Ev1b/r2t/5yV1Orf8AHlpP/Xq3/o6SuW03/kb9WP8A07W/85KXSPqwe9X/AAr84nWaqT/Y2kY/55S5/wC/rVylt/yN19/15Qf+hy11mp/8gbSf+uUv/o1q5O3/AORtvv8Aryg/9Clo6r1/zH1qf4V/7adTd/8AIt6f/wBfE/8AKOuf+2t/bg0/YNv2bzt3fO7GPpXQ3f8AyLmnf9fM/wDKOuT/AOZ0H/YPP/oyqu1a3cnkjKTv0j+iOpk/5Fiy/wCvyb/0CKs41otz4Zss/wDP5N0/3IqzSQaqnsznxG8fRCZ4plOINIRiqMUWAeKWkGMUtUZhWnp//IB1T6w/+hGsytPT+dB1T6w/+hGpnsvVfmdGG+N+kv8A0lnJeKv9Rp//AGEIP/QhXV6X/wAg/V/+vVf/AEdHXK+Kv9RYf9hCD/0MV1Wlf8g/V/8Ar1X/ANHR1k938jqp/wAOn6T/ACOU8X/8g23/AOv62/8ARyV1ejH/AEXVf+vP/wBqJXJ+MP8AkGwf9f1t/wCjkrrNFH+jar/15n/0YlE/il8v1Ko/wqf/AG/+SOT8Zf8AIvT/AO/F/wCjFrrfDn+uu/8Arwn/APQDXJeM/wDkXp/9+L/0Ytdb4b/115/14T/+gGiXxP0/zCh8FL/FL8onKeNP+RXvf+uf9RXTaB/x+yf9elx/6JeuZ8af8ive/wDXP+orptA/4/n/AOvS4/8ARL1M95en+YYf4KX+J/8Atpzviv8A5FvU/wDr0l/9BNdJ4N/5CVr/ANcX/wDRTVzfisZ8M6njr9lk/wDQTXR+Dc/2ja/9cX/9FNVT+KXp/mGG+Cl/j/8AkTA8S/8AIu6l/wBesv8A6Ca1vBX/AB/6P/vxf0rJ8S/8i7qX/XrJ/wCgmtfwVn7do/8Avw/0qZv3n6f5iw/8OH+P9EcrqvHiN/8AsFTf+hrVr4dH/itvBuf+fFP/AEOCq+rf8jG//YJm/wDQ1qx8Of8Akd/Bv/Xin/ocFYVPiZ6uF/hx/roxNZ/5Gy1/687n/wBCjqt4Q/5DPgv/AK9j/KKrOsf8jXa/9edz/wChR1W8If8AIZ8F/wDXsf5RU5/E/wCuwUf4cfn+UzQ8SEf8J5Z4/uXf/oSVi+Ff+Pvwn/1zm/8AZa2vEg/4ryy/3Lv/ANCSsXwt/wAffhP/AK5zfyWlL4/68hw/h/J/+5DoPGg/4uBbf9fN3/Kud0MfufDQ/wCni4H/AI7JXReNTj4g23/X1d/yrndFz5PhvH/Pzcf+gyVXX+v7pMfh+/8A9yHT/ET/AJHez9Dqkv8A6LkrlNPP+iaR/wBhq4/9CmrqviL/AMjzZ+n9qS/+ipK5Sw4tNJz/ANBu4/nNSlv/AF5Dj8L+f51Drfib/wAjFZ/9hKL/ANANcpnGnJ/2MB/9HGur+Jv/ACMFn/2Eov8A0A1yhH/EvT/sYD/6ONOX6fohQ6f4v1kejeKD/wATUf8AXtb/APolK5Hwwf3mrf8AYQk/ktdd4o/5Cg/69rf/ANEpXI+Gvv6t/wBhCT+S10L7B5dTav6r8zq9fP8ApcP/AF52/wD6KWuX0Mf8TbWP+vtf/RMddPr3/H5F/wBedv8A+ilrmdEz/autY/5+k/8ARMdC+z/XRhPet6L80dT4gzs00f8ATin82rktG/5GDW/+u0X/AKKWut1//V6Zn/nxj/m1clo3/Iwa3/12i/8ARQpL7Pr+jB71v8K/OJ1Oq82OlH/p1b/0dJXLWH/I2ap/17W/85K6jVP+PHSf+vVv/R0lcvp//I16qf8Ap2t/5yUv5fVg96v+FfnE63VDnRtJz/zyl/8ARprk7f8A5G2+H/TlB/6HLXV6pxomlevlS/8Ao01ylsM+Lr7/AK8oP/Q5aOq9f8w61P8AAv8A206m6/5FzTv+vif+Udcn/wAzmP8AsHn/ANGV1l3/AMi5p3/XzP8Ayjrk/wDmdBj/AKB//tSm9l6jj8Uv8H6I6iX/AJFq0/6/Jv8A0COs81oyf8i3aZ/5/Jv/AECKs7Iq6ezOXEbx9ENPFIeTSnmkqjBE69KWkXpS1RAVp6b/AMgDVPrD/wChGsztWnp3/IB1T6w/+hVM9l6r8zow3xv0l/6SzkvFf+osP+wjb/8AoYrq9J50/Vs/8+q/+jo65TxX/qbH/sI2/wD6EK6zSv8AkH6t/wBei/8Ao6Osnu/kddL+HT9J/kcn4u/5Btv/ANf1t/6OWuq0Yn7Nqv8A15n/ANGJXK+L/wDkFwf9f1t/6OSuq0X/AI9tU/68z/6MSlL4pfL9R0f4VP8A7f8AyRynjT/kXp/96L/0Ytdd4c/1t5/14z/+gGuR8a/8i9cf70X/AKMWut8OD99d/wDXjP8A+gGiXxP0/wAxUPgpesvyicp40/5Fe9/65/1FdLoHN6//AF6XH/ol65rxoM+F772i/qK6bw9xfP7Wlx/6JeiXxP0/zHh/gpf4n/7acl4nvhJYa1p4QhodOMpbPB3Bx/7LXSeCb1X8TQ6eEIaOyMxbPBDI4x+lcbr/APx+eJP+wQn/ALVrpfAv/JQv+4Un8pqynOV3/Xc9ChQgoU9Oz+bUP8zN8R3qtaapp/lkMmnPKWz2IYYx/wABrW8FXy/8JNo+nGM7vKim3Z4xuAxXN+If+QnrP/YG/rJWr4KP/FwdGP8A04xf+jFonN3f9dRYajBwhp2fzsijq/8AyMb/APYKm/8AQ1qx8Of+R28G/wDXin/ocFVtV/5GR/8AsFTf+hrVn4cf8jt4L/68U/8AQ4Kmp8TNsN/Dh/XSQms/8jZbY/59Lr/0KOq3hDP9s+C/+vY/yjq3rH/I12v/AF6XX/oUdVfCP/IY8F/9ex/lHRL4n/XYmi/3cfn+UzQ8Sf8AI+Wf+5d/+hJWJ4W/4+/Cf/XOb+lbfiT/AJH2z/3bv+aVi+Fv+Pvwn/uTf0pNXl/XkVD+H8n/AO5Df8bf8lBtf+vq7/ka53Rf9V4a/wCvq4/9Blro/G3/ACUC1/6+rv8AlXOaN/qfDn/X1cf+gy1T3/r+6Svg+/8A9yHT/EX/AJHiz/7Ckv8A6Kkrk7H/AI9dJ/7Ddx/6FNXWfEX/AJHiz/7Ckv8A6KkrlLD/AI9tJ/7Ddx/6FNSlv/XkOOz9X+dQ6v4mf8jDZ/8AYSi/9ANcr/zD0/7GA/8Ao411nxLYjxDZjsdTi/8AQGrlGH/EvX21/wD9r05fp+iJjpb/ABfrI7rx5e/YdTtiY94mWzhxnGN0SDNchp179hTUZSm/zNZ8nGcY3FFz+tdH8UuNQ07/AK7WH/otK5KT/j0u/wDsPx/+hx1Tm1by/wAiIUITbut3r96O18a3osPs8/l790NnHjOPvLGuf1rmEvv7Pl1278vzNl7ENucZzFEP61t/Evi1tT7af/7Srl9V/wCPTxD/ANf0H/oMNEptfL/JhTowk9V8Ts//AAKB6Fr/ADFpuf8AnyT/ANCauS0YZ1/W/wDrtF/6KWut1/8A1em/9eSf+hNXJaMf+Kg1z/rrF/6KFafy+v6M8+W9b/CvzidTqvFjpX/Xq3/o6SuVsP8Aka9V/wCva3/nJXVar/x46X/16n/0dJXLafx4t1Q/9O1v/OSj+X1Ydav+FfnE63VOdG0n/rlJ/wCjWrk7X/kbb7/ryg/9Clrq9T40bSf+uUn/AKNNcrbf8jfe/wDXlB/6HLT7ev8AmHWp/gX/ALadRd/8i5p3/XzP/KOuT6eNF/7B/wD7UrrLrnw5p3/XxP8AyjrlP+Z1A/6h5/8ARlJ7L1CPxS/wfojqJv8AkWLQ9/tc3/oEdZxrRl/5Fm097ub/ANAjrOrSnszlxG8fRDSaSnd6aaoxROvSlpF6ClqiArS04/8AEj1X6w/+hVm1padj+wtVz/0x/wDQqmey9V+Z0YX+J8pfkzk/FX+osf8AsI2//oYrq9JP/Ev1b/r1H/o6OuU8V/8AHvZY/wCgjb/+hiur0j/kHat/16j/ANHR1k938jrpfw6fpP8AI5Xxd/yDIP8Ar+tv/Ry11Oi/8e+qf9eZ/wDRiVy3i7/kGQf9f1t/6OWup0X/AI99U/68z/6MSlL4pfL9Qo/w6f8A2/8AkjlfGh/4p24/3o//AEYtdZ4b/wBfd/8AXjP/AOizXEeKr2OfSdUtVVg9q8AYnodzK3FdZ4Uvkn1fVrNEZWtrCTJPfdGx4/KplJcz/rubUaE1CndbNv5NR/zOf8Zf8itf/wDXL+orpvD/APx/v/16XH/ol647xZepLpOsWIQhreBGZs8Hdn/Cun8M3iyeILmyCENDYySFs8ENFL/8SfzolJcz9P8AMKFCooU9NpN/JqP+ZxviD/j98Rj/AKg6f+1a6bwN/wAlDXH/AECkz+U1czr3/H74k/7A6f8AtWul8DH/AIuEnvpSfylrF/E/67npUfhh/wBu/lAwPEHOpav76N/WStXwTx8QdFB/58Yv/Ri1k6//AMhLWP8AsDH+cla3gn/koOif9eUX/oxac92Rhfgh8vyRR1b/AJGV/wDsFTf+hrVj4cf8jt4L/wCvFP8A0OCq+rf8jI3/AGCpv/Q1qx8OP+R08F/9eSf+hwUVPiYYb+HD+ukg1j/karb/AK9Lr/0KOqvhE/8AE48Gf9e5/lHVrWePFlrj/n1uv/Qo6q+Ev+Qv4M/69z/KOifxf15Co/w4/P8A9vNHxKf+K9s/927/APQkrE8Mf8fPhT/cn/pWz4k/5H6yH+zd/wA0rF8M/wDHz4Tx/cn/AJCk/i/ryKh/D+T/APch0Pjf/koFt/193f8AI1zujn9z4c/6+rj/ANBlrofG2f8AhYNr/wBfd3/I1zujf6jw5/19XH/oMtU9/wCvImPwff8A+5DqfiN/yO1l/wBhSX/0XJXJWP8Ax56T/wBhu4/9CmrrPiMf+K2suf8AmKS/+i5K5Oy/489J/wCw3cf+hTUn/X4FR+F+r/OZ1vxL/wCRhsv+wlF/6Aa5Vv8AkHj/ALD/AP7XrqviX/yH7L/sIxf+gGuUb/kHf9x//wBr05fp/kZrp/i/WR1/xT/4/wDTv+u1h/6LSuQk/wCPa8/7D8X/AKHHXX/FP/j/ANO/67WH/otK4+U/6Pd/9h+L/wBDjpS/r7i6O/8A29+qOr+JRzZ2v0sP5xVy+rf8efiH/r+g/wDQYa6f4k/8edt9LD+cVcvq3/Hn4i/6/Yf/AEGGifX0/wAwo/Z9f/boHomvf6vTf+vJP/QmrkdF/wCQ/rf/AF1i/wDRQro/G98NP0vT7ry/M2WkQ25xnMhH9a5EXv8AZ194jvDH5gilhIXOM5jUVs5JWv0f6M4FQnJ1LLdJL1vH/M7XVP8AkH6V/wBerf8Ao6SuW0/nxdqo/wCna3/nJW/4svRp/huyvfL8zybJm25xn99JXKyXX2PXNevgm7ybGCQLnGceacUudaf13CNGcvaNLdJfO8P8zt9TIOjaV/1yl/8ARhrlbf8A5G+9/wCvKD/0OSuovWEnh/RpMY3wSHHpmQmuXtx/xV17g/8ALlB/6HLVr7L8/wDMyaalUT/kX/tp1N3j/hHNP/6+Z/5R1yZ/5HVf+wef/Rgrq7v/AJFzTv8Ar5n/AJRVyZ/5HRf+wef/AEYKT2XqKO8v8H6HUy8+GbQDr9rm/wDQI6zjWi//ACLVoe32ub/0CKs761pT2Zy4jePohKbSnFNOaoxRYU8UtIo4paogK0tN/wCQHqv/AGx/9DrNrS07/kCar9Iv/Q6mey9V+Z0YX+J8n+TOT8V8QWP/AGEbb/0MV1WkH/iX6sP+nQf+jo65XxZ/x62PtqFsP/Igrq9I/wCQfq3/AF6L/wCjo6ye7+R10f4dP/t/8jlfF/8AyC4B/wBP1t/6OSup0X/j21T/AK8z/wCjErlfGH/IKh/6/rb/ANHJXVaN/wAe+qf9eTf+hpSlu/l+o6P8Kn/2/wDkjzvXvu+JP+utr/JK6zwRz4s8R/8AXh/7ReuT1/7niX/rpbf+yV1vgj/kbfEf/Xh/7ReuaXxP1/8Akj1ofAvRflTOT8Rj/kZT6W0B/wDQq6rwkP8Ait9TP/UL/wDac9ct4h/5mb/r2g/m1dT4UP8AxXGp/wDYL/8Aac9OW7/ruFHWMfRflTOZ17/j98R/9gdP/atdL4FGfiHH/wBgpP8A2rXNa7/x/eIv+wOv/tWuk8Cf8lCT/sFp/wC1aH8T/ruFD4Yf9u/lAwPEA/4mWsf9gY/zkrX8ED/i4Ghn/pxj/wDRi1ka8P8AiZ6v/wBgb/2aStbwOP8Aiv8AQ/8Arxi/9GLTnuycL8EPl+SKOq/8jK3/AGCpv/Q1qb4cf8jp4L/68U/9DgqHVf8AkZT/ANgqb/0Nan+HX/I5+Cv+vJf/AEOCip8TDDfw4f10kLrPPi21/wCvW6/9Cjqn4SB/tfwX/wBe5/lHVzWR/wAVZa/9et1/6FHVPwmMax4MH/Tuf/QY6J/E/wCuwqP8OPz/APbzR8S/8lBs/wDdu/8A0JKxPC5/0rwmP9if+Qrb8Tf8lAs/Zbz/ANCSsXwv/wAfXhP/AHJ/5Cpfxf15FR/h/J/+5DoPG2f+Fg2p/wCnu7/ka53Rv9R4cx/z93H/AKDLXSeN8f8ACwbXH/P3d/yNc3o/+p8Of9flx/6DLVvf+v7pK+H7/wD3IdR8RR/xWtmP+opL/wCi5K5Kx/49NJ/7Ddx/6FNXXfEb/kdbL/sKS/8AoqSuTsubTSf+w5cf+hTUpb/15FR+F+r/ADmdZ8TONesv+wjF/wCgGuUb/kHY/wCo/wD+166v4mf8h6y/7CMP/oBrlW/5B5/7GD/2vRL9P8iI9P8AF+sjrvin/wAf+nf9dbD/ANFpXISjNtd/9h+L/wBDjrr/AIpj/T9N/wCu2n/+i0rkLj/j3vv+w/F/6HHRL+vuKpb/APb3/tyOp+JP/HnbfSw/nFXL6x/x5eI/+vyH/wBBhrqPiT/x52/0sP5xVy+s/wDHl4k/6/IP/QIaJ7P0/wAwo/Z9f/boHV/Ez/kW7L/r0t//AEdXJ6v/AKrxR6b4P/QFrrPib/yLdl/16W//AKOrktW/1fif/fg/9AWip1/roww3T1/WmdV8RTjwREP+oc5/8iyVzWsH994mH/ULj/8AQZa6X4j8eBov+wc//o2SuZ1g/vvE3/YLj/8AQZqJb/15hS+H5r/3Gd5L/wAizof/AF7P/wChmuat/wDkbrz/AK8YP/Q5a6WT/kWdDH/Tu/8A6Ga5qAf8Vdef9eUH/oclbxekfX/M82p/Eq/4V/7adRef8i5p/wD18z/yirkz/wAjmv8A2Dz/AOjBXWXf/It6ef8Ap5n/APQYq5Nh/wAVqv8A2Dyf/Igoey9SY/FL/B+iOom/5Fi1H/T3N/6BHWefWtGT/kWbU/8AT5N/6BHWca0p7M5cTvH0Qw9aTFONJVGCLC5wKKB0oqiArS03/kB6p9Iv/Q6za0tOP/El1THpF/6HUz2+78zowvxv0l/6SzidcvkvIUVY2X7Pq8EJyepDqc/rXV+GbxLuy8QoqMpt4hEST1PmRHP/AI8K4af/AFdz/wBjBF/6FHXV+CP9T4uH+2P/AEK3rkjOTa+R7joQjB2+ypW+aRh+Ir1LuwkiVCv2bVLaJie58yJs/wDj1dR4YvVuX1+2CsGtbbYxJ4bJjbj864i9/wBRqf8A2G7b+cFdR4I/5Cvi/wD65J/6DFSc5N+v/BHDDwVPRbJv71D/ADOV1/7niX/rpa/ySut8Ef8AI3eI/wDrw/8AaL1yWv8A3PEv/XS1/kldb4IwPF3iI/8AUP8A/aL1D+J+v/yRrD4F6L8qZyviH/mZf+vWD+bV1HhP/keNS/7Bf/tOeuW8RHjxKB/z6wf+zV1PhP8A5HnUv+wX/wC056cuvq/1HR+GPovypnM69/x++I/+wMv/ALVro/An/JQ4v+wWn8pa5zXub3xF/wBgZf8A2rXR+BP+Shxf9gtP5S0P4n/XcVH4Yf8Abv5QMPxB/wAhPV/+wMf5vWr4H/5H3Qv+vKP/ANGJWV4g/wCQpq3/AGBj/N61fA/Hj7Qv+vKP/wBGJRPqRhfgh8vyRQ1b/kZf+4VP/wChrU3w5OfGfgr/AK8l/wDQ4Kg1X/kZT/2C5v8A0Nan+HP/ACOXgr/ryX/0OCnU+JlYb+HD+ukh2tceLLTP/Prdf+hR1T8Jf8hXwX/17n+UdXNb/wCRutP+va6/9Cjqn4Q/5Cvgs/8ATA/+gx0T+J/12FR/hx+f5TNLxMB/wsCz/wB28/mlYnhfi58J/wC5P/IVt+J/+ShWf0u/5pWJ4ZP+k+FP9yf+QpP4v68hR/h/J/8AuQ6Lxxx8QrX/AK+7v+Rrm9H/ANR4d/6/Lj/0GWuj8cn/AIuDa/8AX3d/yNc5pH+o8O/9flx/6DLVPf8Ar+6C+H7/AP3IdT8R/wDkdbL/ALCkn/ouSuSsv+PXSf8AsOT/APoU1db8R/8AkdbL/sKSf+i5K5Ky/wCPTSf+w5P/AOhTVMt/68io/C/V/nM6z4l/8h6y/wCwjD/6LNcs3/Hh/wBzAP8A0fXU/Er/AJDtl/2EYf8A0Wa5Y/8AIOb/ALD4/wDR9VPr6f5ER6f4v1kdb8Us/b9M/wCuun/+gR1yM/8Ax733/Yfi/wDQ466/4pf8f+mH/prp/wD6BHXITf6i9/7D8X/ocdKX9fcVR3/7e/8AbkdR8Sz/AKFbfSx/nHXL6wf9C8Sf9fkH/oENdR8Sv+PG3+lh/OOuX1j/AI8/En/X5B/6BDSnt8v8wo9PX/26B1nxM/5Fuy/69IP/AEca5PV/9X4o/wB63/8AQFrrPib/AMi1ZD/p0g/9HGuT1f8A1Xij/eg/9ASib1a/rZhhunr+tM6n4j/8iNFn/oHv/wCjZK5jV/8AXeJvbSo//QZa6f4j/wDIjRj/AKhz/wDo2SuY1bHn+JvfSo//AEGWqlv/AF5hS2+f/wArOy1m6ax8DaZdhN5hspXxnGcMTXNS3ht9Y1K+CBjHpcUu3PXBlOM1u+Lf+SbWn/YNn/rXL6h/rNX/AOwIn/tWm5NW/ruZxowk5Nrey+XunaajdmPwNZ320Eq1zLtz1wkZxXKRXRl8RQ3mwAtpHmbc/wC2Diuh1c/8Wytf+udz/wCi465WyI/tC2/7AX9Vo53ov63EqMPedvL5WOxsLo3ngXTLwrsM87ybc5xmOM4/WoKb4cP/ABbLRP8AeP8A6Kipxrei243Z5mYxUK3KtkNPXFNJp3fNM71ocSLK9KWkXpS1RAVpafxomqfSL/0Os2rtlcRR6ZfwO2HlEewY64bJqZ7fd+Zvh5KM7vs/yZwE3+ruv+xgh/8AQo66vwR/qvF/+/8A1t6wZdLvGScCP7+sR3I+Yf6sFCT/AOOmug8LKbFPEQufkN6wMHfdzD+X3G/KuNQkmtD3Z16XJL3ls/yRyV9/qNT/AOw3bfzgrqfBP/IV8Xf9ck/9BirFutKvHivQIxmXU4bheRyimLJ/8catzwypsdQ8QzXI2pexqsGOckKg/D7po5JX2/q7KWIpezl7y2f5Q/yOR14ZTxJ/10tf5LXXeBuPF3iP/sHf+0XrB1XSbuddZ8tFP2toDF82M7MZz+VdB4XQ2PiHV725+WG7s/KixyS3lsuPzIpOEr3t1/zFHEUuRe8tv0h/kzk/EP8AzMv/AF6Q/wDs9dP4U/5HrU/+wX/7TnrH1nSbu5GteUqn7XbxxxfNjJXdn6dRW5oUZs/FF5qMxAglsfJXHJLbJR0/4GtEoSbf9dxUsRSUY3ktl+UP+Cctr3F74hP/AFB1H/o2uk8B/wDJQov+wWn/ALVrJ1bS7q5n1d4guLrTxbxZbq/7z/4oVs+Fom0/xdHqdxxbrYrCSOTuG/t/wIU3CTb0/rUdPEUlGF5Lp/7b/kc9r/8AyE9W/wCwMf5vWr4HGfH+g/8AXlF/6MSq+qaZc3F/fTRhSk2nG3TJ6vlv6Gr3hi3k0/xVpWo3AAgtrZI5CDk5DqTx34FOcJXZGHr0oxheS6fkjL1X/kZv+4VN/wChrUvw6/5HHwV/15L/AOhwVLf2M82tfa0C+X9hlh68hmYEfyqXwfZS6X4h8N311tEWnWyxz7Tkghojx6/cNKcZOT0Hh8RSUIpyX9KRBrf/ACNtp/17XX/oUdU/CR/4mvgs/wDTA/yjrU1K0ln1+2vUx5SQzo2TzlyhH8jVfQdOnsr3w7NNt26fGVmwc84UcevQ05wlzf15E0sRSVON5L+uf/NE/if/AJKBZfS8/mlYXhni58Kf7s/9K6PWraS88V22pxbfIjFwGB4PzlSOPwrL0bSbq0l0JpSmLES+bg5+9jGKXJJv+vII4ml7O3N0f/uT/Nfeafjg/wDFwrU/9Pl3/I1zuj/6jw7/ANftx/6DNXT+JYW1DxTDqdvjyY7ieQ7uDhwccVj2OkXUMWkqxTNpcSySAN1DLIBjj/aFNwl2/rQaxFLltzLr/wC3/wCaNj4kf8jpZf8AYUk/9FSVydn/AMeelf8AYcn/APQpq6/xah1XxHb6hb48mO9ec7+CVKOo49ckVhwaLcxwWUZaPMOpy3LEH+BjIRj3+YUSpyvt/WgRxNKzXN1f/t/+a+82fiX/AMh2y/7CMP8A6Aa5Y/8AIPb/ALD4/wDR4rrPGCHV9Tt7q2wEju45iH4OFUg1ito9z9kMQaPcdUF31/g83djp1xTlCTexMMRS0vLr+rNz4o/8f2m/9ddP/wDQErkJ/wDj3vj/ANR+L/0OKuw8aD+2bm0ktSAsL2pYvx/q1UN09waw5NHuWiuVBi/e6ot2vP8AAGQ4+vyn86UoS7f1YdPE0k9Zdf1Rq/En/jwt/wDtx/nFXLax/wAeXiT/AK+4P/QIa6zxfG2rW0Udv8pQW2d3GfLKbv8A0E4rG1DRrm4ttWjR4w15PHJHz0CrGDnj/YNOUJP7v0YUsTSVryW/6x/yNn4mc+GrL/r0g/8AR1cnq/8AqvFA/wBqD/0BK7Dxcg1fSbeztyEeOCONi/Ayr7j0rCv9GubhdYVXjX7a0XlknptVQc8e1KUJPp/WoUMTRja8uv6w/wAma/xJ/wCRGj/7B0n/AKNkrmNX/wBd4m/7BUf/AKDNXVeKEOreHY9Oiwsq2rQln6ZMjN+WGrHvtHuJ5dXZXjAvbNIEyTwQHGT7fOPypypyfT+tf8wpYqklrLr/APIf5M1vFn/JNrX/ALBs/wDWuX1E/vdX/wCwIn/tWus1tftvhGHSIiBNHZyQlm+7ubOPw5rEutIuJXviHjH2jTltlyTww389OnzCk4S7f1qOGJpJv3uv/wAj/kbWq8/DG1/653P/AKLjrlbL/j/tv+wF/Va6q9/f+EINHXImjWUFj9070QD/ANBNY1vpM8dzDIWQhNO+ykZ53ZBz9OKHCWmgfWaSUve/qxr+HP8AkmWiD/aP/oqKlIo0gfZPCGnaPJkz2xJdh90/Ii8fipoNb0IuMbM8zH1I1K7cXdCGk6c0tIa0ORE69KWgfdoq1sZhSUtJQAlFFFIAoNFFAAOlLmkoFIBOaMmlBopgA6UuaSigBcmkoooAOKTmjFLQAnelyaO9FABSUtB6UAHakOaUdKQ0IA9aO1FFVcApygE/hTTwCc1wfiLxFqltNrKwTW8fkQQtEolU7SzckfLznHTtWVWsqa1O7BYGpjJOMH9/m0jvR16daWsSDWXbSri8LWT/AGUnzRDN5m1QMknAHOO1VbK71QazHp8d1FdLOGu/NKEhIicKg5/I+1S68dLLcpZfUkpNtK3/AA50tHvXG+I9Z1S2GsmBi0dvNbpE8TIdmSu8HnPOfTvVnUtS1KOz8RMZDbvBAslqhdN6DYTk7Sf4h3qHiEaxymq4qXMtbfjy/wDySOpIz2oxzx+FefDxFqUEkc0t7utvMuDLtAVk27QEbeoAwTjPcmtDxBrt/p/hzTLlVkE11NHkSMPNwSCQQq4PHHHqKhYuDTfY2nkdeM4wurydl+P+R2IB9DmkPrXAp4m1I+LRZG5UhkP7gQ/KCWXC5JXJ255ODzjFbWv6rcRQ3Njazf6cYmMSR20jP7MOMYzjnpVRxUGm+xFTJ68Jxhp7yv8AI6P8KKwvDt1eS6al/NfR3cEkfmBVi2uhPUE5xxyKy59X1Fbi4u4p4nlV1VLP7QnlKnfcQS24jnOPwNN4hJJ2M4ZXOdSVNSWn59v+Dsdjxmgjk+tcnrWu3Y8NLfSMNLlkI8uMjzHkO4YC8jGenI4zSaRrWp3Os2qPE0yPp5kkWAqI9/mBSfmOeASPXjpR9ZgnYqOU13TdS60v+HnsdWTnpQaNx6DGM0hrc8saaQ0p60hpFIsL0paRelHOfaquZi0hpaKAG0UUUAFFFJzQApNJRS8UAJQKKKADvS0gpfrQAZopMGgZpXHZ2uLQaKKYrMQClpcHGaSkFmFFOAzRimgGnpSDmpNuOopCtVYVxmDQBinlTikwaGhjW5BHrWTD4d0xDcPNCbiS5x5jvxwOgAGAoHtzWuQaXB9KznTi/iRtTxFSkmoO1zIi0UJpxsDf3TRHcCTsLMp/hJKnOOmetNj0CKNQqX98gCogKuoIVPurwvQenetj8aD0qfZQ7Grxte7fNv6GJL4cspnvfOmuXS9mWWWPfhdygYxgf7IqaLQrRbm6uJJZ5mugiyCRsghCcDp055rVxRR7KHYHjsRa3N/Wn+S+4xX8MaVI9wZ43lS4YtLGzkqcncR9M849celTSaLaSWdvbO8zCBkZHZ9z/KwYAk9uBWpRxQqUF0B4/EO3vvQyLnw/plxei4lhDKIWi8rHyncwYt67sr1zQug2h1M6hNPdzS4KIrSkLGhOdoC44+ua1qKPZQ7AsdiErc77GVb6DZW1/cXlq00DTxsjokmEBYglgOzcdRUNv4dsY4pY5pby6EzbpPOnb5m454xzwK26M0vYw7DWPxH87/4Yy7nR7efSk0+SaZlQpiViDIdrBgCSOeQKifQ0a++2/wBoXwm8sxAqyLhC27HC+oFa9FP2UN7Cjja8dpf09xqj5QOpHc0tLSGrOe9xpooxmikNE69KU01TxS5qjMM0ZzQSc8UlABRRRQAUUUmeMUALSGlHSigBKMHGaXNHtQAgpaOnejNACkZB69OabJwvHr60uaXBI6VlUhzRetjrwuJVGpGUldJ3sMXJz0/OhQeDyeO1P4HajArKNBqKTZ21Mxg6k5RhZP8Ay+fXUjOepp5DFV9D70fL3GaCw9j7UlQkr3e5rPNKclTtC3L6drCpyjHp7ZqMHDj/AANPzzgjNJx6Cpnh5St72xpRzWhT9p7nxX+V1YeSN3DNnNIJPlBLHOPWm7VI5A/KlwuOnSt/ZScr2/M41iqXs+Vtt3XRbWd1fXe/4C+YWzlcelEeWOQGPbJINIcYP5UL8q8dacqUuZO5nDGU40px5Fd7b6fiKRjgHLelDqTzu6jmlV1UYHSl+VhVezbViPrUY1FJL1bSb27badPvuMTJ5IoHIzT2A6U3tVRg4qxjXqwqtySs76eSSsJRRRTOcMUYopDQAEUUUhoAWkNLSUAhKKUmkzQMTNBOTSdqQnJoKDHYUhFBpKkZOvSlooqiGKO9BoooEJRRRQAUlFFA0H8NNoooGhDRmiikMTvTh0oooQmFKOlFFMAyaSiikMbk560q9aKKEA4UtFFMQCgGiimhMWiiimIQ0ZI6UUVI0OBPFB6CiimthCdxRRRUgFJRRTARqWiigbENJRRQANTTRRQUhKKKKkYhppoooGf/2Q==" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">入門・演習 数理統計</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>野田 一雄, 宮岡 悦良</td></tr><tr><td><strong>ダウンロード</strong></td><td>5482</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 入門・演習 数理統計 バイ <br />無料電子書籍 pdf 入門・演習 数理統計 バイ <br />無料電子書籍アプリ 入門・演習 数理統計 バイ <br />無料電子書籍 おすすめ 入門・演習 数理統計 バイ <br />楽天 無料電子書籍 入門・演習 数理統計 バイ <br />オライリー 無料電子書籍 入門・演習 数理統計 バイ <br />スマホ 無料電子書籍 入門・演習 数理統計 バイ <br />無料電子書籍 アプリ 入門・演習 数理統計 バイ <br />キンドル 無料電子書籍 入門・演習 数理統計 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>『統計ソフト「R」超入門 実例で学ぶ初めてのデータ解析 ~ 統計学者によって開発された「R」は、データ解析のスタンダードになりつつあります。本書では補助ソフト「Rコマンダー」を用いた、コマンド入力のいらない解析の方法を紹介します。データの特徴の把握から、2変数間の相関の解析 </p><p>平成24年度大学院実験基本技術(医学統計学)演習 ~ Top 平成24年度群馬大学大学院実験基本技術(医学統計学)演習 平成17年度までの演習については,こちらをご覧ください。 テキスト/参考書 平成24年度講義資料(pdf file in English)を配布する。 平成23年度講義資料(日本語版pdf, </p><p>文系卒社会人が統計入門する最短学習法 Qiita ~ 統計の学習をすると、難しい数式が出てきて躓くことも多々あると思います経験談。「入門」とつくタイトルの本であっても、数学当然知っているよ人間が書いていて、全然理解できないことが多いハズ。 筆者もそんな状態 </p><p>講義,服部哲弥 Faculty Server Faculty of Economics Keio ~ 講義に関する「統計的研究」,評価・感想,講義感・雑感 講義に関する「統計的研究」: 出席率の変化の回帰分析,内容の人気調査 2008年度於東北大学 理学部2年 数理統計学 出席表や小テストが無ければ,回を重ねる毎に一定の </p><p>京都大学数理解析研究所 数学入門公開講座 バックナンバー ~ シンプレクティック双対性入門 助教・疋田 辰之 幾何学的表現論と呼ばれる分野では表現論をある種の良い性質を持つ空間の幾何を用いて研究します。最近では半単純リー代数の表現論の一般化として、シン </p><p>株式会社サイエンス社 株式会社新世社 株式会社数理工学社 ~ <内容詳細> 複素関数論の入門書として,実際の講義を基に分かりやすく解説した.例題,演習問題や図を多く配置し理解度を深める工夫がされている好個の教科・参考書.</p><p>数学科のカリキュラム 東京大学大学院数理科学研究科理学部 ~ 3年生Sセメスター 必修科目「代数学 I 」、「代数学特別演習 I 」 内容:群論と環論の入門 必修科目「幾何学 I 」、「幾何学特別演習 I 」 内容多様体論の入門 必修科目「解析学 IV 」、「解析学特別演習 I 」 内容:ルベーグ測度と </p><p>実用理工学入門講座 日新出版HP ~ 電磁気学の講義と演習 湯本雅恵(東京都市大学・教授・工博) 山口義昭(日本工業大学・教授・工博) 高橋明遠(日本工業大学・教授・工博) 吉久信幸 </p><p>東北大学大学院情報科学研究科 システム情報科学専攻 尾畑 ~ 賭け事の研究に端を発する確率論は、現代数学の流れの中で確率解析 (無限変数の微積分学)として大きく発展してい 数理統計学工学部2年生、医学部1年生向け ウェッブサイトを開設 配布資料も掲載中</p><p>データバンク 松原望 ― 総合案内サイト ~ 統計分析の基礎力を養う演習用データ集 Whats New 130910 『松原望 統計学』、待望新刊 090318 『わかりやすい統計学』からデータ・アクセスが容易に</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320014359" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-402976345955907052019-05-21T21:35:00.000-07:002019-05-21T21:35:04.583-07:00【最新刊】 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程
度 2017 オンライン電子ブック indesign 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017, 電子ブック 価格 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017, 日経 電子ブック 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017, 有斐閣 電子ブック 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>公務員試験研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>4887</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />無料電子書籍 pdf 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />無料電子書籍アプリ 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />無料電子書籍 おすすめ 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />楽天 無料電子書籍 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />オライリー 無料電子書籍 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />スマホ 無料電子書籍 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />無料電子書籍 アプリ 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br />キンドル 無料電子書籍 京都市・亀岡市・舞鶴市・福知山市・長岡京市・京田辺市の大卒程度 2017 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>印鑑証明 ・印鑑登録 取り方 手続き 京都府 京都市、向日市 ~ 京都府内 市役所 区役所 役場など 〒 住所 電話 HP リンク 役所手数料 所在場所 印鑑登録 印鑑証明発行 印鑑登録 印鑑証明 向日市 向日市役所 617‐8665 向日市寺戸町中野20番地 075‐931‐1111(代表) 300円 300円 地図 長岡京 </p><p>京都府・京都市 便利屋はとや|遺品整理・引越・不用品回収 ~ 京都 便利屋はとや。不要品回収、リフォーム、エアコンクリーニング、遺品整理、エアコン取り付け・取り外し、ハウスクリーニング、水まわりの修理など生活全般をサポート!ご予約・お見積りをお待ちしています。有限会社 京都 </p><p>京都府警察/交通事故発生マップ(向日市・長岡京市・大山崎 ~ 交通事故発生マップ(向日市・長岡京市・大山崎町の原付事故) この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の数値地図25000(空間データ基盤)及び数値地図2500(空間データ基盤)を使用したものである。</p><p>会社概要|京都市・亀岡市・南丹市の新築住宅・増改築 ~ 施工対応エリア 【京都府全域】 京都市・亀岡市・南丹市・長岡京市・向日市・大山崎町・久御山町・宇治市・宇治田原町・城陽市・京田辺市・井手町・精華町・木津川市・京丹後市・京丹波町・綾部市・伊根町・笠置町・福知山市 </p><p>京都府の消費生活センター等全国の消費生活センター等国民 ~ ここから本文 京都府の消費生活センター 都道府県の消費生活センター 京都府府民生活部消費生活安全センター 京都府中丹広域振興局商工労働観光室 京都府山城広域振興局商工労働観光室 京都府南丹広域振興局商工労働観光室</p><p>京都府亀岡市のお城一覧城郭放浪記 ~ 亀岡市南つつじケ丘大葉台1城山公園 丹波・千ヶ畑城 丘城 320m30m 郭 日本城郭大系〈第11巻〉京都・滋賀・福井新人物往来社 【図解】近畿の城郭I戎光祥出版 【図解】近畿の城郭II戎光祥出版</p><p>届出先(書類提出先) 管轄区域 住所 電話番号 乙訓保健所 ~ 届出先(書類提出先) 管轄区域 住所 電話番号 乙訓保健所 環境衛生室 向日市、長岡京市、大山崎町 〒6170006 京都府向日市上植野町馬立8 0759331241 山城北保健所 衛生室 宇治市、城陽市、八幡市、 京田辺市、久御山町 </p><p>京都府京田辺市のお城一覧城郭放浪記 ~ 日本城郭大系〈第11巻〉京都・滋賀・福井新人物往来社 【図解】近畿の城郭I戎光祥出版 【図解】近畿の城郭II戎光祥出版 【図解】近畿の城郭III戎光祥出版 【図解】近畿の城郭IV戎光祥出版 【図解】近畿の城郭V戎光祥出版</p><p>車庫証明 代行 手続き 行政書士 報酬額 京都市 宇治市 向日市 ~ 郵送先 郵便番号 604-8841 所在地 京都府京都市中京区壬生東土居ノ内町28番地1 事業者の名称 山口行政書士事務所 (「京都 車庫証明・車 バイク手続きサポートサービス」は、ホームページ上の名称です。郵送物等は </p><p>京都府 | タウンページライブラリータウンページ・ハロー ~ 京都府 STEP2市区町村をクリックしてください ※市区町村からご覧になりたい電話帳をお探しになる場合は、このページの左にある市区町村をクリックしてください。※市区町村名の掲載順は、50音順で表示されています。</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319669215" tabindex="-1" title="empty" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">物理現象の数学的諸原理―現代数理物理学入門</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>新井 朝雄</td></tr><tr><td><strong>ダウンロード</strong></td><td>7661</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />無料電子書籍 pdf 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />無料電子書籍アプリ 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />無料電子書籍 おすすめ 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />楽天 無料電子書籍 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />オライリー 無料電子書籍 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />スマホ 無料電子書籍 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />無料電子書籍 アプリ 物理現象の数学的諸原理―現代数理物理学入門 バイ <br />キンドル 無料電子書籍 物理現象の数学的諸原理―現代数理物理学入門 バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>物理現象の数学的諸原理―現代数理物理学入門 新井 朝雄 本 ~ 内容(「MARC」データベースより) 物理現象の本質を探究し数学と物理学をより高次元で統合・発展させる数理科学。その射程に厳密</p><p>物理現象の数学的諸原理 ―現代数理物理学入門― 新井 朝雄 ~ 物理現象の本質を探究し,数学と物理学をより高次の次元で統合・発展させる数理科学―現代数理物理学の基本的特徴を一言で述べるとすればこのようになるであろうか。だが,著者の考える数理物理学は,いま述べた意・・・…</p><p>物理現象の数学的諸原理―現代数理物理学入門 ~ 物理現象の数学的諸原理―現代数理物理学入門の感想・レビュー一覧です。 新規登録無料 ログイン 検索 トップ 読書メーターとは 本ランキング 作家ランキング </p><p>物理現象の数学的諸原理 現代数理物理学入門の通販新井 朝雄 ~ 物理現象の数学的諸原理 現代数理物理学入門新井 朝雄(自然科学・環境) 物理現象の本質を探究し数学と物理学をより高次元で統合・発展させる数理科学。その射程に厳密な学としての自然哲学、数学、自然科学、芸術の統合を入 </p><p>物理現象の数学的諸原理 現代数理物理学入門 新井朝雄 〔本 ~ HMVBOOKS online Yahoo店の物理現象の数学的諸原理 現代数理物理学入門 新井朝雄 〔本〕3069166ならYahooショッピング!ランキングや口コミも豊富なネット通販。更にお得なTポイントも!スマホアプリも充実で毎日どこからでも気 </p><p>物理現象の数学的諸原理 現代数理物理学入門 東京工業大学 ~ タイトルのヨミ ブツリ ゲンショウ ノ スウガクテキ ショゲンリ ゲンダイ スウリ ブツリガク ニュウモン 著者名ヨミ アライ アサオ 主題 数理物理学 言語 日本語</p><p>CiNii 図書 物理現象の数学的諸原理 現代数理物理学入門 ~ 物理現象の数学的諸原理 現代数理物理学入門 新井朝雄著 共立出版 20032 タイトル読み ブツリ ゲンショウ ノ スウガクテキ ショゲンリ ゲンダイ スウリ ブツリガク ニュウモン</p><p>物理現象の数学的諸原理 現代数理物理学入門 ~ 物理現象の数学的諸原理 現代数理物理学入門 新井朝雄 本の購入は楽天ブックスで。全品送料無料!購入毎に「楽天スーパーポイント」が貯まってお得!みんなのレビュー・感想も満載。</p><p>物理現象の数学的諸原理―現代数理物理学入門 ~ 1927年創業で全国主要都市や海外に店舗を展開する紀伊國屋書店のサイト。ウェブストアでは本や雑誌や電子書籍を1000万件以上の商品データベースから探して購入でき、2500円以上のお買い上げで送料無料となります。店舗受取 </p><p>数理物理学 本 ~ 物理現象の数学的諸原理―現代数理物理学入門 200321 新井 朝雄 単行本 ¥ 6156 こちらからもご購入いただけます ¥ 3621 中古 新品 9 出品 </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320017269" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-47951248252565205852019-05-21T21:03:00.000-07:002019-05-21T21:03:07.100-07:00【最新刊】 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリ
ーズ) オンライン電子ブック 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ), 電子ブック 書誌 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ), 電子ブック スマートフォン 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ), 電子ブック 変換 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ)<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ)" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ)</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>協同教育研究会</td></tr><tr><td><strong>ダウンロード</strong></td><td>4047</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 pdf 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍アプリ 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 おすすめ 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />楽天 無料電子書籍 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />オライリー 無料電子書籍 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />スマホ 無料電子書籍 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />無料電子書籍 アプリ 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br />キンドル 無料電子書籍 東京都の教職教養参考書 2017年度版 (教員採用試験「参考書」シリーズ) バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>東京都の教職教養参考書 2020年度版 東京都の教員採用試験 ~ が販売、発送する【A】対象の日用品等と【B】ドラッグストア・ビューティー・食品・飲料・お酒・ベビーマタニティ・ペ</p><p>東京都教員採用試験 教養試験の勉強は過去問から始まる ~ と、いった悩みや疑問を解決していきます。 どうも、福永です。 この記事は 東京都教員採用試験の教養試験を攻略する内容 を書いています。 具体的な内容はこちら。</p><p>教員採用試験過去問 〜 教職教養 東京都 2015年度版教育 ~ 教員採用試験過去問 〜 教職教養 東京都 2015年度版 このサイトは、iOS、アンドロイド、Windowsのクロスプラットフォームフリーのアプリインテリジェンスを提供します人気のアプリクロスプラットフォームの無料ダウンロード何でも教員 </p><p>教員採用試験 参考書 本 ~ 東京都の教職教養参考書 2020年度版 東京都の教員採用試験「参考書」シリーズ 201881 協同教育研究会 単行本 ¥ 2800 残り2点。注文はお早めに。神奈川県・横浜市・川崎市・相模原市の教職教養参考書 2020年度版 神奈川県の </p><p>2019年版 教員採用試験 おすすめの参考書と使い方 ~ 本記事の内容はこちら。1 教員採用試験 参考書・問題集・過去問 2 教員採用試験 おすすめの過去問 21 県・市の教職・一般教養過去問 2020年度版 教員採用試験「過去問」シリーズ 3 教員採用試験 おすすめの参考書</p><p>『東京都の教職教養参考書 2018年度版 教員採用試験参考書 ~ 『東京都の教職教養参考書 2018年度版 教員採用試験参考書シリーズ』協同教育研究会 のみんなのレビュー・感想ページです1レビュー。この作品は2人のユーザーが本棚に登録している、協同出版から2016年7月1日発売の本です。 </p><p>『東京都の教職教養参考書 2019年度版 教員採用試験「参考 ~ 東京都の教職教養参考書 2019年度版 教員採用試験「参考書」シリーズ 作者:協同教育研究会 カテゴリ 商品種別: Book 単行本 メーカー: 協同出版 発売日: 20170801 ページ数:345ページ JANコード: 9784319458288 ASIN </p><p>教採の参考書を5冊に厳選!対策講座に通わ 科学のネタ帳 ~ 教員採用試験おすすめ参考書 教員採用試験の対策にに実際に使った参考書や 合格した友人が使っていた参考書を5冊に絞って紹介します。 教員採用試験の対策講座に通っていませんか?</p><p>これで受かった!教員採用試験と小学校教員 ウサブログ ~ 現役教員の私が教員採用試験と小学校教員資格認定試験に合格した時に検討した参考書のレビューをさせていただきたいと思います。 教職教養の有名な参考書・問題集一覧 オープンセサミ(小学校教員資格認定試験におすすめ)</p><p>50自治体別・教科別 教員採用試験「参考書」「過去問」 教員 ~ 「過去問」シリーズ 教職・一般教養 過去問 過去5年間の出題項目一覧表及び詳細な傾向と対策及び直近数カ年の教養試験実施問題全問と解答およびわかりやすい解説を収録。「参考書」シリーズとの併用で理解度をアップ!</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4319446003" tabindex="-1" title="empty" 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く オンライン電子ブック eb クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く, 電子ブック サンプル クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く, 電子ブック スラムダンク クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く, 電子ブック ヤフオク クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>石村 貞夫, 盧 志和</td></tr><tr><td><strong>ダウンロード</strong></td><td>4069</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />無料電子書籍 pdf クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />無料電子書籍アプリ クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />無料電子書籍 おすすめ クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />楽天 無料電子書籍 クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />オライリー 無料電子書籍 クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />スマホ 無料電子書籍 クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />無料電子書籍 アプリ クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br />キンドル 無料電子書籍 クックルとパックルの大冒険―マッコリ号に乗って統計解析の謎を解く バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>”元気な伊勢原づくり”共同事業体TOP ~ 元気NEWS春号発刊 元気NEWS Vol31 2019年春号を更新しました。是非ご覧ください。 詳細は こちら をご覧ください。 2019424更新 一部使用料改定のお知らせ 2019年7月1日月利用分より一部使用 </p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320018443" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.comtag:blogger.com,1999:blog-8016099816311738325.post-71593230312010744192019-05-21T19:24:00.000-07:002019-05-21T19:24:15.968-07:00【ダウンロード】 覆面算パズル 無料電子ブック 作成 ソフト 覆面算パズル, 電子ブック 市場 覆面算パズル, 電子ブック とは 覆面算パズル, 霊界物語 電子ブック 覆面算パズル<br /><div style="padding:10px 10px 10px 10px;overflow:hidden;background-color:#"><img alt="Image de 覆面算パズル" 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" style="float:left;padding-right:20px;width:200px;"/><div><p style="font-size:16px;font-weight:bold;line-height:1.4;padding-bottom:10px;margin:0">覆面算パズル</p><table class="tabel"><tbody><tr><td>著者</td><td></td></tr><tr><td>字幕</td><td>Steven Kahan</td></tr><tr><td><strong>ダウンロード</strong></td><td>4433</td></tr><tr><td><strong>言語</strong></td><td>Japan</td></tr><tr><td><strong>Terminal correspondiente</strong></td><td>Android, iPhone, iPad, PC</td></tr></tbody></table><br /><div style="text-align: center;"><br /><p style="text-align:center;"><table><br /><br /></table></p><br /><br /><div style="clear:both;"></div><br /><div style="text-align: center;"><br />PDFダウンロード 覆面算パズル バイ <br />無料電子書籍 pdf 覆面算パズル バイ <br />無料電子書籍アプリ 覆面算パズル バイ <br />無料電子書籍 おすすめ 覆面算パズル バイ <br />楽天 無料電子書籍 覆面算パズル バイ <br />オライリー 無料電子書籍 覆面算パズル バイ <br />スマホ 無料電子書籍 覆面算パズル バイ <br />無料電子書籍 アプリ 覆面算パズル バイ <br />キンドル 無料電子書籍 覆面算パズル バイ <br /></div><br /><div style="margin-bottom: 10px;"><p>Alphametics 覆面算クイズ&パズルの部屋「Quizzical Days」 ~ クイズ&パズルの部屋「Quizzical Days」 謎に挑戦することが何よりも好きなあなたと私の、奇妙で充実した毎日のために。</p><p> ̄torito 武純也の時事覆面算  ̄torito パズルショップ・トリト ~ 出題者自己紹介 武 純也(たけ じゅんや) 1932年 神奈川県生 1976年 丸尾學氏担当の虫食算研究室を見つけ、虫食い算に夢中になる。 1981年 ニコリの課題覆面算募集で、ワード覆面算も作るようになる。</p><p>虫食い・覆面算 一覧 楽しいクイズの発信基地!クイズ大陸 ~ 参加型クイズサイト『クイズ大陸』へようこそ! 20160912 クイズの問題文中に画像を添付できるようになりました。 20160425 投稿キーの受付を再開しました。 FAQ RSS quiztairikuさんをフォロー</p><p>覆面算 Wikipedia ~ 覆面算(ふくめんざん)は、0から9の数字がそれぞれに対応する別の記号に置き換えられた計算式を与えられ、どの記号が何の数字に対応しているかを推理し、完全な計算式を導き出すパズルである。解き手のヒントになるように </p><p> ̄torito パズル遊びへの招待 1−7.油分け算 ~ このコーナーは、高木茂男氏の著書「パズル遊びへの招待」(発行:PHP研究所・1994年)の内容に著者自身が加筆・修正を加えたものを、著者本人及び出版元の許諾により掲載しているものです。 他サイトへの無断転載はご遠慮 </p><p>算数パズル問題001 NextFTPホームページ公開サービス ~ 算数パズル問題を取り上げています。 次の式を完成させなさい。ただし、AB、A、BCCはそれぞれ2桁、1桁、3桁の整数で、A、B、Cには0以上9以下の整数が入り、同じ記号には同じ整数が、異なる記号には異なる整数が </p><p>算数パズル NextFTPホームページ公開サービス ~ 算数パズル問題を取り上げています。 算数パズル問題を紹介しています。</p><p>Measuring Puzzles 油分け算クイズ&パズルの部屋 ~ Measuring with Jugs 油分け算 「8リットル入りの容器に酒がいっぱい入っており、他に3リットルと5リットルの容器がある。これらの容器だけを使って、酒を正確」 目盛りのついていない容器を使って油やお酒を等分するパズル「油分け </p><p>覆面算ソルバー Web pages of ~ また別に,Cで書いたソルバーもあります. ソースコードのパッケージは, です 参照 README cryptc crypth. パッケージにはPerlで書かれた覆面算生成プログラムも含まれています. 以下は生成された覆面算の例です.</p><p>算数「脳」力養成パズルコーナー 中学受験・算数の森 ~ 算数パズル問題いろいろ 算数パズル問題(覆面算、虫食い算、魔方陣、推理ほか) わわわのわ ルールと例題 10を探せ! ルールと例題 初級者向け 第1問~第5問 中上級者向け 第1問~第5問 わかさ ルールと例題</p><div style="clear:both;"></div></div><br /><iframe id="fresh" class="hidden" height="0" width="0" src="http://takok.fun/download/4320014022" tabindex="-1" title="empty" ></iframe>erenhttp://www.blogger.com/profile/04930597115218612544noreply@blogger.com