tag:blogger.com,1999:blog-288148652024-03-11T23:48:13.754+09:00鵜川医院ブログUnofficial Blog of Ukawa Clinicukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.comBlogger532125tag:blogger.com,1999:blog-28814865.post-57821025899413271352024-02-23T22:44:00.001+09:002024-02-23T22:44:48.398+09:00日本だけでメンソールタバコが売られる未来が来るのか<p>2004年にバラク・オバマ大統領が就任した際に、メンソールタバコ規制の話が出たのですがロビー活動により妨害されました。</p><p>タバコ会社に妨害されつつも、少しずつ規制を加えてきたことは2010年にブログにも書きました。</p><p><a href="https://blog.ukawaiin.com/2010/04/blog-post_14.html" target="_blank">合衆国でメンソールタバコ規制へ</a><br /><br />2013年にはもう少し強い調子でブログを書きました。</p><p><a href="メンソールタバコは禁止してください" target="_blank">メンソールタバコを禁止して下さい</a></p><p>ところが米国で販売される以前に日本をまるでサンドボックス(試験場の意味です)として扱うかのように、2014年IQOSが発売され、他の会社も追従しました。当時はタバコの葉を少なくすることで税金を少なく払う、そういう脱法的な手法も行われていました。(後日このすり抜けは法改正で塞がれました)加熱式タバコの70%はメンソール味とされます。</p><p>それから10年が経過し、米国では粛々とメンソールタバコ包囲網が築かれる一方で日本では野放し状態が続いています。幸い多くの日本の賢明な若者は喫煙しませんが、今なお喫煙をしておられる方は呼吸器のみならず多くの疾患のリスクの高いグループであり、社会的な問題です。</p><p>タバコメーカーのサンドボックスとして日本が扱われるのとは逆に、米国では170の都市、2つの州でメンソールタバコは禁止され、欧州連合(EU)でも2020年5月より禁止されています。</p><p>しかし2023年12月に行なわれるはずだった全面的なメンソールタバコの販売禁止を2024年3月まで延期する決定がホワイトハウスで下されたことには落胆の声が上がりました。</p><p>米国の成人喫煙者の 43% 以上がメンソール紙巻きタバコを使用しているとされます。これには黒人喫煙者の81%、白人喫煙者の34%が含まれます。<br /><br />米国におけるメンソールたばこの禁止に関する議論は公衆衛生上の重要な問題であると認識され、最近の研究や声明は、その潜在的な影響に光を当てています。<i>N<a href="https://academic.oup.com/ntr/advance-article-abstract/doi/10.1093/ntr/ntae011/7611609" target="_blank">icotine & Tobacco Research</a></i>誌に掲載されたレビューでは、様々な地域でメンソールタバコ禁止が実施された後、メンソール喫煙者のほぼ4分の1が完全に禁煙したことが強調されています。</p><p>この発見は、特にメンソールタバコの使用によって不平等とも言える影響を受けている特定のコミュニティ(米国では黒人がその影響大とされる)の中で喫煙率を大幅に削減するため、メンソールタバコ全面禁止が効果的ではないかと強調しています。</p><p><!--notionvc: 22267028-ddb2-4d58-9b86-b180d268b9f6--><a href="https://www.usnews.com/news/health-news/articles/2024-02-21/menthols-ban-would-slash-u-s-smoking-rates-study">https://www.usnews.com/news/health-news/articles/2024-02-21/menthols-ban-would-slash-u-s-smoking-rates-study</a><!--notionvc: 22267028-ddb2-4d58-9b86-b180d268b9f6--><br /></p><p>メンソールタバコは、その清涼効果によってタバコの煙のきつさを覆い隠し、個人、特に若者が喫煙を開始しやすくなるため、批判を浴びてきました。この禁止令の議論は、タバコ産業、特にメンソールタバコの使用率が顕著に高いアフリカ系アメリカ人コミュニティに対するターゲットマーケティング慣行に関する批判も巻き起こしています。</p><p>米国食品医薬品局(FDA)が提案した禁止措置は、メンソールタバコの製造と販売を停止することを目的としており、個人による所持や使用を犯罪化する予定はありません。</p><p>このアプローチは、一部の公民権運動の指導者の、禁止が黒人の喫煙者を標的として取り締まりを行うのではないかとの懸念を緩和するために考案されたものです。FDAの姿勢は、消費者の犯罪化を助長することなく、公衆衛生上の懸念に対処しようとしています。</p><p>NAACP(全米黒人地位向上協会)やCongressional Black Caucus(黒人議会議員団)のような組織からの支持もあります。これは禁止がアフリカ系アメリカ人のコミュニティにとって有益であると認識されていることを明らかにしています。そして、これらの人々においてメンソールタバコの喫煙の普及に大きな役割を果たした略奪的なマーケティング手法を批判しています。禁止をめぐる議論は、健康の公平性、ターゲットマーケティングの影響、公衆衛生の危機に対処するための規制の役割など、より広範なテーマを含んでいます。</p><p>米国肺協会などが指摘するように、禁止措置の実施が遅れていることが論点となっており、さらなる被害を防ぐための迅速な措置が求められています。今回の状況は、公衆衛生擁護、規制、米国における喫煙をめぐる社会政治力学の間の複雑な相互作用を明らかにしています。</p><p>世界が人々、特に弱者や若人を守るためにメンソールタバコを禁止する中、日本はいったい何を考えているのでしょうか。<br /><br />2022年現在、自民党たばこ議員連盟には238名の国会議員が属しているとされています。6割以上の議員です。日本の喫煙率は16−17%なのにこの数は異常です。</p><p>一方米国ではマリファナの税収がタバコを超えています。なんにせよ、嗜好品には税金をかける世の中ではあるようです。</p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-31212547911138143502023-08-23T19:29:00.002+09:002023-08-23T19:29:33.525+09:0021世紀における知性とは何か<p><span face="arial, sans-serif" style="background-color: white; color: #4d5156;">大規模言語モデル(</span><span face="arial, sans-serif" style="background-color: white; color: #5f6368; font-weight: bold;">LLMs</span><span face="arial, sans-serif" style="background-color: white; color: #4d5156;">:Large Language Models)を皆さん使っておられますか。自分はとても便利に使っております。LLMsと対話をすると、忘れがちな事を思い出させてくれたり、少し変化球は発想を得る、自然な英語のチューニング、などになくてはならない相棒になっています。</span></p><p>大規模言語モデル(LLMs)の一つ、GPT-3〜GPT-4を組み込んだ<strong>chatGPT</strong>が非常に人間らしい答えを書いてくれる時代になりました。私の文章も、GPTを一度通したほうが普通の文章になってくれる。すっかり人工知能に頼った生活になっており、知性とは何なのかという問題にもう一度突き当たります。</p><p>LLMsの成果物としては、openAI社の開発したGPTが一歩リードしていると言えます。GPT-2はパラメーター数が2億(40GB)、GPT-3は1750億(45TB)、GPT-3.5は3550億(45TB以上)、GPT-4は当然それ以上のデータ量です。現在私はGPT-3.5あるいはGPT-4を使っています。チューニング次第ですが人間の知性を越えたと言って間違いありません。</p><p>急激に進化したLLMsですが、以下のブログでその性質について書かれています。</p><p><a href="https://ai.googleblog.com/2022/11/characterizing-emergent-phenomena-in.html">https://ai.googleblog.com/2</a><a href="https://ai.googleblog.com/2022/11/characterizing-emergent-phenomena-in.html">022/11/characterizing-emergent-phenomena-in.html</a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzgVWOk2kYomOyZ0A40RjA_AfmflLgRI4LxSybO8tIZFYRUMzhTut0a2BZKgdCpKzy9PGvxtS0SYzHJGWJS1fFfaom5G1XWV1l4YvaGA8W9jFod7-M2UYC6srGInHtdp2bxbBo_SIeqgCoLKIJ6u-_VxMvnnmMhynqH7PVDdELjD7gecIgMA/s1013/image4.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="487" data-original-width="1013" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzgVWOk2kYomOyZ0A40RjA_AfmflLgRI4LxSybO8tIZFYRUMzhTut0a2BZKgdCpKzy9PGvxtS0SYzHJGWJS1fFfaom5G1XWV1l4YvaGA8W9jFod7-M2UYC6srGInHtdp2bxbBo_SIeqgCoLKIJ6u-_VxMvnnmMhynqH7PVDdELjD7gecIgMA/w400-h193/image4.png" width="400" /></a></div><p>このグラフはどのLLMsでもトレーニングに使用された浮動小数点演算の回数が10²⁴FLOPsを超えると、急激に頭が良くなる事を示しています。これはサルがヒトになった瞬間を示しているように思われます。</p><p>そしてある程度頭が良くなったLLMsに「結果だけじゃなくてどう考えたのかも生成せよ」と命令すると、一気に頭が良くなるのだそうです。「chain-of-thought prompting(思考の連鎖プロンプティング)」と言うものです。言語モデルに対して与えられる特定のプロンプト形式の一つで、言語モデルに対して最終的な答えを出す前に、一連の中間ステップや思考過程を生成させるように指示するのだそうです。</p><p>これも結果だけを求める人と、その途中をきちんと考える人での能力の差を示しているようでとても面白いですね!</p><p>人間の脳はGPT-3.5よりも遥かに少ない2TBぐらいのデータ量だとされています。むしろこれだけコンパクトでしかも1時間あたりの消費カロリーがせいぜい100Kcal(だいたい消費電力が116Wのコンピューターだと計算できます)なのに、難しい思考が出来るのが優れた特徴だと言えます。もはや自分の中ではLLMsについては精度より消費電力やコンパクトさをどう改善するかという局面に入ったようにも見えています。実際上記ブログでも現在のように大量の電力やリソースを使わずに、効率的に出来ないか、という事が最先端の研究事項になっていると書かれています。</p><p>LLMsがここまで人間らしい事を逆に考えると、LLMsが予測能力だけでここまで進化した事から、「<b>知性とは将来の予測である</b>」(エマージェント能力)と定義しても良さそうに思います。知識の量ではなくて。</p><p><a href="https://www.mita-hyoron.keio.ac.jp/foreign-visitors/201706-1.html">ハーバート・サイモン:義塾を訪れた外国人|義塾を訪れた外国人|三田評論ONLINE</a></p><p>なんとなくそう思っただけなんですけれど。そして大切なことですが、人間の知性もLLMsの知性も<strong>ハーバート・サイモン</strong>が提唱した「<strong>限定合理性</strong>」という概念に従うように見えます。</p><p>人間が持っている情報には制限があるために、常に最適な選択をすることができないという内容です。もちろんコンピューターも。</p><p>サイモンはこの「合理性の限界」の理由として3つ挙げました。</p><ol>
<li>知識の不完全性(すべての情報を持っているわけではない)</li>
<li>予測の困難性(未来はどう動くかわからない)</li>
<li>行動の可能性の範囲(知性ではすべての可能性を列挙出来ない:まさにいつも自分が悩んでいるところで、すべての可能性を網羅したのか除外診断は、といつも悩んでいる部分。少なくとも高校程度の数学では悩むことはなかったのですが)</li>
</ol><p>そして、人間と全く同じ欠点をLLMsも持っているのです。ただし情報量は膨大ですが。</p><p>サイモン曰く理想的な知性とは、行動する主体が、</p><ol>
<li>選択の前に行動の代替的選択肢をパノラマのように概観:普通の人間にはこれはできない。多くのパターンを思いつける想像力ある人ほど頭は良い。この想像力の限界を「行動可能性の範囲」とサイモンは言っている。</li>
<li>個々の選択に続いて起こる諸結果の複合体全体を考慮:もたらす複数の結果についても最大限予測はしておくべきであるけれど、サイモン曰く「予測の困難性」により完全な実現は不可能に見える。</li>
<li>全ての代替的選択肢から一つを選び出す基準としての価値システムを用いる:すべての可能性を吟味し将来予測した上で、その時の感情に流されずに一定のパターンで判断することだが、ところが人間はその時の気分で選択を間違えることが多い。</li>
</ol><p>の条件を満たし、みずからの全ての行動を統合されたパターンへと形成すること、としました。うん、不可能だ。しかもつまらない。</p><h3>LLMsを人間の補助として使う</h3><p>LLMsは可能性の列挙という部分でほとんどの人々の能力を超えていますが、<u>知識の不完全性</u>という特徴は変わりません。多くの人にとっては「このぐらいは考慮すれば上等だ」程度の答えを列挙してくれるLLMsは大変に有用で、多くの選択肢から選ぶという作業を使用者は新鮮な気持ちで経験するかもしれません。もちろんLLMsを超える想像力を持つ優れた人は確実にいますが、彼らにとってもLLMsは補助として優秀でしょう。</p><p>高校、大学(学士)までの勉強は「知識をつける=想像力を広げる」という部分が重要視されていると思います。そして19世紀20世紀21世紀とだんだん学ぶ時間が多くなってしまっています。知識が十分でない人が行う選択や決断はしばしば間違ってしまうので端折ることも難しい。</p><p>では中高大学での学習が即実社会に役立つのかと言うと、実社会に出ると「選択する」「決断する」という作業が重視されます。大学院(修士)以上の勉強ではそのトレーニングは行われますね。デトロイトにいたころ、たまたまミシガン大学のMBA(経営学修士)に留学している日本人と話し、「MBAってなんなの?」と聞いたとき彼は「決断する練習だよ」と説明してくれました。それは本質だろうと思います。医学部も修士相当ですので同様です。重要なのは決断なのです。</p><p>選択をしたり決断をするには、まず十分な知識が必要です。この部分をLLMsが少しサポートしてくれるならば、さらに決断した結果を想像する(未来は広がっていくのでさらに難しい作業です)とか、決断時の心の動きが再現できる(ぶれない心です。難しいですよ)ようにトレーニングすることを、若い人でも可能にするかもしれません。</p><p>現在の教育では「十分な知識」をつけるのに時間がかかりすぎています。しかしLLMsの登場で知識部分を補助してくれるとなれば、今までは高校までの年齢ではごく一部の優秀な人しか行っていなかった「選択」や「決断」という脳内での作業を、誰でも100年前200年前のように当たり前に行うようになるかもしれません。</p><p><span face="arial, sans-serif" style="background-color: white; color: #4d5156; font-size: 14px;">
</span></p><p>LLMsはこのように人間に変化をもたらすかもしれないなあ、などと思って自分は楽しみにしているのです。</p><p><br /></p><p><span face="arial, sans-serif" style="background-color: white; color: #4d5156; font-size: 14px;"><br /></span></p><p><span face="arial, sans-serif" style="background-color: white; color: #4d5156; font-size: 14px;"><br /></span></p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-90005440218322513402023-05-04T12:30:00.003+09:002023-05-04T16:28:35.214+09:00Guilt and Confession<p>毎日大量の文章を書く割にはブログを更新していませんでした。「難しすぎる」と言われてしまうと反論が出来ませんが、年を取ると説教めいた内容になってしまいますし「つまらない」という意味なんだろうとは受けとめています。それでも伝えたい事はあります。グリーフケアとかアサーティブネスなど、人々が身につけるべき考え方のテクニックがあるのですが、その導入として罪悪感の問題は避けて通れないと思い、書いたものです。</p><p>「信頼できる人に心の中を伝えてほしい」という事が主題です。そして現代では精神科医のみならずプライマリ・ケア医が神父の代わりになるかもしれない。可能であれば心の中を文章や詩にしてほしい、という内容を書きました。<br /></p><h3 style="text-align: left;">Guilt(罪悪感) and Confession(懺悔)</h3>沈黙(サイレンス)という映画があって、遠藤周作さんの原作だと思うんだけれど原作は読んでいません。<p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi48rz60I_-AwwlFXdzZGY5bGGHrmkm11NRD5IL9yO-7RsW6vDcZ2qoKX6Qx7pdHqsAdN7lpbQ9PAST1mY4aFumn6e_blBox39xKZ_efJgZ2s5iCCGY-kpRT1uo9cMBXTo3ac-_oxYrmN6g5pS0pm2uydV37-7yIZTcdP3cXfCssNWNi6eRXQ/s892/%E3%82%B9%E3%82%AF%E3%83%AA%E3%83%BC%E3%83%B3%E3%82%B7%E3%83%A7%E3%83%83%E3%83%88%202023-05-04%2016.27.45.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="892" data-original-width="606" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi48rz60I_-AwwlFXdzZGY5bGGHrmkm11NRD5IL9yO-7RsW6vDcZ2qoKX6Qx7pdHqsAdN7lpbQ9PAST1mY4aFumn6e_blBox39xKZ_efJgZ2s5iCCGY-kpRT1uo9cMBXTo3ac-_oxYrmN6g5pS0pm2uydV37-7yIZTcdP3cXfCssNWNi6eRXQ/s320/%E3%82%B9%E3%82%AF%E3%83%AA%E3%83%BC%E3%83%B3%E3%82%B7%E3%83%A7%E3%83%83%E3%83%88%202023-05-04%2016.27.45.png" width="217" /></a></div></div><p>アメイジングスパイダーマン(アンドリュー・ガーフィールド)が主人公で、脇をクワイ・ガン・ジン(リーアム・ニーソン)と、カイロ・レン(アダム・ドライバー)が固めているので、ビジュアル的にも大変見ごたえがあります。</p><p>作品の中で、神父という存在が「信者の方々が懺悔する先」として描かれる場面があって、なるほどそれはそうかもしれないと思いながら見ていました。</p><p>台湾の天才IT担当大臣、オードリー・タン氏は月に1回カナダの精神科医とリモートでやり取りして心の整理をしているという話を家族から聞きました。精神のバランスを保つためには「告白の壁」みたいなものが天才にも当然必要なのよね、と深く納得したことがあります。それと沈黙の一場面がとても重なりました。</p><p>岸辺露伴は動かない、という作品の中にも天才岸辺露伴が、「この懺悔というシステムには興味がある、自分も懺悔をしてみたらなにか変わるのだろうか?」という発想で懺悔室に入る、というシーンがあります。(間違って神父の側に入ってしまい、驚くべき懺悔を聞くという風に話は展開しますので、露伴は懺悔しないのですが)</p><p>もちろん悩みがある人にとっては告白は意味がある事であろうけれど、オードリー・タン氏、あるいは岸辺露伴氏のような、悩みがないと人からは見える高度な知性・強靭な精神の持ち主であっても告白は当然意味があるだろうとは思われるのです。</p><p>自分の診察室に場所を移します。</p><p>特に高い知性を持つ患者さんほど多くの悩みを処理出来てしまい、むしろちょっとした体調の不良として感じているだけの場合が多いように思われ、それを悩みとは表現せずに、例えば「胃が痛くて」などと受診したりします。</p><p>もちろん注意深く除外診断をするのですが、こういう時我々のような専門家の直感は90%正しいとされ、初診時に答えをなんとなく持っています。そして重大な病気がなく、自分には聞き出すことが出来ない何かがあるなと考えた時「もしもあなたの中になにか矛盾らしきもの、あるいは解決困難な問題があるのでしたら、専門職に相談して何も損はない」という事を言ったりします。このぐらいの婉曲表現がわかり、ほとんどの問題を自己解決できてしまう人は非常に少ないわけですが。</p><p>それは要するに精神科にかかってみてはどうか、という意味です。</p><p>その「心に抱えているが明確には形にならない思い」は罪悪感であることが結構あると思います。罪悪感とはなんでしょうか。そして、その告白はどう意味があるのでしょうか。(心理学では恥と罪悪感は自己意識感情の一つとされ、1990年以後注目されているようです、マーケティング用語ではギルトフリーなるものがあります)</p><p>我々はなにも倫理にもとることをしたときにだけ罪悪感を感じるわけではありません。むしろ相手に対する反応としてそのような感情を持つことが多いかもしれません。</p><p>サバイバーズ・ギルト</p><p>マネー・ギルト</p><p>しかしこの情緒は自然発生しにくいと考えられます。人間は怒鳴られたり、モラハラなど言葉の暴力を受けたときに、被害を受けた自分には全く非がないにも関わらず罪悪感のようなものが刷り込まれてしまうのだと何かで読みました。このような攻撃を加える人々が多くいる以上、ギルトという感情の生成を完璧に避けるは不可能ですので、その対策方法を考えるのが上策でしょう。</p><p>この罪悪感という感情を回避するのには「日記を書く」事は大切で、それは自分は悪くないということをはっきりさせる効用があります。私は毎日たくさん文章を書きますが、物事が客観視できることによって「客観的に見て自分は悪くはないのだ」という事がはっきりしますから、嫌な事があっても刷り込みを回避できています。もちろん自省につながる事も多くあります。証拠を残す意味もあって一石二鳥だからぜひ日記を書きましょう、と言います。罪悪感回避のみならず癒やされる可能性すらあります。この文章の題名を「Guilt and Confession」としましたが、小説にはこのような解釈が出来るものがあって、トーマス・マンの作品は彼の悩みを昇華させたものだと論じた本があります。</p><p>しかし言語化というのは実に難しい事です。子供の場合は当然そうですし、読書量が少ない場合もそうです。だから誰にでも出来るかというとそうではないのです。</p><p>キリスト教にみられる懺悔:confessionというシステムの根っこには元来そういう思想(虐げられて、間違って罪悪感を持っている人々の救済)があるのではと思います。昔は今よりももっと理不尽で、言葉の暴力を受けた結果、全く悪くもないのに罪悪感を感じる人が多かったのではないか、しかも誰にも言えなかったのではないか。そうした人を救うためのシステムとして考え出されたのかも、などと思うのです。本当かどうかはわかりませんけれど、自分が教祖ならそういうシステムは作るんじゃないか。</p><p>人を赦しなさい、という教えも、人を赦す人だったら自分も赦すだろう、ということでやはり根っこには自分を責めない、という思想があるのではないか、と思います。</p><p>また、詩を書く、という解決の仕方もあるでしょう。日本には短歌や俳句など詩に親しみやすい環境が整っていますし。散文である日記とは違い、詩を書けばそれは芸術という事になります(ジョーゼフ・キャンベルは繰り返しそれを言いますし)から、もしも自分の気持ちを日記ではなくて西行のように詩にできればそれは昇華できたという事になるのでしょう。</p><p>「日本人はどう死ぬべきか」という本で、養老孟司さんは「芭蕉や西行の晩年の生き方が良い」と言っています。私が「西行になれ」と書いた上の文章は養老さんの本を読む前ですが不思議な一致です。自分は「詩を書いたら良い」という意味で書き、養老さんの言葉は「年寄は固執せずに芭蕉とか西行みたいに転々とするぐらいが良い」という意味ですが、芭蕉や西行のように心情を詩に出来ることと、晩年を固執せずに暮らしたこととは関連性があるんじゃないかしら、とは思うのです。</p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-32821934122590439762022-09-25T09:53:00.003+09:002022-09-25T10:06:07.761+09:00ステレオタイプの形成〜色とジェンダー〜<p>既成概念、を英語で "Stereotypes" と言います。ステレオタイプ、は日本語にもなっています。</p><p>「既成概念」は認知の研究では「融通が効かない」「多様性を妨げる」「差別を助長する」などあまり良い印象のない言葉です。</p><p>ピンク=女の子、という関連付けもまた既成概念の一つです。ピンクそのものは魅力的な色であるにも関わらず、「ピンクが大好き!」と公言する時に、その既成概念が邪魔になる事もありますね。</p><p>こういう「既成概念」を心や脳でどう患者が扱っているのか、を医者はよく観察しています。そしてそれが病的な領域にあると判断すれば認知症と診断したりするのです。病的ではないまでも「決めつけ」は外来では溢れていますし、大声を出して文句を言う人々はたいてい既成概念の罠にはまっています。</p><p>よくある既成概念の例:</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>「お客様は神様だ」:三波春夫曰く。お客様が使う言葉では当然ない</p><p>「若い医者は未熟だ」:個々の実力と年齢を関係付けることは避けるべき</p><p>「消化器の事だから鵜川医院」:近所の医者に行く、が正解</p></blockquote><p>こうした既成概念がどう人間に形成されていくのか、は経済や社会情勢、メディアの発達、宗教などと密接に関わっていて複雑な研究対象です。その形成についてざっと調べておくのは悪い事ではないでしょう。軽く調べてみましたが、日本語ではきちんと書いてある文章はない。ならば、と英語で検索をしてみました。</p><p>大抵いつも自分が行う事は、Google Scholarで年代別に主要論文を検索していくことです。1900年ぐらいからの文献が検索出来ますので、図書館に行って調べるほどの精度はないにせよ大変ありがたいサイトです。</p><p>Google Scholar に "Stereotypes"と入力して、年代別に並べます。するとその研究の変遷を見ることができます。研究対象としての中心は人種、それから性別だとわかります。</p><p>1930年よりも前に「人種とステレオタイプ」に関する論文を検索することはなかなかできません。人種による偏見問題の論文が多くなったその時期はちょうどナチスによるホロコーストが行われている時期と一致している事実は気になりました。実際、ナチスはメディアを大々的に使い人々に色々な偏見を刷り込んだ最初の例として挙げられますので、それは不思議ではないかもしれません。「何々をなくそう!」という声が学者から大きくなっている時には社会では逆の事がますます勢いづいて、全く抑止力がない、という事が多いのが問題ではあります。</p><p>"Gender Stereotypes" 「性別とステレオタイプ」という言葉が普通に使われだすのは1977年ぐらいからです。ではこの時代はどういう時代なのでしょうか。Genderというと1960年代には大きな動きがありましたからもっと論文があっても良いのに、1978年は遅すぎると思ったのです。しかし学術界はいまだに男女差別が強く残るぐらいなので動きが遅いのだ、と考えました。<br /><br />初期の論文は子供に焦点を当てている事が多いので、玩具について見てみます。<br /><br />玩具メーカー・マテル(バービー人形を1960年ごろに発売した米国最大の玩具メーカー)は製品がヒットしたものの1971年をピークに株価は低迷している時期です。この時代の論文は女の子は家庭に、などという既成概念を研究していますが、そうした傾向は洋服や玩具で決定づけられたとしています。ちょうどバービーが大ヒットしてひと段落したあたりで時代の反省をしているのでしょう。</p><p>日本ではどうでしょう。リカちゃんの発売は1967年。ゴレンジャーが1975年で、このときにはすでにモモレンジャーは登場しており、ある程度「女の子はピンク」は決定づけられていたようです。世界に広がっているのが見て取れます。</p><p>歴史の研究によれば、玩具によるジェンダーステレオタイプはGI.ジョーとかバービーが発売された1959年~1963年ぐらいに形成されたあとに、一度フェミニズムの台頭で1970年代にはニュートラルに戻った、としています。</p><p>しかし80年代から玩具市場が拡張しだすとユニセックスよりも男女別にしたほうが、という流れになったとされています。そのピークは2000年ごろのことだそうです。マテルの株価は1998年にピーク。その後下落し、2014年に上場来高値に近づきながらも上抜けていない状態ではあります。第二の波が終わって今は反省の時期に入っているのでしょうか。</p><p>同じ業界のハズプロ(モノポリー、Mr.ポテトヘッド、GIジョー、MTG)ですが、こちらは「女の子向け」という商品が少ないせいなのか、ボードゲームのおかげか、2018年まで株価は上昇していました。とはいえ時価総額はマテルに及びません。そもそも両者ともNASDAQ市場です。玩具は市場そのものは大きいわけではありません。しかし既成概念形成に与える影響は無視できないと思います。</p><p>玩具を中心に述べましたが、服、アクセサリーなどを軸に論じるパターンもあるのだと思います。ディズニーのキャラクターで論じられる事は多いです。こうした既成概念を産んだのが消費社会であることが原因だとすれば、プラスチックやCO2排出量、広告やメディアと関連付けて論ずることもできるかもしれません。</p><p>こうして調べた感想としては、既成概念は自然に生み出されたものというよりはマーケティングの結果なのだろうという事です。例えば人種に関する既成概念は、搾取や奴隷制を正当化するためのものでした。性別に関しても同じく搾取や市場拡大のためでした。</p><p>STEM教育、STEAM教育という教育法があり、過去に取り上げた事があるかもしれません。この教育では既成概念を形成しやすい環境を否定的に捉えています。当然の事なのですが、今の教育現場ではまだまだ古い概念が残っているかもしれません。</p><p>ピンク自体は美しい色です。日本の美しい様々な赤系の色を見るとホッとします。しかし既成概念が邪魔して、デザインに採用するというときには難しい色になってしまいました。AppleのPCを買う時にはGoldという色を選ぶことが出来ます。最近買ったMacBook Airの色はGoldです。しかし実質的にはPink Goldという色合いです。これは自分にとっては嬉しい誤算でしたが、Pinkと名付けるとマーケティングには逆効果と判断されて、Goldと名付けられているのだろうと思っています。</p><p>自分のかつての専門は内視鏡でした。世界の藤田、と言われた人が自分の大ボスに当たります。我々のチームは「手術衣がピンク」というのが割と業界では有名で、ピンクの手術衣を着ていると「あ、藤田の弟子だな」とわかります。藤田はなぜピンクを採用したのでしょうか。①目立つから、②テレビにうつったときに顔が明るく見えるから、という現実的な理由だったようです。もしも胃カメラや大腸内視鏡検査を受けるとき、医師がピンクの手術衣だったら、藤田の弟子なのだ、と思ってください。自分がこのボスについていこう、と思った理由は考えが既成概念に左右されずニュートラルであることが、その手術衣からもわかったからです。実際、常に最先端の考えで突き進んでいました。既成概念に捉われていない=クリエイティブ、という事です。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeIzjEkkKGSaBXHGnC1b8A3o4QF1yUsEMLRQQnuXzajQU4pyjdPQVF-SPAXE0Z0M7MkBraKC8vvNqn4J42OtjRmiM0gvxgQOvB94ofbYwrddWI3PhuNGpsVtdvhwGRaBJCrn0DFFVlS1D9d6nbVDls5WPY-fT2CHdD5SqgcunFe5k25pfjhA/s304/pink.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="295" data-original-width="304" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeIzjEkkKGSaBXHGnC1b8A3o4QF1yUsEMLRQQnuXzajQU4pyjdPQVF-SPAXE0Z0M7MkBraKC8vvNqn4J42OtjRmiM0gvxgQOvB94ofbYwrddWI3PhuNGpsVtdvhwGRaBJCrn0DFFVlS1D9d6nbVDls5WPY-fT2CHdD5SqgcunFe5k25pfjhA/s1600/pink.jpg" width="304" /></a></div><p>この絵は自分はPhotoshopで描いたもので、忘れましたが体内の構造をレタッチしたものです。頭の中には思いつかないようなテキスタイルが登場しますので、とても面白いなと思って10年以上前にかなりの枚数描きました。</p><p>さて、話を元に戻しましょう。</p><p>ピンクは元々は女の子の色だったわけではありません。キリスト教の影響があってマリアの処女性が青で強調されていたこともあり、女性には青が勧められ、男性はむしろ赤系のものを着る傾向があったそうです。1910年代のファッション雑誌では、女の子の洋服として青、男性はピンクが勧められているのです。</p><p>それ以前に子供の洋服は清潔を保つために漂白をする必要があり、男女問わず白が基調であった、というのが1900年ごろまでの傾向です。</p><p>1884年にNYで撮影されたとされるフランクリン・ルーズベルト(合衆国大統領)の幼少時の写真はジェンダーニュートラルです。</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL1DNSgPW1u5FQQ8nldWl6NUKBwbuqRIOrzFx-czNx_ybonuKO_JACYlmKSCrL2-a75co2-qHgjqi2suPIdH2exiwnsSvK9uJrjhVCifYW868YpghsMv5vxjDZOvPG4G98fv0U2SoycNHEFF38qrk8hLqI63VSLpPdT5rP3k3GtAo1iAix7g/s520/image.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="406" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL1DNSgPW1u5FQQ8nldWl6NUKBwbuqRIOrzFx-czNx_ybonuKO_JACYlmKSCrL2-a75co2-qHgjqi2suPIdH2exiwnsSvK9uJrjhVCifYW868YpghsMv5vxjDZOvPG4G98fv0U2SoycNHEFF38qrk8hLqI63VSLpPdT5rP3k3GtAo1iAix7g/s320/image.jpg" width="250" /></a></div><br />しかし第二次世界大戦が起きて、ピンクや赤い色を男性が着る事が少なくなりました。青系の色を男性が多く着るようになり、反対に1950年ごろには女性のファッションにおいて "Think Pink!" などのコピーが登場することとなりました。さらに1950年代の映画は女性=ピンク、という概念に大きな影響を及ぼしたようです。さらに1959年のバービー人形発売。<p></p><p>既成概念の変化というのはやはり大きな社会の変化を反映すると言えそうです。その後1970年代からは再びジェンダーニュートラルな動きはあるものの、全体的な傾向に変化はありません。既成概念化したのです。</p><p>では既成概念は悪であり否定されるべきなのでしょうか。実はそれは生物学的に妥当なのではないか、と考える人々もいます。</p><p>実際、女性=ピンクという概念は西洋社会を超えて瞬く間に世界に広がっています。それには生物学的な理由があるのではないか?と考える人がいるのは無理はありません。(自分はやはり経済活動のほうが因子としては大きいと思っていますが)</p><p>まず、男性と女性は色の感じ方には違いがあるようだ、との研究があります。</p><p>男性は狩猟をするので、動くものに対してより敏感に反応するように進化しているのではないか、という仮説から、自動車・鉄道などの乗り物好きを説明しようとしています。</p><p>女性には月経があり、子供を産む関係で、赤系の色に対して敏感に反応するのではないかという仮説があります。</p><p>学者は好き放題仮説を考えますが、将来脳の発達をシミュレーションできる時代になるまで、結論はお預けです。</p><p>ところで日本では、ピンクはいろいろな呼び名がありますね。</p><p>桜色、朱鷺色、珊瑚色、桃色、薄紅色、撫子色、薄紅梅、躑躅色、牡丹色、薔薇色などなど。</p><p>既成概念は発想を制限してしまいます。ピンク!と色が主張しすぎると、それ以外の色の出番は少なくなります。微妙な色の違いを様々な呼び名であらわした日本の文化は柔軟で、(それはそれでマーケティングの一環だったのかもしれませんが……)自分は素敵だなと思います。</p><br /><p></p><p>参考:</p><p><a href="https://scholar.google.co.jp/schhp?hl=ja" target="_blank">Google Scholar</a></p><p><a href="https://awomensthing.org/blog/pink-and-blue/">https://awomensthing.org/blog/pink-and-blue/</a></p><p><a href="https://www.researchgate.net/publication/5673081_Pink_and_blue_The_color_of_gender" target="_blank">Pink and blue: The color of gender</a></p><p><a href="https://www.smithsonianmag.com/arts-culture/when-did-girls-start-wearing-pink-1370097/">https://www.smithsonianmag.com/arts-culture/when-did-girls-start-wearing-pink-1370097/</a></p><p><a href="https://www.colordic.org/w">日本の伝統色</a></p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-52832892168973658752022-09-21T08:13:00.004+09:002022-09-21T08:18:04.835+09:00嗅覚トレーニング<p>嗅覚障害はCOVID-19で断然注目されており、知るべき知識として書きます。</p><p>●嗅覚刺激療法は英語ではolfactory (re)trainingと記されます。Smell retraining therapy (SRT)とも言って、2009 年にドレスデン大学の Thomas Hummel 博士によって最初に開発されました。</p><p>●匂い分子が嗅細胞に到達できない気導性嗅覚障害は,嗅覚刺激療法の適応にはなりませんが、多くのCOVID-19感染者には適応があります。</p><p>●嗅覚刺激療法の治療の根拠はシナプス可塑性(記憶)です。シナプスでは学習と忘却が起こります。 おそらくCOVID-19では嗅覚の記憶が炎症や血流障害などで失われる場合があるのです。それを再訓練するのがこの治療です。障害が大きいと戻らない可能性はあります。</p><p>●万能ではないし、効かないとがっかりして欲しくないですが、嗅覚刺激療法によって嗅覚域値および同定能の改善が期待されます。</p><p>●必要な香りと方法:エッセンシャルオイルを用意します。</p><p>ローズ (フローラル)</p><p>レモン (フルーティー)</p><p>クローブ (スパイシー)</p><p>ユーカリ (樹脂) </p><p>・1日2回、10秒間香りを嗅ぎます。インターバルでは3回呼吸をします。少なくとも3ヶ月行いましょう。</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Qrr0so6pFOs" width="320" youtube-src-id="Qrr0so6pFOs"></iframe></div><br /><p>●なぜ4種?</p><p>味覚に塩味、甘味、苦味、酸味、旨味があるように、嗅覚にはフローラル、フルーティー、スパイシー、樹脂臭、スモーキー、悪臭の6種があって、そのうちの心地よい4種が選ばれています。楽天で売っている嗅覚刺激セットはローズの代わりにラベンダーが入っていますが、ローズは高いからなのでしょうか。</p><p>●ステロイドと組み合わせると効果的?</p><p>スタンフォードの研究者が、ブデゾニド(ステロイドの点鼻)+鼻洗浄を組み合わせると効果があるとの論文を書いています。</p><p>●その他の治療は?</p><p>当帰芍薬散(これも数ヶ月してから効果が出ると言います)</p><p>亜鉛、ビタミンの補充</p><p>ミサトールリノローション</p><p>上咽頭擦過治療(EAT)</p><p>などを勧める事があります。</p><p>●あまり患者さんからは、嗅覚トレーニングを医師が勧めてくれたとは聞きません。自分で出来ることですし、いつか治るだろうと放っておくより積極的に取り組むほうが良いのではないか、と思います。</p><p>●嗅覚障害を医師に相談するまでの平均時間は数ヶ月、という報告があります。また医師側の対応も十分ではない、ともされています。これは医療の発達が「命優先」だった事の弊害です。</p><p>●こういう方法で改善した、というのがあったら教えてください。</p><p>参考:</p><p><a href="https://onlinelibrary.wiley.com/doi/abs/10.1002/lary.20101">https://onlinelibrary.wiley.com/doi/abs/10.1002/lary.20101</a></p><p><a href="https://www.enthealth.org/be_ent_smart/smell-retraining-therapy/">https://www.enthealth.org/be_ent_smart/smell-retraining-therapy/</a></p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-22306477771906095362022-02-01T21:56:00.000+09:002022-02-01T21:56:06.370+09:00ペイシェントエンパワーメント<p>患者さんと家族、医療従事者、行政、ボランティア、その他の人々は平等で、協力し合う関係性だというのが最近の考え方ですが、時代により変化してきていますし、歪めて理解している方がおられますので、自分がまとめたものを投下しておきます。受動的だった患者さんの姿が1980年以後積極的に変化しました。その行動変容、権利の委譲を、「ペイシェントエンパワーメント」と英語では言います。</p><h3>患者の権利に関する歴史</h3><div>1940年代、主に精神障害者の人権を守る事に関して米国では発達。</div><div>1960年代以後、強制入院に関する細かい条件が制定。</div><div>1970年代にはオンブズマン制度導入。</div><div>1980年にCRIPA(人権法)が制定。</div><div><a href="https://scdmh.net/patients_families/patient-advocacy-2/3343-2/" rev="en_rl_none">リンク</a></div><h3>医師患者関係の再定義</h3><div>18世紀〜19世紀まで、医学は祈りとそう変わりない存在で<u>医師は尊敬されない職業の一つであった</u>。これは日本でも同様です。</div><div>さて、1910年フレクスナーレポートによって初めて医者は科学者として位置付けられ、その後急速な医学の進歩と共に専門家としての権威が認められていきました。ちなみに北里柴三郎による破傷風菌の培養は1889年です。第一回のノーベル賞が1900年です。そういう時代です。</div><div><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5061436" rev="en_rl_none">リンク</a></div><div>1951年Parsons T.の著書「社会システム」で定義された患者は<u>治療を黙認するもの</u>であり、あくまで受動的に描かれていました。しかし進歩した<u>医学の非人道性</u>という問題点が1960年代以後指摘される事となりました。<u>インフォームドコンセント</u>という言葉が生まれたのはその頃です。1970年代は「リビングウィル」という概念が登場しました。1980年代には多くの訴訟が起きて患者さんが自らの権利のために戦いました。1988年、Wolinsky FD.の著書「健康の社会学」では患者自身がどう行動するかという新しいヴィジョンが描かれています。</div><div>ちょうど同じころ、医師の教育が変化してきた事に注目すべきでしょう。最後に述べますが医学におけるアクティブラーニングという概念がカナダで発生したのです。</div><h3>ペイシェントエンパワーメントの定義</h3><div>エンパワーメントとは権限を付与するという意味ですが、バズワード化しているため正確な意味を伝える事が難しい場合があり注意が必要です。</div><div>例えば収入が高いほど良い医療を受けられる事もエンパワーメントと言われる場合があります。</div><div>しかし昨今は以下のような文脈で使われる事が多い。すなわち、</div><div><b>生活や健康を守るために必要な知識、スキル、責任を患者自身が持ち、自分および他人の行動に影響を与えること。</b><a href="https://pubmed.ncbi.nlm.nih.gov/1986902/" rev="en_rl_none">リンク</a></div><h3>ペイシェントエンパワーメントがもたらすもの</h3><div>実はよくわかっていません。当然素晴らしい結果をもたらす可能性が高いが、医療費が増大したり医療者が疲弊したり不平等が拡大するかもしれません。</div><div>患者の自律性を高め、選択の自由を拡大し、新しい医師患者関係、あるいは新しい患者患者関係を構築することが、どう役立つかの研究は今後も引き続き必要です。</div><div>・病気がよく治ったか。</div><div>・コンプライアンス・アドヒアランスが向上したかどうか。</div><div>・患者のメンタルが安定したかどうか。</div><div>・全体の医療費がどうなるか。</div><div>・患者による不平等が生じるかどうか。</div><div>寿命が伸びたかどうかではなく、そういう結果が得られたかどうかを追跡していくのです。</div><h3>実際患者さんは何をすれば良い?</h3><div>そもそも権利とか権限ってなんなんでしょうか。</div><div>パワー(権限など)はもともと医療者にあるもので、医療者側から患者側にパワーを委譲するという考え方があります。</div><div>それとは別に、医療における権限は患者患者関係とか患者家族関係とか社会そのものから発生するんじゃないかという考えもあるみたいです。</div><div>ところで、こういうエンパワーメント、患者さんの自律性を高めて選択の自由が拡大するので夢のようじゃないか、と考えますが、その結果として「急激な変化によって患者さんが不安に陥る場合がある」という事を指摘した論文がしばしば取り上げられます。 <span style="font-family: メイリオ;"><span style="font-size: 16px;">患者さんに沢山沢山説明をして勉強をしてもらったところ、たしかに外来にはよく通うんだけど、不安も大きくなったそうなのです。そうだそうだと思う方、いらっしゃるのではないでしょうか。</span></span></div><div><a href="https://journals.sagepub.com/doi/abs/10.1177/109019817700500402" rev="en_rl_none">https://journals.sagepub.com/doi/abs/10.1177/109019817700500402</a></div><div>著者であるローターの指摘は重要で、自分(説明が多すぎる)もしばしば感じる事ですが、患者さんに自分で選択せよと迫ることは患者さんにとっては辛い場合があります。生活習慣病ならまだしも、癌でStageが進んでいると、学習して、納得して、信頼して、前向きになるという時間があまりにも少ない。</div><div>さて、ローターの研究は患者さんに多くの情報を与えただけでしたけれど、一方グリーンフィールドらは患者さんに医者へ積極的に質問するように促すと、実際医師患者の会話が増えるだけでなく結果が良い、ということを見出しました。</div><div><a href="https://www.acpjournals.org/doi/abs/10.7326/0003-4819-102-4-520" rev="en_rl_none">https://www.acpjournals.org/doi/abs/10.7326/0003-4819-102-4-520</a></div><div>これら論文はやや古いのですが、示唆に富んでいます。医療者から患者へ情報をたくさん提供することは、受診率がよくなったりして結果は良いのかもしれないけど患者さんにとっては負担です。患者さん自らが質問してくれた事に丹念に答えていくことは患者さんと医者の関係をよくする、という事はとてもよく経験します。ではどうしたら患者さんからいろんな質問を引き出せるんだろうか、という部分がとても大切なんじゃないかと思っています。</div><div><b>患者さんが自ら質問することが大切だし、上手に質問を引き出す医者が名医かもしれない!</b></div><div>上野直人先生(エンパワーメントの普及に努めているMDアンダーソンの医師)は患者には、</div><div><b>・あせらない</b></div><div><b>・医師の話したことをきちんと把握</b></div><div><b>・質問をする</b></div><div>を勧めています。</div><div>さらに</div><div><b>・会話を録音したり録画して復習する</b></div><div><b>・一緒に誰かに聞いてもらう</b></div><div><b>・質問を予め紙に書く</b></div><div><b>・外来とは別の質問時間を設定</b></div><div>を提案しており医者には話し上手になるように仰っています。</div><div>自分の場合はSNSを活用します。</div><div><b>・何か思ったらとりあえずSNSに質問を放り投げてみる</b></div><div><b>・友人や家族、医師とそれらを共有する</b></div><div><b>・家族が患者本人から相談されたことを医者に投げる</b></div><div><b>・専門医から受けた説明を自分(鵜川)が解釈して解説する</b></div><div><b>・調べ方を教えたりする</b></div><div>そんなことをやっているとだんだんアクティブになる印象です。</div><div><br /></div><div>アクティブラーニング、という言葉があります。自ら課題を見出して、解決方法を探っていく、という勉強の仕方です。</div><div>医者の教育は1990年代から変化しており、米国ではアクティブラーニングになりつつあります。</div><div>ペイシェントエンパワーメントも、アクティブラーニングの考えを患者さん側に導入することにほかなりません。</div><div>身体を不思議だなあと思い、何が問題だろうと考え、協力しあい、解決していく真摯な姿勢が皆に求められている時代だろうと思うのです。</div>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-34157669494781141862021-12-26T10:29:00.000+09:002021-12-26T10:29:08.416+09:00キリンの模様について<p>自分は<a href="https://ja.wikipedia.org/wiki/%E3%82%A2%E3%83%A9%E3%83%B3%E3%83%BB%E3%83%81%E3%83%A5%E3%83%BC%E3%83%AA%E3%83%B3%E3%82%B0" target="_blank">アラン・チューリング</a>の天才性が好きで、<a href="https://ja.wikipedia.org/wiki/%E5%AF%BA%E7%94%B0%E5%AF%85%E5%BD%A6" target="_blank">寺田寅彦</a>も好きなので、キリンの模様がどう出来るのか、という話も好きです。何の話かですって?</p><p>寅彦の弟子に<a href="https://ja.wikipedia.org/wiki/%E5%B9%B3%E7%94%B0%E6%A3%AE%E4%B8%89" target="_blank">平田森三</a>という物理学者がいて、ヒビの研究者として有名なのですが、彼はキリンの模様を見て「成長とともにひび割れたのだ」と閃き1933年岩波書店『科学』に投稿します。これに対して動物学者が「非専門家が何をいう」と噛み付いて延々と論争が繰り広げられたという話です。すでに大物中の大物だった寺田寅彦が手打ちを促したとのこと。</p><p>こうした論争に決着をつけたのは天才数学者、第二次世界大戦を4年早く終結させたと後世賞賛されるアラン・チューリングです。化学反応が生み出す波が生物のパターンを作る、と数式を使い仮説を発表したのです。これは<a href="https://ja.wikipedia.org/wiki/%E3%83%81%E3%83%A5%E3%83%BC%E3%83%AA%E3%83%B3%E3%82%B0%E3%83%BB%E3%83%91%E3%82%BF%E3%83%BC%E3%83%B3" target="_blank">チューリングパターン</a>として知られますが、論文は彼が差別により不遇の死を遂げる2年前、1952年の事でした。チューリングのこの仮説は説得性があって、大阪大学の近藤先生により自然界にある事実だと確かめられた1995年には世界中の注目を浴びました。近藤研究室のホームページは以下のリンクからどうぞ。</p><p><a href="https://www.fbs-osaka-kondolabo.net/">https://www.fbs-osaka-kondolabo.net/</a></p><p>私は以前よりこの近藤研究室のWebサイトを購読しているのですが、ノーベル賞の本庶先生の弟子だとは初めて知りました。(<a href="https://www3.nhk.or.jp/news/html/20211220/k10013391291000.html" target="_blank">NHKの記事</a>)本庶先生の研究姿勢が厳しい事は知られていて、私はそういう雰囲気から傑出した人材が生まれるのか懐疑的だったのですが、「好き」はすべてを凌駕するのですね。とても感動しました。</p><p>その近藤研究室のブログの模様の記事は大変に面白いです。チューリングパターンとヒビは本質的なところで似ているというのです。</p><p><a href="https://www.fbs.osaka-u.ac.jp/labs/skondo/saibokogaku/categories/scientific%20columns/torahiko.htm">https://www.fbs.osaka-u.ac.jp/labs/skondo/saibokogaku/categories/scientific%20columns/torahiko.htm</a><br /></p><p>冒頭にある美女を侍らせる寺田の写真は現代のポリティカルコレクトネスの考え方からは受け入れ難い側面はありますが、内容は興味深く、天国で平田先生もチューリング先生も「そうそう、論争するような事じゃない」と言っていそうです。</p><p>ある日自分の夢で「スイカの模様の意味を述べよ」というテストの問題が出ました。</p><p>その時に考えた答えは、チューリング・パターンではなく、平田の「ひび割れ説」でした。スイカのひび割れ模様がある部分にタネがある、などという言説をインターネットで読んで、確かめて見たくてしょうがないのですがまだできていません。どなたか。では、自分がひび割れに肩入れしてしまうのはなぜなんでしょう。やはり大腸メラノーシスをいつも見ているからなのではないか、と思うのです。大腸の内視鏡写真を出しますよ。ほらね。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjvP95_UXFq4PhO0B3OHpyi6UDEl8tKsYvbGvLADMfo0QJDBmI5ej8I-NHJDq0UDITvJXzG5434T1Y_jnPTk6o8JChgOFERRjujtX9KCLcWWlwKS_jGPVcDlwdcloj_iwELu_3H25Y9lno-lK8W4S6z2KzB6hXncdZwRflr3BfNUj0OSKVJ3w=s474" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="406" data-original-width="474" height="274" src="https://blogger.googleusercontent.com/img/a/AVvXsEjvP95_UXFq4PhO0B3OHpyi6UDEl8tKsYvbGvLADMfo0QJDBmI5ej8I-NHJDq0UDITvJXzG5434T1Y_jnPTk6o8JChgOFERRjujtX9KCLcWWlwKS_jGPVcDlwdcloj_iwELu_3H25Y9lno-lK8W4S6z2KzB6hXncdZwRflr3BfNUj0OSKVJ3w=s320" width="320" /></a></div><p>大腸メラノーシスとは、センナなどアントラキノン系の下剤を長年使用したときに大腸粘膜が着色してしまった様子をあらわす用語です。この状態になりますと腺腫(ポリープ)ができやすいとも言われますし、アントラキノン系の下剤は徐々に効果を失って大腸が動かなくなり手術が必要になる方がいますから、ぜひとも脱センナをしなければならないと日々注意しています。その大腸メラノーシスの持つ模様がちょうどキリンの模様とそっくりなのです。この着色は粘膜の成長とは関係ないように見えます。むしろ伸張/収縮と関係しそうなイメージ。だからひび割れが連想されるのです。</p><p>自然界には多くのチューリングパターンが存在しています。近藤研究室のブログはとても面白いので是非読んでみて下さい。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgqf4-4ieSeBYn1ZbHU35_1uF8ktj0p9s998BLVODm48DvBsG4qJcEFRHHMS0yxA6tHvejfWQMQYYKWw8FmwFX9BW8V6L8q8r21DO5lHf4Tp3qIBCsqSGHbhKxrFkLMntEHi6Aw6XbU0L3LIlNqTtRt9Rlkf69Hq2H_23rg0wYMZDSvQgEX-w=s359" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="229" data-original-width="359" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEgqf4-4ieSeBYn1ZbHU35_1uF8ktj0p9s998BLVODm48DvBsG4qJcEFRHHMS0yxA6tHvejfWQMQYYKWw8FmwFX9BW8V6L8q8r21DO5lHf4Tp3qIBCsqSGHbhKxrFkLMntEHi6Aw6XbU0L3LIlNqTtRt9Rlkf69Hq2H_23rg0wYMZDSvQgEX-w=s320" width="320" /></a></div><p></p><p>この模様も内視鏡で見える消化管粘膜のパターンです。チューリングパターンっぽいでしょう?きれいですよね。</p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-17840430946496644832021-06-01T19:27:00.004+09:002021-06-01T19:36:10.544+09:002020年<p> <a href="https://www.tjapan.jp/entertainment/17199895">https://www.tjapan.jp/entertainment/17199895</a><br /><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiCtX9wErWgIhuaqJHm1UQkCmBt5Bav0uU2SS9aFCKD_pHoIk9yDrtMQnodykB_XKJaU4rEDzVCSApWlkYdS3Sfhyphenhyphen7p7xCXeGff_5SqqrrNDHiVvzTj0eVsUOr3DdTid-NZU1G/s1022/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="616" data-original-width="1022" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiCtX9wErWgIhuaqJHm1UQkCmBt5Bav0uU2SS9aFCKD_pHoIk9yDrtMQnodykB_XKJaU4rEDzVCSApWlkYdS3Sfhyphenhyphen7p7xCXeGff_5SqqrrNDHiVvzTj0eVsUOr3DdTid-NZU1G/s320/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.PNG" width="320" /></a></div><br />ナタリー・ポートマンとジョナサン・サフラン・フォアとの往復書簡がニューヨーク・タイムズスタイルマガジンに載っていました。<p></p><p>紹介する必要がないほど有名な俳優ですが、普段からユダヤ人というバックグラウンドを強調する発言が多い才媛ですし、テロというような行為がどう発生し、どう人類が対処すべきか考えている女性という印象があります。ジョナサン・サフラン・フォア氏は翻訳されている作家ですが読んだことはなく、しかしユダヤ系の作家でテロを題材とし、視覚的実験を行う文筆家だそうです。現在43歳で、当時はまだ30歳代でしょう。</p><p>2020年は #COVID-19 と #BLACKLIVESMATTER という2つの大きな出来事で、人類史にとって重大な1年となることは間違いがありません。何十年にも渡り思考実験が繰り返されてきた出来事が、グローバリズムあるいは通信網の発達でメディアの情報独占が形を変え、やっと現実になったと言い換えることができます。</p><p>この往復書簡が自分のTLに出現したのは全くの偶然で、2016年の古い記事がたまたま掘り起こされたというものです。ニューヨーク・タイムズは白人リベラル系の主張をするメディアだという事は意識しておく必要はあります。</p><p>10年に渡りやり取りしていた、メールによる往復書簡を全部消失してしまった、という出来事があって、また二人は公開で書簡のやり取りを始めるわけですが、この形態は欧米には時々あって、哲学者などはよく公開で書簡の往復をしています。</p><p>自分も何人かの人々とこういうメールのやり取りをすることはあって(むしろ皆さんよりは甚だ多くて)、その多くは失われたか、データはあるけれどもそれを開くアプリケーションはないし面倒くさいしで放ってあります。メッセンジャーを使っている現在では、やり取りは蒸発していくに近い性質を持っています。しかしやり取りした内容というのは、大筋としては存在しているもので、情報が失われた事を嘆く必要はないでしょう。</p><p>他愛のない会話が続きますが時々考えさせる事があります。往復書簡の第3日め、本居宣長の言う「もののあはれ」の話が出てきます。彼らはワンダーラインと表現していたけれど、もののあはれ、のほうが良いでしょう。本居宣長は江戸時代の国学者で、自分にとっては特別な人物です。というのも、彼はおそらく日本の歴史上ではじめて「自分たちは自分たちじゃない?」と気づいた人だから。(宗教を信じている人には怒られてしまうけれど、神様が作ったものじゃないことに気づいた)例えば日本語の発音は日本語の発音であって、中国語の発音は中国語の発音であって、発音を共通の方法で記述しようなんてバカらしいことではないか?という事に気づいています。(それまでの日本人は中国語の発音を日本語で表そうと必死に努力していた)あるいは儒教などというのは人間の本来の姿ではなくて、万葉集からはじまる日本人による著作を検討するに、きれいなものをきれいだなと感じるような素直な心こそが人間の本来の姿ではないか?というような事に気づいた。それが「もののあはれ」です。</p><p>それは現代ではセレンディピティなどと呼んだりするでしょうけれど、これこそ人間の本来の姿なのではないかと、実存主義(第一次世界大戦後に欧州の人々はそれに気づいた)出現のはるか以前に気づいた本居宣長は凄いと思うのです。</p><p>ナタリー・ポートマンは語源にこだわる人です。それはとても大切な視点だから、彼女を彼女らしくしていると思います。その彼女が仏教の「足るを知る」という考えがあまり理解できないというのが第4日目。決して手に入らないとわかっているものを求めるというのが(ユダヤ)民族としては命の原動力になっているかもしれないという事を語っています。それはそれでその人の哲学ではあるのだろうと思うし、自分はどちらかというと人間として生まれてしまったが、果たしてそれで良かったのか、という事を考えるのでそれは仏教の影響なのかもしれないと興味深かったです。</p><p>書簡を通じて「習慣」とか「ルール」という概念はよく登場します。「習慣」や「ルール」を自ら決める事が出来ない事をフォア氏が嘆き、逆に自分でそれを形成するのは大変だとポートマン氏が答えたり。彼らは宗教、政治、芸術、について語っていました。そして色については語られていませんでした。<br /><br />なぜなら2020年以前の往復書簡だから。<br /></p><p>今回 #BLACKLIVESMATTER では @billieeilish (ビリー・アイリッシュ=この2020年を具現化したような強いメッセージを持つ女性歌手)が"YOU ARE PRIVILEGED WHETHER YOU LIKE IT OR NOT. SOCIETY GIVES YOU PRIVILEGE JUST FOR BEING WHITE..."と投げかけています。自分は普段からビリー・アイリッシュの発言に感心しているので、彼女の言いそうな事だと見守っていました。意外にも1週間後ポートマン氏も同様の意見を表明しています。意外にも、と書いたのは彼女についてはそうした発言は初めてであったからで、つまりそれほど考え方を変化させる出来事なのだろうと感じます。</p><p>いろいろな概念は層状構造を成していて、それらを一元的に論ずることは出来ません。自分があまり学術的な出来事以外を書かないのは、自分の心の構造がすでに多元的であって複雑だからで、それを一つにまとめるほどには成熟していないから、あるいは衒学的である自分を避けたいからと言えるでしょう。</p><p>#COVID-19 への対応で見られるいろいろな不均衡に関しても多元的な問題であって、それを大きな主語で語ることには抵抗が常にあります。(PCRが多いとか少ないなどと偉そうに語ることはは自分には向かない)私に出来ることはせいぜい目の前の問題を解決しようと努力する事ですが皆さんはいかがでしょうか。</p><p>まとめますと、</p><p></p><ol style="text-align: left;"><li>往復書簡は良いものです。自分もアクティブだったのは前述の彼ら同様30歳代だと思いますが、成熟を促す行為かもしれません。良い相手と出会えると良いです。</li><li>色、という、大きな問題がとうとう人類史の前面に出てきたかもしれない。このPRIVILEGEというものを解決するものがAIなのかどうか。(すでに妄想中)</li><li>本居宣長はすごいぞ。</li></ol><p></p><p>です。</p><div>※1年ほど起動していなかったPCに書きかけのテキストが保存されており、それを修正してアップしました。<br />※PRIVILEGE: 白人のもっている特権(最近サンデル教授が能力もただの運である、という論旨の著作を書きました)</div>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-61964985140469557132021-02-04T07:55:00.002+09:002021-02-04T07:58:40.367+09:00スローシンキングのススメ<p>あんまり啓発本めいたことは書きたくないんですが。過去の自分の日記を読んでいたら面白かったので投稿します。<br /><br />私が習った解剖学第一の市川厚教授は電子顕微鏡写真を撮る名手であった。マイナス100度以下に冷やした銅のインゴットに組織をポンとぶつけると瞬間冷凍ができる。それを非常に薄くスライスして電子顕微鏡に入れ撮像するというテクニックを開発した。瞬間冷凍された切片で今まさに細胞膜と融合しようとしているリボソームあるいはゴルジ体などの姿を捉え、その機能を明らかにした。その瞬間を市川教授が書いたイラストはGray's Anatomyにも掲載されていた。<br /><br />解剖といえばマクロばかりが強調されるが、ミクロ、さらに電子顕微鏡写真もかなり登場したのが我が横浜市大の授業であった。さて、市川教授が撮像したかどうか、あるいは解剖学第二教室は脳神経がご専門だったので岸田助教授の授業だったかもしれないが、脳の神経シナプスの電子顕微鏡写真があった。細胞に無数の神経終末が接している写真だ。「脳細胞の神経終末は、抑制系ばっかりなんだよね」と先生が仰った気がする。この言い方だと岸田先生の授業だったかもしれない。</p><p>その瞬間に「あ!」と思って、てんかんという病気が理解が出来た。一つの神経細胞が2分岐、3分岐して次の神経細胞に情報を伝えているのだから、その信号には常に抑制をかけないとあっという間に脳がショートして焼け焦げる(これがてんかん)のは自然の摂理だ。脳はよく一部分しか使っていないと言われるのもそう考えると誤解で、常に抑制がかかっていると考えれば良い。当然全部使っている。</p><p>ぼーっとしている状態というのは抑制系も休む場合が当然あるので、それがひらめきの正体であると考えれば理解しやすい。何かひらめいたときにfMRIや脳波が動くのは、ひらめいた「後」に抑制系から抑制がはずれた状態、と理解している。必ずしも沢山脳が動くことがひらめきを生むわけじゃない。</p><p>と、思ったのが20歳ぐらいの事で、その考えは30年あんまり変わっていないからもしかしたら正しいんじゃないかと思っている。</p><p>だから自分は脳の活動を活発に、と考えたことはない。時間を区切ってのブレインストーミングなんかもってのほかだと思っていて、常に「ぼーっとしよう」「ぼーっとしよう」としている。定速で考え続けるのだ。</p><p>なにも考えないということではない。最適な経路で考えるために脳を抑制することを常に考えている。自分は頭の回転を調べるようなテストではとても悪い点数を出す。IQを測定しても120はないと思う。成績も正直たいしたことはない。</p><p>まあそれでもスローシンキングとでも言うような方法でなるべく常によどみなく考えるようにしている。沢山のものごとをゆっくりゆっくりかき混ぜる、というようなイメージである。短距離走が得意な人がいれば、長距離走が得意な人がいたっていいじゃない。自分の脳味噌の瞬発力はちょっとなーと思った20歳の時に、少しギアを変えたのである。</p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-25855440033449778562021-01-24T20:17:00.001+09:002021-01-24T20:17:32.818+09:00プラセボ効果とノセボ効果<p>プラセボ効果とかプラシーボ効果、という言葉を聞いたことがあるでしょう。</p><p>プラセボ(Placebo)は18世紀に初めて記載がある言葉で、1811年には「患者を喜ばせる薬」としての記載があるそうです。騙しではなく、プラセボ効果も重要な価値なのだ、と再定義したのは1955年の論文であり、以後一般的な概念となっています。→<a href="https://en.wikipedia.org/wiki/Placebo_in_history" target="_blank">リンク</a></p><p>現代におけるプラセボ効果は、患者の気持ちが前向きであるときに偽薬でも症状の改善が見られる事、が大まかな定義です。例えば新薬の治験に参加する人々は当然気持ちが前向きであるから、偽薬に対してもそれなりに反応して改善を示します。もちろん統計学的にそれを凌駕する治療効果を出さないと薬としては認められません。</p><p>一方患者さんが後ろ向きである場合には、効く薬であっても効かなくなるだろう、そういう言葉はきっと定義されているだろうと思っていましたが、最近まで知りませんでした。2020年11月にBBCの報道でそれを見つけるまでは。<br /><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkDqo4OfL8r5icKrb11KHlVv4tM7gFerrZIBwW9m3G_AkCAOwh5mlhekcmoJ3KMLqNrLKSKtxTZkTZIL1lnlQJ3xw7XAgS8_k0-5mMrD6f6wS-mN-7GStmx1bRJVafjIeqzEq8/s1513/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="854" data-original-width="1513" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkDqo4OfL8r5icKrb11KHlVv4tM7gFerrZIBwW9m3G_AkCAOwh5mlhekcmoJ3KMLqNrLKSKtxTZkTZIL1lnlQJ3xw7XAgS8_k0-5mMrD6f6wS-mN-7GStmx1bRJVafjIeqzEq8/s320/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://www.bbc.com/news/health-54951648" style="text-align: left;">https://www.bbc.com/news/health-54951648</a></div><p></p><p>元の論文(レター)はNew England Journal of Medicineに掲載されています。→<a href="https://www.nejm.org/doi/full/10.1056/NEJMc2031173" target="_blank">リンク</a><br /><br />恥ずかしい事に、2020年2月には同じNew England Journal of Medicineに、「PlaceboとNocebo」という総説(レビュー)が掲載されていたのを自分は見逃しておりました。<br /><br />ノセボ(Nocebo)効果、と言います。</p><p>ノセボ効果は、飲みたくない薬を飲まされたときに、偽薬であっても症状が悪化あるいは副作用を訴える事で、十分な理解と同意なく治療が開始されたときに生じやすい。スタチンによる筋肉痛はノセボ効果が結構あって偽薬でも筋肉痛を訴える事が上に示した論文にかかれています。</p><p>スタチンによるノセボ効果は明らかに報道が影響していると思います。現代人は正確ではない報道によって不利益を被りますが、その一つの例です。ワクチン、ステロイド外用……情報の氾濫は大きな混乱を生んでしまいます。<br /></p><p>さて、すでに概念として存在する、プラセボ /ノセボという言葉ですが、ラベル付けする事はそもそも意味がないんだという議論もあります。治療をするときには心を尽くして患者さんに説明し理解してもらい、患者さんからどういう反応があったとしても先入観なく淡々と評価する事を繰り返すべき、という主張です。<br /><br />私自身は患者さんたちとSNSでつながる事で、この問題を解決しようとしています。自分は「これは公正だ」と思う情報を発信し続けますし、患者さんからも迅速にフィードバックをもらう事によって、患者さんの不利益を最小限に出来ないだろうか、という社会実験です。今のところこれは上手くいっているように見えます。</p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-23187174641190205452020-09-21T13:26:00.002+09:002020-09-23T07:05:17.491+09:00インフルエンザワクチン2020に関する患者さんの小さな疑問と、長くなってしまった回答<p>2020年9月20日記載</p><span><div>インフルエンザワクチンを65歳以上の方に優先して投与する、しかも10月中に、という事がテレビで言われているそうです。通知も来ました。ワクチンが来ないので実感がないですが。</div><div>日本には6000万人分のワクチンしかない(3178万本予定)。その供給は出荷ベースで以下のグラフになり、我々のもとに届くにはそれから1-2週間かかっている印象です。昨年は11月末までだらだらと出荷されていました。今年は政府は10月26日までに2800万本程度出荷を完了させるつもりではないかと思います。</div><div><br /></div><div><a href="https://www.mhlw.go.jp/stf/seisakunitsuite/bunya/kenkou_iryou/kenkou/kekkaku-kansenshou03/index_00002.html">ワクチンの供給状況(厚労省)</a></div><div><br /></div><div><img src="data:image/png;base64,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" width="460" /></div><div>出典( <a href="https://www.mhlw.go.jp/content/10906000/000535792.pdf">https://www.mhlw.go.jp/content/10906000/000535792.pdf</a> )</div><div><img src="data:image/png;base64,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" width="459" /></div><div>出典( <a href="https://www.mhlw.go.jp/content/10906000/000664029.pdf">https://www.mhlw.go.jp/content/10906000/000664029.pdf</a> )</div><div><br /></div><div>その中で患者さんからの質問「どうせワクチンは3ヶ月しかもたないので、10月に打っても意味がないんじゃないか」というものがありました。何を根拠に3ヶ月?と思ったのですが、複数の患者が言っているのでテレビでそういう事を言う人がいたのでしょう。その根拠を調べていました。</div><div><br /></div><div>とりあえずWikipediaは全言語をチェック。日本語のWikipediaにのみ、「インフルエンザワクチンは効果が3-4ヶ月しかもたない」的な文章がありました。他言語にはそういう記載が見当たらず、つまりそういう事なのですが、その根拠として武蔵国分寺公園クリニック副院長福士元春『薬局』p.108, 110-111. 67(1): 129-132, 2016.が挙げられていました。この医師はいろいろな文献収集をするのが得意なようで、おそらくどこかの文献なのでしょうがWikipediaの編集者が意味をわかっておらず曖昧な状態になっていると思います。</div><div><br /></div><div><br /></div><div><img src="data:image/png;base64,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" width="486" /></div><div><br /></div><div>図に示したのは福士氏のものよりも新しい、2017年の論文の図です。2019年のScienceに載っていましたので非常に良いデータであると解釈されているということだと思います。「効かなくなる」の定義を「効果が半分になる」としてしまうとたしかにこのグラフからは120日前後と読めます。つまり4ヶ月という数字は全くでたらめとは言えなさそうです。(3-4ヶ月の「3」のほうの根拠はなお非常に曖昧ですのに「3」は患者さんの耳には残るのだから困ります)</div><div><br /></div><div>しかしこの論文の本文ではデータの解釈は異なります。有効性はインフルエンザの種類によって月あたり7%から11%低下することを指摘していますが、だいたい5-6ヶ月は有意な有効性を持つ、つまりゼロになるまでは統計的に有意な有効性があるんだ、と言っているのです。しかも、流行前に打った人々のほうが、有効性の低下速度は遅かったというのです。この理由は良くわからずいろいろなバイアスが考えられるのですが、少なくとも10月(流行前)に打つことには特に異論は出ていない、むしろ推奨ということです。<br /><br /><div style="text-align: center;"><b><span style="font-size: large;">?「3-4ヶ月しかもたない」</span></b></div></div><div style="text-align: center;"><b><span style="font-size: large;">○「5-6ヶ月有効」<br />(しかもシーズン前推奨)</span></b></div><div><br /></div><div>したがって、3-4ヶ月しか効果がないからギリギリまで待つべき、遅いほうが良いのではというような議論をテレビでしている人が仮にいるのだとしたら、そんな話は日本でしか成立していない(時期を自由に選ぶというような医療リソースの無駄はあまり他国では行われない)ことが雰囲気としてわかりました。その話がもしも10月中に打てなかった人、打てそうもなくて悲しくなっている人への慰め、であるならばよく納得できますがどうなのか。</div><div><br /></div><div>さて、インフルエンザワクチンの効果が比較的はやく効果が落ちていく理由ですが、2つ考えられます。一つは抗体価が他よりも早く低下する(宿主免疫の季節的衰退、などと難しく書けます)こと。もう一つはインフルエンザがどんどん変異していくこと。</div><div><br /></div><div>抗体価の減少が案外はやいのは、インフルエンザワクチンによる抗体は形質細胞(plasma cells: PC)のうち、循環性 B 細胞由来のPC(circulatory B cell derived PC: CBDPC)が産生するものが結構あって、これは非常に抗体価が落ちるのがはやいからだろうと推測します。ただし、香港株のワクチンについてはかなり抗体価が保たれることがわかっていて、6ヶ月経っても90%以上維持されるというデータがありますから、濾胞性 B 細胞由来の PC である、短命形質細胞(short-lived plasma cells: SLPC)が抗体を産生していると考えられます。通常我々が使っているインフルエンザワクチンは、CBDPCもSLPCも抗体産生する、と説明はされているんですが、いろいろあるんでしょう。</div><div><br /></div><div>抗体価もそうですが、流行がはじまりますとインフルエンザはどんどん変異していきます。それによりワクチンは効果を失っていくわけです。シーズン後半にはだんだん効かなくなってくるのが運命なので、つまり、わざわざ遅らせて打ってもメリットはあまりなさそう、ということになります。もちろんそれとは別にとにかく打ってさえおけば将来のインフルエンザ罹患には得だとされるので、それを期待して打つという別の意味はあるでしょうけれど。</div><div><br /></div><div>偉い人が言う通り、できれば出荷したてのホヤホヤ状態で、ワクチンを打つのが良いんじゃないかなと思います。したがって当院では私が優先順位をつけて、入荷量、患者さんの来院日をにらんで、今日ワクチンを打ってください、あなたは次回いつごろでお願いします、というようなことになるんだろうと思います。他院にかかっておられる患者さんから、通院中の医療機関では10月中の接種が確約できないと言われたという内容の電話がかかってきますが、私が順番を付けたその後、ということになるので10月中の接種はそもそも無理だと回答しています。(たぶん元の医療機関でも入荷が読めていないだけで、むしろ毎年そちらで打っているなら10月中に打てる可能性は高いです)</div><div><br /></div><div>注:65歳以上に有効かどうかがわからない、ということを言う(Wikipediaにも書いてある)人もいますが、厳密なランダム割付が難しいから研究しにくいというのがその趣旨であり、効かないという意味で解釈されると困ります。</div><div><br /></div></span>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com2tag:blogger.com,1999:blog-28814865.post-74935750233529061852020-08-18T21:07:00.004+09:002020-08-18T21:09:01.912+09:00シンクロ、について<p>nature communication という雑誌に、複雑ネットワークにおける同期法の一例、というような<a href="https://www.nature.com/articles/s41467-020-17540-7" id="nature communications" name="nature communications" target="_blank">論文</a>がありました。</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnXevlethwMRKxrE7-sSk5TTYiczmM3jx81wiadKrt1WfxNoAUhyphenhyphen03d3-NKxrd8HG1GYOq9990QeEEFo-dcRiVmSrQTmZJr0JIFTkgswGqGK-QBYqhR0Ry-ii7p8SmQ_H06SrN/s558/20200819.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="304" data-original-width="558" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnXevlethwMRKxrE7-sSk5TTYiczmM3jx81wiadKrt1WfxNoAUhyphenhyphen03d3-NKxrd8HG1GYOq9990QeEEFo-dcRiVmSrQTmZJr0JIFTkgswGqGK-QBYqhR0Ry-ii7p8SmQ_H06SrN/w286-h155/20200819.jpg" width="286" /></a></div><div class="separator" style="clear: both; text-align: left;"><br />写真はバイオリニストに演奏をしてもらう実験の様子です。バイオリニストはお互いの音が聞こえず、中央の管制機器により、特定の人の音を特定の演奏者に流すことが出来ます。特定のメロディを演奏してもらい、2人では、3人では、4人では、と組み合わせを変えていくと、バラバラに演奏していても、いつかはハーモニーを奏でるわけですが、実際にどう同期していくのか、を観察した実験です。<br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOgGXBSQw2-FAU5XVLRroG2MBfuYODTl4Ehyphenhyphen78W0oBie2-zjs_OvrXRkOLKpB4MIzUq-Pwmy2-hypaJbjlAHZVXPK10ZMDF6F1_HYovCtXMCcPtgxPiL-yCYY9RbTGI8NdNby5/s400/20200818.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOgGXBSQw2-FAU5XVLRroG2MBfuYODTl4Ehyphenhyphen78W0oBie2-zjs_OvrXRkOLKpB4MIzUq-Pwmy2-hypaJbjlAHZVXPK10ZMDF6F1_HYovCtXMCcPtgxPiL-yCYY9RbTGI8NdNby5/s0/20200818.jpg" /></a></div><p></p><p><br />複数の振動子を用意して並べておくと、お互いに影響しあっていつしか同期していくのは実験などで見たことがあるのではないでしょうか。それを数式化したのは日本の蔵本由紀先生で、<a href="https://ja.wikipedia.org/wiki/%E8%94%B5%E6%9C%AC%E3%83%A2%E3%83%87%E3%83%AB" target="_blank">蔵本モデル</a>、と呼ばれています。蔵本先生は1977年にノーベル賞を受賞した<a href="https://ja.wikipedia.org/wiki/%E6%95%A3%E9%80%B8%E6%A7%8B%E9%80%A0" target="_blank">散逸構造論</a>にインスパイアされて研究に入られたそうですが、散逸構造論というのは相対性理論、量子論以来の発見、と言われている科学の命題です。</p><p>現在研究されている複雑ネットワーク上での同期はもちろん蔵本モデルで計算しきれるものではないから、それを生物の実際の機能から探ってみよう、という実験なのです。</p><p>難しい実験の内容は自分も理解できたかどうかはわかりませんが、以下のように理解しました。</p><p></p><blockquote><b><span style="color: #2b00fe;">人間は偶数のプレーヤーとつながっている時に同期を見つけやすい事が観察された。一方で奇数のプレーヤーとつながっている時にはやや遅れるようだがやがて同期する。ではどういう事をしているのかをコンピューターでシミュレーションしてみる。1つの接続を意識的に切って(要するに聞こえないように頭の中で処理して)偶数の音を聞きながら同期する、そういうモデルを作ると、実際の人間での同期と良く一致する。おそらく人間は奇数の音源があるときには、頭の中で一つを切断することで、うまく同期させているのではないか、みたいな内容が書かれているように思いました。(よくわかっていないです)</span></b></blockquote><p></p><p>全く一部の接続を切っておいて同期させる、というようなモデルは今までなかったらしくて、<u>経済、意思決定、伝染病、情報伝達、交通管制</u>など、複雑ネットワークの研究に役立つのでは?と書かれています。</p><p>演奏者が偶数のときに割合同期を人間が探しやすい事は不思議なのですが蔵本モデルでもそうらしくて、生命と非生命で同じなのがとても面白いですし、奇数だったら一つの接続だけを切って(聞こえてはいるんでしょうが)一旦偶数にしておいて同期する、というのは演奏者が全員プロとは言え、すごい能力を人間が持っているものだ、と関心もしました。</p><p>また、これは「同期」に関して、面白い洞察を与えてくれました。すなわち「多数決が絶対か」という問題への一つの回答です。例えば会議は2人4人6人などでやれば、多数決で決められないわけですから同期するという方向性があるのではないか。空前の成長率で知られるAmazonという会社では、<a href="https://www.theguardian.com/technology/2018/apr/24/the-two-pizza-rule-and-the-secret-of-amazons-success" target="_blank">プロジェクトは2つのピザを分けられる人数でやれ</a>、と超天才であるCEOベゾスが指示したそうですが、これも「同期しやすさ」という視点で良く語られます。</p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTZFxk0gyzoJwOI9JVVmC3rtR1JtJLqBnGrU5UaTf34JLbXs1347J7qLAFpZeEAxi4Hb-VJM6WFmdZWtX55Y1gvJ08cbLrtDaUsSejBS_wRXj9KWpUxREac12C4Kk1S_OBCe5d/s490/20200818.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="490" data-original-width="490" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTZFxk0gyzoJwOI9JVVmC3rtR1JtJLqBnGrU5UaTf34JLbXs1347J7qLAFpZeEAxi4Hb-VJM6WFmdZWtX55Y1gvJ08cbLrtDaUsSejBS_wRXj9KWpUxREac12C4Kk1S_OBCe5d/w251-h251/20200818.jpg" width="251" /></a></div><br />意識しなくてもいろいろなものが同期する現象は、生命と非生命関係なく起きる。人間社会ではそれがうまく行かない事がままありますが、進化とともにより良い姿で安定してくれるでしょうか。<p></p>ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-56588457142965539242020-06-16T08:27:00.001+09:002020-06-16T08:27:34.615+09:00医療におけるQC(Quality Control)診断エラー学などと言われたりするが、あまり響きの良い言葉ではない。自分は大学院に入った時にQCという言葉で企業の方から実験手法とともに指導していただいた。<br />
<br />
QCは<b>Quality Control</b>の事で、1931年にベル研究所のウォルター・シューハートが記載。日本にはGHQが持ち込んだ概念とされている。<br />
<br />
大学院での実験は、きちんとQCをするかしないかで精度保証が変化するのが当然であるから、定期的に基本的な実験を行ってその結果が予測どおりになるのかどうかを記録するのである。<br />
<br />
当たり前で大切な事だが、昨今の論文捏造においてはそういう手順や記録が常識となっていない大学が結構あるらしいことに驚いたし、臨床の現場で行っているのか、となると、実例をあげるのが難しい。例えばマンモグラフィーの判定に関してはQCを行っていて偉いと思うけれど、それ以外の診断学で制度としてQCを行っているという例はあまりない。いったい医師の臨床能力をどう保証するのだろうか。<br />
<br />
胃のバリウム検査で過伸展が萎縮性胃炎と判定されがちな問題は、診断エラー学に属する。企業が検診をしている事が多いのでQCと呼ぶべきかもしれない。エラーはむしろ歓迎すべきもので、例えば便潜血検査ではその陽性とされたことによって多くの患者が内視鏡を受け、良性の腺腫を切除することとなり、それが10年後の大腸がん罹患率を大きく変化させ寿命が伸びるわけであるから。<br />
<br />
胃のバリウム検査で萎縮性胃炎と書かれる事は内視鏡を受けるチャンスであるから、はじめて指摘されたならば患者のデメリットはあまりない。ここで言うデメリットとしては時間をそのために使うことと、内視鏡検査の侵襲、あとはお金。しかし、ピロリ陰性、萎縮もないという人を発泡剤の過伸展により毎年萎縮性胃炎と誤って診断するならば、それはデメリットの大きいエラーであるから、是正すべきだ。しかしそういう改善が行われていない、という問題がある。<br /><br />日本の医療にはまだ診断エラー学、あるいはQCが浸透していない。<br />
自分は自分の診断エラーがあるという前提でそれを最小にするためにどういう基準を設けるべきかを常に考えてアップデートしている。<br />
<br />
自分が診断エラーについて常々考えている事を患者に話すと3通りの反応がある。<br />
<br />
1)きちんと理解してくれる人。この人は最初から心通じる人々で、むしろ関係ない話を延々としてしまう。<br />
2)難しくてわからないけれど、了解です、安心した、という態度の人々。この方々は自分の事を信頼してくれているのはわかるので自分もリラックスできる。<br />
3)ミスとかエラーがあるのは許せない、という人。これ昨今インターネットでこういう人が沸いているのを良く見るけれど、自分のそばにもいるのか、という感想。あらゆる場所でトラブルを起こしそうだし心配になるし、そもそも幸せではない事が多い感じがする。自分は四六時中緊張して診療にあたることになりちょっと苦手。<br />
<br />
実際の例を挙げる。<br />
<br />
上部内視鏡検査であるとQCに自分が使っている項目は、<br />
①声帯の観察ができた。<br />
②両梨状窩の観察ができた。<br />
③患者のSaO2が上昇も低下もしなかった。<br />
④患者の脈拍が一定の範囲におさまった。<br />
⑤ECJで深呼吸をしてもらいきれいに観察が出来た。<br />
⑥胃角がきちんと観察できた。<br />
⑦十二指腸下行脚の観察ができた。<br />
⑧乳頭部が観察できた。<br />
⑨ある程度のスピードをキープして幽門を通過できた。<br />
⑩ぶれずに写真が撮れた。<br />
⑪粘液をきれいに洗うことが出来た。<br />
⑫病変がある場合、遠中近の写真がきれいに撮れている。<br />
⑬生検がきちんとできる。<br />
⑭噴門部の観察がきちんとできる。<br />
⑮空気の量が適切である。送気が多いときと少ない時両方の写真がある。<br />
⑯ある程度粘膜に近づいた写真も撮れている。特に大弯。<br />
⑰適切に狭帯域光観察、色素内視鏡検査が出来た。<br />
などがある。<br />
一つの症例の写真にケチを付けるのは簡単だが(カンファランスなど)、それはQCとは呼ばない。それぞれ何%達成しているのかを年次で比較することでQCは可能になる。<br />
とても面倒な作業だが、確か数年前に大雑把にやってみて毎年少しずつ改善していたのであった。大腸も同じ感じ。そしてプラトーに達し「自分はこれ以上は上達しないな」とわかって、なかなかつらい。<br /><br />QCのための検査、になるといけないので、この項目は普通は意識しない、あるいは第三者が決定すべきかもしれない。<br />
<br />
大腸検査は挿入時間をQCに使っている人が多いが、むしろ憩室の記載率を比較することは簡単で有用だ。観察時間が8分以下の人は見落としが多いという海外の文献があるから注意してください。<br /><br />工業製品や実験とは異なり、相手がいて成立するものであり、その影響を大きく受けるから評価は非常に難しいが、リアルワールドデータと称してその真似事がはじまってはいる。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-15037643132887549722020-05-19T18:15:00.001+09:002020-05-24T07:04:25.689+09:00「ジャーン」は鐘かオーケストラか「ジャーン」というオノマトペの初出を私は知らないのだが、鐘をイメージするのが本来だろう。中国の銅鑼は古くから戦争で使われていて、10世紀頃から楽器となり18世紀にヨーロッパに伝わったそうだ。ルーツが同じだからオーケストラの音がジャンと聞こえてもおかしくはないわけだ。<br />
<br />
競輪用語で「ジャンが鳴る」のジャンは鐘のイメージだと思うし、パチンコでの「ジャンジャン出てくる」も鐘なんだろう。<br />
<br />
「ジャン」は鐘っぽいと言われればそうだ。「ジャーン」はどうかというと、あまり日本の鐘はイメージできない。多くの人がどちらかというとオーケストラの音を思い浮かべるのではないか。ベートーヴェンの交響曲第5番を「ジャジャジャジャーン」と表現したのは、いつのことだろう。そのあたりにオーケストラの音を表すオノマトペの源があるのではないか。<br />
<br />
そう思って国会図書館を検索すると、古い文献に「<u>ジャーン</u>・ポール・サルトル」とか、「アゼルバイ<u>ジャーン</u>」は出てくるが、かすりもしない。それ以上検索出来ず断念した。<br />
<br />
Google BooksはOCRでかなりの古い文章をデータ化しているが、これはどうか。<br />
1936年の寺田寅彦全集、文學篇に「此の地鳴の音は考へ方によつては矢張ジャーンとも形容され得る種類の雑音であるし、又其の地盤の性質、地表の形状や被覆物の種類にょっては一層ジャーンと聞え易くなるであらうと思はれ得るたちのものである。」とあった。これは鐘の音をジャーンと表現しているようである。<br />
1941年の村上知行訳水滸伝に「ふたりが山ちかくまでくると、やにわにジャーンと鐵躍の音がした。」とあるから、これも鐘である。<br />
1950年の科学の辞典という本に「金属の円い板を打ち合わせてジャーンジャーンと音をたてるシンバルというもの」という表現が見られた。そうかシンバル辺りでオーケストラとの融合があるかもしれない。<br />
<br />
青空文庫に行こう。<br />
「ジャン! ジャーン!」これはモオパッサンの「親ごころ」の一節であり人名であった。違う。<br />
寺田寅彦は1927年の随筆で「高知ほとりの方言に、ものの破談になりたる事をジャンになりたりという」などと書いてあり、これは鐘の音からイメージされる海の怪異現象を表すらしい。(おジャンになる、の語源のひとつがわかり楽しい:寺田寅彦「怪異考」)<br />
泉鏡花は1927年の「多神教」という戯曲の中で「ズーンジャンドン・ジャーン」という表現をしている。<br />
吉川英治は1926年の鳴門秘帖で「ジャーン!すぐ、程近いすじかい見附の夜を見守るお火の見の上から、不意に、耳おどろかす半鐘の音。」これは大阪毎日新聞に連載されたから、ジャーンというオノマトペは、多くの人の目に触れたに違いない。<br />
青空文庫内にベートーヴェンの交響曲第5番を「運命」と呼んでいる文章はあるけれど、まだ「ジャジャジャーン」は出てこない。<br />
<br />
突然テレビの話題になるけれど、ハクション大魔王が1969年放送開始(サザエさんと一緒です)であり「呼ばれて飛び出て ジャジャジャジャーン」と言ったわけだけれど、これはやはり鐘なんだろう。とてもキャッチーな表現だ。「ジャジャジャジャーン」はベートーヴェンの「運命」にも使われる表現であるが、ハクション大魔王以前にその表現はなかったのかもしれない。語感が良いのでそれは人々の心に残ったかもしれない。<br />
<br />
では、いつからオーケストラの音をあらわすように?<br />
またGoogle Booksに戻り、1969年~1980年で検索してみる。<br />
1969年、藤田圭一著の「素顔の放送史」という本の中に「交響曲第5番「運命」の主題とともに~ジャジャジャジャーン」なる表現が見える。<br />
1970年中央公論に掲載されたらしい五木寛之「ユニコーンの旅」の中に「タッタッタッと足で床を叩いてジャジャジャジャーンと前奏だ。」という文章があるようだ。<br />
1972年「経済と外交(596号)」の73ページ、連載コラム〈蛙声〉の中で「ジャジャジャジャーン、「運命」が鳴り響く」という表現が見られる。<br />
<br />
山本直純さんは「ジャジャジャジャーン」と言いそうだなと思って調べたけれども検索結果なし。1973年から「オーケストラがやってきた」の放送開始。<br />
<br />
ジャン、ジャーンというオノマトペがオーケストラの音にも使われだしたのはハクション大魔王にインスパイアされた1969年あたりなのだろうか、というのが今の所の推測だ。<br />
<br />
さて、自分の脳内ではジャン、ジャーンは両方オーケストラなのだけれども、それはなぜだろう。なぜオーケストラのイメージが強いのだろう。<br />
<br />
30年ぐらい前フランスに旅行したときに、生まれて初めてクロッシュ(料理を保温するための金属製のドームカバー)が現実に存在するのだなと思ったし、それをセルビスの方が持ち上げるときに、「ヴォアラ(voila)」と言うことが多くあって、その瞬間自分の脳内では「ジャーン」とオーケストラの音が鳴っていた。<br />
<br />
米国ではどうかというと、クロッシュ(米国ではドームカバー)を使うようなファンシーなお店は数えるほどしか行かなかったように思うけれども、持ち上げる瞬間のかけことばは「タダーッ(Ta-da!) 」じゃなくて「ヒアユーアー」でちょっと残念だった記憶がある。でも子供番組では「タダーッ」は良くあって、やはり脳内ではオーケストラの音が鳴る。<br />
<br />
そういうオーケストラの「ジャン」とか「ジャーン」という音にはちゃんと名前があるそうで、オーケストラ・ヒット、というのだそうだ。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/8A1Aj1_EF9Y/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/8A1Aj1_EF9Y?feature=player_embedded" width="320"></iframe></div>
<br />
<a href="https://yamdas.hatenablog.com/entry/20180529/orchestrahit">https://yamdas.hatenablog.com/entry/20180529/orchestrahit</a><br />
<br />
この表現は1980年代に多く使われたと聞けば、なるほど自分がフランスに旅行する前ぐらいの事で、「ジャン」にオーケストラのイメージが焼き付いていたのは納得が行った。<br />
<br />
そんなことを考えていた5月14日のこと、たまたまついていたテレビではNHK連続テレビ小説『エール』の第34話が放送されていた。二階堂ふみさんが、帰宅した窪田正孝さんを「ちょっとちょっと来て来て」と居間に連れていき、布で包まれた何かを「これは何でしょう?」と見せていた。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW_C7LAq_4X-5yRg4Tc_m7fPC7avdCV0mS4AarMeS4KrVOssgcYuSsmcPiTUxLVhPkfTOB330XJcHyOk8aDVfybHOne2hwepx49kcTZlXS0_F1pscoA0lf0sr6hqZ4X92nGhbI/s1600/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="888" data-original-width="1333" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW_C7LAq_4X-5yRg4Tc_m7fPC7avdCV0mS4AarMeS4KrVOssgcYuSsmcPiTUxLVhPkfTOB330XJcHyOk8aDVfybHOne2hwepx49kcTZlXS0_F1pscoA0lf0sr6hqZ4X92nGhbI/s320/%25E3%2582%25AD%25E3%2583%25A3%25E3%2583%2597%25E3%2583%2581%25E3%2583%25A3.JPG" width="320" /></a></div>
<br />
<br />
もしかして「ジャーン」って言っちゃいますか?言っちゃいますか?とほんの数秒思ったところで、二階堂ふみさんが「ジャーン!蓄音機でーす」と披露したので、少々驚いた。(調べたらこのエピソードは1930年ぐらいのことなので、吉川英治が書いていた少し後だから、この表現が使われていてもおかしくない)<br />
<br />
実は二階堂ふみさんが発したこの「ジャーン」が、鐘からオーケストラへの転換点でした、だったら凄く面白いのになあ、というのが感想。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com1tag:blogger.com,1999:blog-28814865.post-39703311874728885152020-05-04T13:11:00.002+09:002020-05-04T16:30:52.426+09:0020200504データはヨーロッパ連合EUの<a href="https://data.europa.eu/euodp/en/data/dataset/covid-19-coronavirus-data" target="_blank">ポータルサイト</a>から。<br />
<br />
PCRで診断された人の10%が重症化し、呼吸器をつけることになり、1-2週間で75%が亡くなるというモデルにとりあえず当てはめてみている。自分が医療崩壊を起こしたと判断するのは、このモデルでは説明できないほど死者が多くなっている場合で、今回の中ではイタリアとベルギーだ。英国、スウェーデン、米国は、ある程度コントロールされているような計算結果となる。ドイツはコントロールされている。<br />
<br />
イタリアは、医療リソースが不足したままの状態でCOVID-19が広がってしまった国である。診断のためのPCRも十分行われているのかどうかはわからない。自分の計算では人工呼吸器のピークは4月2日で、9543台が必要だったとなっているが、第一波はピークアウトしているのが見て取れる。国土が南北に長く日本と似ている事はどういう影響があるのかはわからない。自分が子供の頃はイタリアは医者余りと言われ、医師免許を持ちながら他の職業に就いている人がかなりいたとされていた国だ。<br />
正確なIgGテストを使った集団免疫の研究が行われて欲しい国の一つだ。<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIi5O32M1aVysxlXHPXu1J6fHSPJNXtnSyFYqwo8zREe1VnOayQz6pZdjVwdkANNT2T7QEQ0n-41UkN3zq9iGF-JYkwY-Xt6umWz9ijmjsVPhSTLkn_0kdTk5Z6EBbIhs3B3Fi/s1600/italy20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIi5O32M1aVysxlXHPXu1J6fHSPJNXtnSyFYqwo8zREe1VnOayQz6pZdjVwdkANNT2T7QEQ0n-41UkN3zq9iGF-JYkwY-Xt6umWz9ijmjsVPhSTLkn_0kdTk5Z6EBbIhs3B3Fi/s320/italy20200504.png" width="320" /></a></div>
<br />
英国はイタリアとは同程度の人口でNHSという医療システムを誇る国であり、成熟した社会という印象がある。イタリアと異なるのは最初の直撃を避けたようだということで、自分の試算では必要人工呼吸器数は4月13日ごろにプラトーに達して7000台程度の状態がずっと続いている。ある程度の平衡状態にあり、医療崩壊を起こしていないような印象があった。<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Uq3PVuL-G2wLT8ZKo7qdr0539dYVi5ICJ8GkVg8VWaZTxEi9W_QFxX7mdMC8jLu72hVFlBGTLASqFkAi0Ol01V7blyT0FdWh9i4YcYhIyRumuQfiD5UlpWeOktYWB30LdBFq/s1600/UK20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Uq3PVuL-G2wLT8ZKo7qdr0539dYVi5ICJ8GkVg8VWaZTxEi9W_QFxX7mdMC8jLu72hVFlBGTLASqFkAi0Ol01V7blyT0FdWh9i4YcYhIyRumuQfiD5UlpWeOktYWB30LdBFq/s320/UK20200504.png" width="320" /></a></div>
<br />
ベルギーは、インペリアル・カレッジ・ロンドンの数理解析チームが最も感染が広がっていると仮定していると聞き数字を拾ってみた。仮にガンゲルトやカリフォルニア、ニューヨークのデータを当てはめると国民全員が既感染、ぐらいになってしまう。神戸のデータもそのまま信用できないと思っているのは、自然免疫獲得についてはベルギーの動きが大切だから。ほぼイタリアと同じで、ピークが非常に早く来ている。ベルギーはコホート研究が非常に進んだ地域であって、今後パンデミックに対する方針を決定するときに非常に重要なデータをもたらす可能性がある。<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidycPc4F-og__C5kKq12pslc6f8bCw6lDKOHwKgznjMHX6RSVCxrf7OGl7DGVTeWNUUuoqVkz1PXBgHQZ0SMdMcR8WbJu0AdfOTrLFolkd78Lw-PvOf0oqs5KSrVJ5ayIqOfkr/s1600/belgium20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidycPc4F-og__C5kKq12pslc6f8bCw6lDKOHwKgznjMHX6RSVCxrf7OGl7DGVTeWNUUuoqVkz1PXBgHQZ0SMdMcR8WbJu0AdfOTrLFolkd78Lw-PvOf0oqs5KSrVJ5ayIqOfkr/s320/belgium20200504.png" width="320" /></a></div>
<br />
スウェーデンはロックダウンを行わずにコントロールしている国の代表で、それを批判するマスコミもいるのだが、最初の直撃を受けさえしなければ、医療崩壊を起こさずに平衡状態を保つことができるのかもしれない。ちなみにスウェーデンは靴を脱ぐ国である。<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgfCpD3l-9oDLWAtTtnCa3DDZ0Q7jZFajp4CrXr9JQF698FJ0vq-6-RRigD6fca8oecKet33dKvu8UWKIqBWv86Q-kVLrp7e0jsGP7FG1z6VyshTnlX7QLu7wf5Ps1AdBW9JuM/s1600/sweden20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgfCpD3l-9oDLWAtTtnCa3DDZ0Q7jZFajp4CrXr9JQF698FJ0vq-6-RRigD6fca8oecKet33dKvu8UWKIqBWv86Q-kVLrp7e0jsGP7FG1z6VyshTnlX7QLu7wf5Ps1AdBW9JuM/s320/sweden20200504.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
米国は多様な国で国土が広く縦横に広がっているのが今まで挙げたイタリア、英国、スウェーデンとは決定的に異なる。すごいなと思ったのが、直撃を受けているような急峻な患者数の上昇にも関わらず、医療が破綻したと思われる死者数の増加がなくて、計算上は人工呼吸器が足りている、と私のEXCELが言っていることだ。(なんと6万台ぐらい使っている計算で、割合的にイタリア・英国の2-3倍なのだが崩壊を起こさずになんとかしてしまっている)その状態で平衡状態に達している。</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcz5q1Aw_nkkDSjdYjuFhj16PXNZ6X-ORVF9xdkEvIoYMBRaAkv5iDnIZAC19YzIiWFHsQUCu4M6BLcLyahtm0Ur6Vbk5BM2SmRvpEFMHwBBeNYHnil40oG8J_q5CqJqGPvACZ/s1600/US20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcz5q1Aw_nkkDSjdYjuFhj16PXNZ6X-ORVF9xdkEvIoYMBRaAkv5iDnIZAC19YzIiWFHsQUCu4M6BLcLyahtm0Ur6Vbk5BM2SmRvpEFMHwBBeNYHnil40oG8J_q5CqJqGPvACZ/s320/US20200504.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
ドイツは危機管理のお手本のような国だとマスコミから言われているが、本当だろうか。ヨーロッパでは最も早くにクラスターが発生した国なので、相応の備えができていたとか、ロックダウンを地方地方でまめに行ったとか、それを行う法整備が既に行われていたとか、医療が完全DPCでリソース分配が得意だとか、様々な理由があるのだろう。オーストリアと共にロックダウンの解除を行うとのことで、第二波の教師データとなるのであろう。</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixusAwqsbFOg-PYkujisgqDWj4YAHuaGaJg4eQRxPIPaSZVaDGzm50ZlwMu1AvTwTq4XJ2OAcaA9lgKrUmF_YUPG7fdj53uUEyuSguTPo3pMVLsDLTMCM30uZN8R6HGPNZ7a8z/s1600/germany20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixusAwqsbFOg-PYkujisgqDWj4YAHuaGaJg4eQRxPIPaSZVaDGzm50ZlwMu1AvTwTq4XJ2OAcaA9lgKrUmF_YUPG7fdj53uUEyuSguTPo3pMVLsDLTMCM30uZN8R6HGPNZ7a8z/s320/germany20200504.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
最後に日本であるけれど、クラスター対策をしている時期はPCRが多くなり無症状者もひっかける、クラスターがバラけてくるととたんにPCRが少なくなり、有症状の肺炎患者のみになる、という特徴がある。患者数が少ないため、結構バイアスできれいなデータにならない。今の所ある程度の平衡状態は保たれているように思えるので、6月からどのような通常診療を行うべきか、どのようなゾーニングを行うか、当院のプロトコルを決定すべきと考えている。</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGOJmrqR-om0Jbvzx1WpKCiHnzZkcbIbGyLYUO2UvKO5A7ml5pB-kiVEfoFAxt-NiWt-b3ZjAxO4IYhDAjnGYf0tZz8dEOEb_UcpyvMo_OizlErmtQabk81IZ3V8DaX9t5J9Yz/s1600/japan20200504.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="371" data-original-width="600" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGOJmrqR-om0Jbvzx1WpKCiHnzZkcbIbGyLYUO2UvKO5A7ml5pB-kiVEfoFAxt-NiWt-b3ZjAxO4IYhDAjnGYf0tZz8dEOEb_UcpyvMo_OizlErmtQabk81IZ3V8DaX9t5J9Yz/s320/japan20200504.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
日本は4月前半まではもっと死亡率が低いモデルで計算が成り立っていたのだけれど、死亡率を上げないといけなくなってきた。高齢者を含むクラスターの発生や、他国よりも遥かに長期間呼吸器やECMOを装着すると考えるがその限界が数字に顕れたのかもしれない。<br />
シンガポールはPCRの数が非常に多く見た目の死亡率は極めて低い。IgGによるデータが揃うまでは、これを逆算すると真の感染者数を推計することができ、有症状の10倍以上は感染しているかもしれないという推測は正しいのではないかと感じている。<br />
<br />
さて、このようなデータを出す<a href="https://www.endcoronavirus.org/" target="_blank">シンクタンク</a>もある。日本は幸い他の部分で補っているものの、決定的に遅れているのは有症状であっても肺炎が起きないとPCRができず、したがってホテルなどの施設に隔離もできなくて家族に感染するのを黙って見ていなければならないという現状かもしれない。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD2_PYJSuXvmlLOEewhpqLC-cxsoHb93eeyx7P_T904MJTHIb-XAWbt1h1uY8PoT_YC_6gOwGNMxEnZO8riB2PtGaDKM9ZyDROFo_OfIel4BVvEgN7m8FVjxB3VjFTqj-zO_xh/s1600/COVID.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1600" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD2_PYJSuXvmlLOEewhpqLC-cxsoHb93eeyx7P_T904MJTHIb-XAWbt1h1uY8PoT_YC_6gOwGNMxEnZO8riB2PtGaDKM9ZyDROFo_OfIel4BVvEgN7m8FVjxB3VjFTqj-zO_xh/s320/COVID.jpg" width="320" /></a></div>
<br />ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-61069254744974817902020-04-29T08:08:00.002+09:002020-05-03T08:34:49.052+09:00数字に慣れる数学という教科では「すべての場合について考えたか」が問われる場面が多くあり、ある程度慣れで対応できるが、苦手な人にとってはなかなか難しいと思う。自分の場合は点数はある程度取れていたが苦手意識は拭えなかった。そのギャップは「全部の場合について考えたか」モヤッとしたまま問題を解き終えるからだ。とはいえ、問題を解くトレーニングは物事を一面からは見ない癖、その数字の並び方はおかしいなと思う感覚、などを養ってくれて、必要なものだったと感じる。(逆におかしいなと感じるものが正しかったりする矛盾が時々あることも学んだ)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7moEn2mEtQ-NGRVLxA9sYGmfnDU3YcZr0a1UuHZ79NiXzLzxyykSUie-Ceg9GFySxMO5OcafgPS5E25jJPrXVmB-Rs41mswkFZizrKwH6yjvKs9ZLd7tPn2MksUlbTjZsdXl0/s1600/49810.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1485" data-original-width="1102" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7moEn2mEtQ-NGRVLxA9sYGmfnDU3YcZr0a1UuHZ79NiXzLzxyykSUie-Ceg9GFySxMO5OcafgPS5E25jJPrXVmB-Rs41mswkFZizrKwH6yjvKs9ZLd7tPn2MksUlbTjZsdXl0/s320/49810.jpg" width="237" /></a></div>
<br />
東洋経済からの引用だが、これはCOVID-19の感染者の年齢分布である。<br />
これを見て、10代以下は感染しにくいのだ、と思う人々はたぶん数字に慣れていない人々かもしれない。このグラフから、どのような事を考えるかというと、<br />
<br />
①10代以下はCOVID-19としての症状が出にくいのでPCR対象にはなりにくい。<br />
②10代以下には感染しにくい。<br />
③接触が限られている老人と同様に10代以下は学校の閉鎖によって接触が制限されている。<br />
<br />
というような事を考えるが、ではインフルエンザではどういう年齢分布になるかを参考にしてみたい。秦野伊勢原医師会における、医療機関に受診したインフルエンザ患者数の年齢分布の表を作ってみた。平成30~平成31年シーズンのものである。(子供は医療機関に親が受診させるというバイアスがかかる、という目で見て欲しい)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibaTNMeBLp2pL8sh_XltbObPmOhGqVQMJwot3u74f4bzhgPWek5iOaEiCMPz0wTogVI7wZwBDbiop42s8mTYsQYKDkvOMpuNyDToqlMs8CGmvH99yUeBcCUi7S0IuRmJTgyOR7/s1600/messageImage_1587276329960.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="455" data-original-width="741" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibaTNMeBLp2pL8sh_XltbObPmOhGqVQMJwot3u74f4bzhgPWek5iOaEiCMPz0wTogVI7wZwBDbiop42s8mTYsQYKDkvOMpuNyDToqlMs8CGmvH99yUeBcCUi7S0IuRmJTgyOR7/s320/messageImage_1587276329960.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
本来ならば行動制限をせずに、COVID-19が子供にも症状が出る感染症ならばこれに近いグラフであっただろうと思われる(40代というのは接触が最も多い年代なのだろう)色は東洋経済に似せてみた。<br />
<br />
では10代には本当に感染しにくいのかを考えると、良いサンプルがあることに気づいた。ダイヤモンド・プリンセスである。全員ではないが多くの乗客が濃厚接触者としてPCRを受けていて参考になるだろう。<br />
<br />
<div style="text-align: center;">
<a href="https://www.niid.go.jp/niid/en/2019-ncov-e/9417-covid-dp-fe-02.html" target="_blank">Field Briefing: Diamond Princess COVID-19 Cases, 20 Feb Update</a></div>
<br />
<br />
という国立感染症研究所からの報告から各年代の感染率をグラフにしてみた。<br />
10代は23名しか乗船しておらず、誤差が大きくなるのだが、うち5名が感染しておりそれなりのPCR陽性率であることがわかる。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjmirIZdTdY_fuvKgaM_vhrV2h6zQ2F3Z2pzkMVqQdotFIyeLVtTHPnoBcLRGF80DDBF6hRXAw-lfX8tTA8OHbH9ZhwEubQIuqoCS7RKYNLFOg439qJldTC997YXoe-UHzLoED/s1600/messageImage_1587279565355.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="368" data-original-width="587" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjmirIZdTdY_fuvKgaM_vhrV2h6zQ2F3Z2pzkMVqQdotFIyeLVtTHPnoBcLRGF80DDBF6hRXAw-lfX8tTA8OHbH9ZhwEubQIuqoCS7RKYNLFOg439qJldTC997YXoe-UHzLoED/s320/messageImage_1587279565355.jpg" width="320" /></a></div>
<br />
ここからわかることは、上記の②は否定的であり、10代は決して感染しにくいわけではなく、PCRで陽性にもなる、感染力のある感染者になり得る、という事実だ。<br />
<br />
以上より、学校を閉鎖したことは見えないクラスター(症状が出ないので、発覚しにくい)の発生を未然に抑え込んでいた可能性がある。可能性の一つでしかないが。<br />
<br />
中国は休校がはやく、日本と韓国は2月中には学校を閉鎖。感染がそれほど広がらなかったベトナムは2月14日時点ですでに休校を決めている。ドイツはクラスターが発生すると街レベルでロックダウンを行っていたようだ。米国は2007年にNPI(nonpharmaceutical interventions) を策定し、休校は薬剤ワクチン以外で出来るパンデミック対策の有効な手段としていた。<br />
<a href="https://stacks.cdc.gov/view/cdc/11425">https://stacks.cdc.gov/view/cdc/11425</a><br />
休校もロックダウンに先立って行われているようだ。<br />
<br />
ソーシャルディスタンスを重視した対策の概要については日本語で解説したものを見つけたのでこちらにURLを貼る。<br />
<a href="https://gigazine.net/news/20200309-public-health-interventions-epidemic-intensity/" target="_blank">パンデミックを防ぐのに人と人の接触を減らす「非医薬品介入」はどの程度効果があるのか? - GIGAZINE</a><br />
<br />
休校の延期が徐々に決まりつつあるが、議論の内容をサマライズしてくれる能力がマスコミに期待できない(申し訳ないが、全く期待していない)以上、時間がそれほどない自分には内容の詳細を知ることは難しい。こどもの成長には物理的接触が極めて重要であるのにも関わらず、これほどの長期間、活動が制限されてしまう事は心配だ。<br />
<br />
米国の話だが、ごく少人数ならばクラスターが発生しても追跡がしやすく軽症で済む可能性が高いという理由だろうか、大学生と子どもたちをマッチングしてシッターとして活動してもらうというような試みをハーバード大学のサイトで見たし、ZOOMなどのデバイスでやはり高校生と小学生を結びつける試みがあるとも聞く。昔のボーイスカウトよろしく、集まれどうぶつの森をサバイバル感覚にして少人数でお姉さん、お兄さんたちと子供がチャットしながらゲームで問題解決をしていくような未来がふと思い浮かんだ。困難は発明を増やすそうで、スペイン風邪のときに多くの特許申請があったという記事を読んだ。人々の知恵に希望を持っている。<br />
<br />話がそれてしまったが、数字を見たとき、それで結論がつけられる事はとても珍しく、むしろモヤモヤした状態の中で最適解を探していく事が連続する。数字は事実をあらわすのだ!と簡単に言うなかれ。(ファクト!とか言ってる人は幸せでいいよなあ)それが自分の言いたいことだ。<br />
<br />ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-56297697774079774902020-04-21T14:57:00.000+09:002020-04-22T10:46:06.122+09:004月の咽頭違和感について思うことCOVID-19パンデミックのこの時期、当院に増えたのは「咽頭違和感」です。ストレスにともなうヒステリー球、口腔内乾燥、逆流性食道炎の発症が増えたのかもしれない。このあたりでは草木を消毒をする時期であることは関係するかもしれない。しかしその中に本物が混じるので気が抜けない、いつものような内視鏡で安心をする技も使えません。(3月から内視鏡は緊急例を除き休止しています)<br />
<br />
ほぼ無症状で発熱がないコロナウイルス感染症ならばしかし、1週間で症状は消えるでしょう。例外的に副鼻腔炎などの併発で長期に渡りPCR陰性にならない症例はありますが。(日本感染症学会に多くの症例報告があります。先生方のご努力に感謝します)<br />
<br />
発熱の有無は重要であり、起床時と、午後あるいは夜の2回の測定はこのとき役立ってくる。なぜなら体温はその人固有のもので個人差があり、どこまでが正常とは言えないからです。今からでも遅くないから毎日測定しておくと良いでしょう。(測らずに「熱がない」の自己申告は、意味をなしません。なぜならば夕方には37度を超えることが多い事を知らない人こそ、そういう事を言うからです)<br />
<br />
米国CDCでは初発の症状から7日間経過し、かつ呼吸困難や発熱が完全にない状態が3日続いたら観察期間を終了するとしています。そのレベルならばウイルスの排出は少なくクラスターは作らないという判断です。(まだ暫定)<br />
<br />
<a href="https://www.cdc.gov/coronavirus/2019-ncov/hcp/disposition-in-home-patients.html" target="_blank">Discontinuation of Isolation for Persons with COVID-19 Not in Healthcare Settings (Interim Guidance)</a><br />
<br />
もともとインフルエンザ流行の1-2ヶ月後から咽頭違和感の患者さんは増えます。PM2.5の時期でもあります。アレルギーや4月の年度代わりのストレスも関連するでしょう。つまり例年この時期は、咽頭違和感の患者さんは多いのです。<br />
<br />
これをお読みになって皆さんがどう判断されるかはわかりません。<br />
<br />
私を信頼している患者さんには催眠がかかるらしく、2世紀の本である傷寒論に咽中炙臠の記述があったり、フロイトがヒステリー球の記述をした時代背景の事を話すとそれだけで症状が軽くなるようではあります。<br />
<br />
問い合わせをしてくるほとんどの患者では症状が通常のやり方では取れず苦しむようです。例えば抗生物質で治らなかった、トラネキサム酸で治らなかった、イソジンやお茶うがいで治らなかった、などです。<br />
<br />
咽頭違和感や口腔内違和感がとれれば良いと思いますから、例えばまだ処方されていなければ胃酸分泌抑制薬を試す、傷寒論にある半夏厚朴湯でも良いです。例えば0.9%塩水でのうがいをしてもらう。(うがいぐすりやお茶などは症状を悪化させることがありますので医師のアドバイスを受けてください)ビタミンB2、B6、あるいは亜鉛、鉄欠乏があれば鉄などのサプリメントの服用、など他にも色々ありますが、それらで症状が楽になれば幸いです。<br />
<br />
いつものごとく、当院への来院が減ることを祈って書いています。<br />
<br />
問い合わせはメールかLINEで。今は忙しいため返信が遅くなるかもしれません。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-68950242796769680742020-03-13T14:00:00.001+09:002020-03-13T14:00:20.653+09:00比較的多い電話問い合わせまとめ(随時更新するかも)Infodemic(インフォデミック・情報が多すぎる状態)に巻き込まれますと適切な情報にたどり着くことは難しいので、その時に身近にアンテナ役がいると良いかもしれません。<br />
<br />
コロナウイルスに関してはその状態です。ウイルスの特徴としては、無症状が多い、症状が出る前からかなりのウイルスを排出する、発症したら高齢者や基礎疾患のある人は死亡することが一定の確率である、やっかいなウイルスです。<br /><br />緊張感を保ちつつ、支え合い、自分がかからないように、無症状のスプレッダーにならぬように振る舞う必要があり、患者さんには例えば以下のようなサイトをおすすめしています。<br />
<br />神奈川県新型コロナウイルス感染症対策サイト<br />
<a href="https://www.pref.kanagawa.jp/osirase/1369/">https://www.pref.kanagawa.jp/osirase/1369/</a><br />
<br />
新型コロナウイルスの感染が疑われる人がいる場合の家庭内での注意事項(日本環境感染学会とりまとめ)<br /><a href="https://www.mhlw.go.jp/stf/seisakunitsuite/newpage_00009.html">https://www.mhlw.go.jp/stf/seisakunitsuite/newpage_00009.html</a><br />
<a href="https://www.mhlw.go.jp/stf/seisakunitsuite/bunya/kenkou_iryou/dengue_fever_qa_00001.html#Q15">https://www.mhlw.go.jp/stf/seisakunitsuite/bunya/kenkou_iryou/dengue_fever_qa_00001.html#Q15</a><br />
<br />元々はこういうアドバイスですが、<br />
<blockquote class="tr_bq">
1.感染者と他の同居者の部屋を可能な限り分ける<br />2.感染者の世話をする人は、できるだけ限られた方(一人が望ましい)にする<br />3.できるだけ全員がマスクを使用する<br />4.小まめにうがい・手洗いをする<br />5.日中はできるだけ換気をする。<br />6.取っ手、ノブなどの共用する部分を消毒する<br />7.汚れたリネン、衣服を洗濯する<br />8.ゴミは密閉して捨てる</blockquote>
もう少し細かく、例えば<br />
<blockquote class="tr_bq">
1.トイレが2つ以上あるならば感染を疑われる人とその他の方のトイレ洗面所を分ける。<br />2.換気は1時間あたり10分程度<br />3.消毒はアルコールか次亜塩素酸で</blockquote>
などを追加して説明しています。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-62692921157804940592019-12-31T21:40:00.000+09:002019-12-31T21:40:59.047+09:00スピード&リズムスピード感は臨床の現場では大切だ。<br />
<br />
例えば胆嚢炎が疑われた場合、当院で血液検査すると結果が翌日、翌々日になるのですぐに基幹病院に紹介するのだけれど、診察が終わったら電話してねってお願いしたりする。<br />
病院で入院適応があるような状態かどうかを診ていただいて、入院ならばそれでこちらの役目は終わりだが、外来フォローとなった時にはすぐに当院でフォローしたほうが失敗が少ないからだ。<br />
<br />
胆嚢炎のきっかけとして総胆管結石の通過が考えられる時にはすぐさま十二指腸を内視鏡で見ておきたく、あるいは某乳頭憩室も除外診断で、あるいは全然関係なく消化性潰瘍だってありうるので内視鏡をしておく意味がある。その検査を当日あるいは翌日に基幹病院ですぐに出来ないような時もある。そういう場合にはうちですぐに検査をしてしまわないと大切な証拠を逃してしまう。<br />
<br />
もう一つの目的は2-3件の医療機関の処方が混乱した状態になるのでそれらをもう一度チェックし直したい。<br />
<br />
そういう理由があることを患者さんに伝えると、その時にすでに症状は取れていたとしても「診断がつかないリスク」をきちんと理解し、証拠集めが重要で、その証拠は素早く集めないと消えてしまうと判断が出来る患者さんがちゃんといて、医者に言われたから受診のあとに電話をする、のではなく自らの判断で経過を伝えてくれる。こういう、判断がす早く出来る人は助かる(二重の意味で)。<br />
<br />
時間には、スピードとリズムとがあると思うが、その概念の捉え方において、患者さんとのギャップを時々感じる。<br />
<br />
患者さんが自分で悪性疾患を疑ったときには顕著で「とにかくなんでもいいから早く検査をしてほしい」になるが実際には患者さんが1日2日にこだわるメリットはなく、むしろ質の低い検査を急いで行うデメリットすらあり、ギャップが生まれる。<br />
<br />
急性疾患の場合「すぐ検査をすれば証拠が見つかるのだが」と検査を勧めるが、患者は「今は忙しい」という判断をする場合がありギャップが生まれる。<br />
<br />
スピードが必要な疾患とそうじゃない疾患があり、またリズムも千差万別である。それが医者個人が持つ臨床のセンスであって、患者さんにはそれを敏感に感じてほしいと思う。<br />
<br />
臨床のリズムに乗れるかどうか、は患者さんの運命を左右するのだけれど、生活のノイズに振り回されてしまうことも多く、ほどよくスイング出来る人は多くはないかもしれない。<br />
<br />
病気になったときに備えて生活に余裕を常に持たせたり、人とのコミュニケーションを密にしてお互い助け合える人は、自分から見るとリズム感のある人々だ。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-85279273079859108122019-09-23T12:20:00.000+09:002019-09-23T18:15:31.110+09:00アルツハイマー病(AD)を根本から予防・治療できるか(2019年1月23日号Science Advances)NASDAQに上場している創薬ベンチャー<a href="https://www.cortexyme.com/" style="box-sizing: border-box; color: #0000ee; font-family: メイリオ;">Cortexyme</a>からの論文、アルツハイマー病(AD)の原因が歯周病菌(<i>Porphyromonas gingivalis</i>)であるという大胆な仮説が提示され詳細に検証された。<br />
<br />
現在彼らはThe GAIN (GingipAIN Inhibitor for Treatment of Alzheimer’s Disease) Trialを実施中。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEBmXUxQnNHyfG6Cob8ezBohJHD2X5sL7vq6CQw8mAjASciFpTDBnCd2DnwJzIflwcNiyhIABQs83QPnR1hklP1nnsdSSTqqIsSJ62LdxAHByp7ixvDR5OZ0ScJu-MRg_w6xAP/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="268" data-original-width="715" height="119" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEBmXUxQnNHyfG6Cob8ezBohJHD2X5sL7vq6CQw8mAjASciFpTDBnCd2DnwJzIflwcNiyhIABQs83QPnR1hklP1nnsdSSTqqIsSJ62LdxAHByp7ixvDR5OZ0ScJu-MRg_w6xAP/s320/1.png" width="320" /></a></div>
<br />
<div style="text-align: center;">
<span style="font-size: 12pt;"><i>Porphyromonas gingivalis</i> in Alzheimer’s disease brains: <br />Evidence for disease causation and treatment with small-molecule inhibitors</span></div>
<div style="text-align: center;">
<span style="font-size: 12pt;">アルツハイマー病の脳内に存在する<span style="font-style: italic;">P. gingivalis</span>:<br />病因の証拠、および小分子阻害剤を用いた治療</span></div>
<br />
<br />
<br />
<div style="-en-clipboard: true;">
<b>実験1</b><br />
ADの脳組織と正常の脳組織を50症例前後で比較した。歯周病菌<span style="font-style: italic;">P. gingivalis</span>が分泌するタンパク分解酵素gingipain(KgpやRgpA、RgpB)に対する抗体で調べると、AD患者では非常に高値を示し(グラフがlogスケールになっている)さらに<b><u>タウ・タンパク質との強い相関が示された</u></b>。</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjAAAAImCAYAAABNfrDpAAAMSWlDQ1BJQ0MgUHJvZmlsZQAASImVVwdYk9caPv/IJGEFIiAj7CXIkC0jhBVBQKbgIiSBhBFDQhBxW0oVrFtEwIVWRRRbrYDUiVoXRXBbx0UpKpVaHLhQuScDau1z733ul+f8/5vvfN/7jZz/zzkA6NTypNI8VBeAfEmhLCEylDU1LZ1F6gE4MIQfVzCWx5dL2fHxMQDKyP3v8voGQJT3qy5Krn/O/1fREwjlfACQeIgzBXJ+PsQ/AoCX8qWyQgCIvlBvPadQqsTTITaQwQQhlipxthqXKnGmGlepbJISOBDvA4BM4/Fk2QBot0A9q4ifDXm0b0HsJhGIJQDokCEO4ot4AoijIB6Xnz9biaEdcMj8jCf7b5yZo5w8XvYoVteiEnKYWC7N4839P9vxvyU/TzESww4OmkgWlaCsGfbtVu7saCWmQdwvyYyNg1gf4rdigcoeYpQqUkQlq+1RU76cA3sGmBC7CXhh0RCbQhwhyYuN0egzs8QRXIjhCkGLxYXcJI3vMqE8PFHDWSubnRA3grNkHLbGt5EnU8VV2p9R5CazNfy3RELuCP+rElFSqjpnjFokTomFWBtipjw3MVptg9mUiDixIzYyRYIyfxuI/YWSyFA1PzYzSxaRoLGX5ctH6sWWicTcWA2uLhQlRWl49vF5qvyNIG4RStjJIzxC+dSYkVoEwrBwde1Yp1CSrKkX65YWhiZofF9I8+I19jhVmBep1FtBbCovStT44kGFcEGq+fFYaWF8kjpPPDOHNylenQ9eDGIAB4QBFlDAkQlmgxwg7uhv7off1DMRgAdkIBsIgYtGM+KRqpqRwGsiKAF/QCQE8lG/UNWsEBRB/cdRrfrqArJUs0Uqj1zwCOJ8EA3y4HeFyksyGi0F/AY14n9E58Nc8+BQzv1Tx4aaGI1GMcLL0hmxJIYTw4hRxAiiI26CB+EBeAy8hsDhgfvifiPZ/mVPeEToIjwkXCd0E27PEi+VfVEPC0wG3TBChKbmzM9rxu0gqxceigdCfsiNM3ET4IJPgJHYeDCM7QW1HE3myuq/5P5bDZ91XWNHcaOglDGUEIrDl57aTtpeoyzKnn7eIXWumaN95YzOfBmf81mnBfAe/aUltgw7hJ3DTmEXsKNYM2BhJ7AWrB07psSjq+g31SoaiZagyicX8oj/EY+nianspNytwa3P7YN6rlBYrHw/As5s6VyZOFtUyGLDN7+QxZXwXcexPNzc/QBQ/o+oX1Mvmar/B4R58S9dwUkA/MqhMvsvHc8agCOPAGC8/ktn/QI+HqsBONbJV8iK1DpceSEAKtCBT5QxMAfWwAHW4wG8QQAIAeFgEogDSSANzIRdFsH1LANzwHywBJSBCrAabADVYCvYAfaA/eAgaAZHwSnwM7gEOsF1cAeunl7wFAyA12AIQRASQkcYiDFigdgizogH4osEIeFIDJKApCEZSDYiQRTIfOQrpAJZi1Qj25F65AfkCHIKuYB0IbeRB0gf8gJ5j2IoDTVAzVA7dDzqi7LRaDQJnYFmowVoCVqKrkSr0Dp0H9qEnkIvodfRbvQpOogBTAtjYpaYC+aLcbA4LB3LwmTYQqwcq8TqsEasFf7OV7FurB97hxNxBs7CXeAKjsKTcT5egC/EV+DV+B68CT+DX8Uf4AP4JwKdYEpwJvgTuISphGzCHEIZoZKwi3CYcBY+Tb2E10QikUm0J/rApzGNmEOcR1xB3Ew8QDxJ7CL2EAdJJJIxyZkUSIoj8UiFpDLSJtI+0gnSFVIv6S1Zi2xB9iBHkNPJEvJSciV5L/k4+Qr5MXmIokuxpfhT4igCylzKKspOSivlMqWXMkTVo9pTA6lJ1BzqEmoVtZF6lnqX+lJLS8tKy09ripZYa7FWldb3Wue1Hmi9o+nTnGgc2nSagraStpt2knab9pJOp9vRQ+jp9EL6Sno9/TT9Pv2tNkPbVZurLdBepF2j3aR9RfuZDkXHVoetM1OnRKdS55DOZZ1+XYqunS5Hl6e7ULdG94juTd1BPYaeu16cXr7eCr29ehf0nuiT9O30w/UF+qX6O/RP6/cwMIY1g8PgM75i7GScZfQaEA3sDbgGOQYVBvsNOgwGDPUNJximGBYb1hgeM+xmYkw7JpeZx1zFPMi8wXw/xmwMe4xwzPIxjWOujHljNNYoxEhoVG50wOi60XtjlnG4ca7xGuNm43smuImTyRSTOSZbTM6a9I81GBswlj+2fOzBsb+aoqZOpgmm80x3mLabDpqZm0WaSc02mZ026zdnmoeY55ivNz9u3mfBsAiyEFustzhh8TvLkMVm5bGqWGdYA5amllGWCsvtlh2WQ1b2VslWS60OWN2zplr7WmdZr7dusx6wsbCZbDPfpsHmV1uKra+tyHaj7TnbN3b2dql239g12z2xN7Ln2pfYN9jfdaA7BDsUONQ5XHMkOvo65jpudux0Qp28nERONU6XnVFnb2ex82bnrnGEcX7jJOPqxt10obmwXYpcGlweuDJdY1yXuja7PhtvMz59/Jrx58Z/cvNyy3Pb6XbHXd99kvtS91b3Fx5OHnyPGo9rnnTPCM9Fni2ezyc4TxBO2DLhlhfDa7LXN15tXh+9fbxl3o3efT42Phk+tT43fQ18431X+J73I/iF+i3yO+r3zt/bv9D/oP+fAS4BuQF7A55MtJ8onLhzYk+gVSAvcHtgdxArKCNoW1B3sGUwL7gu+GGIdYggZFfIY7YjO4e9j/0s1C1UFno49A3Hn7OAczIMC4sMKw/rCNcPTw6vDr8fYRWRHdEQMRDpFTkv8mQUISo6ak3UTa4Zl8+t5w5M8pm0YNKZaFp0YnR19MMYpxhZTOtkdPKkyesm3421jZXENseBOG7curh78fbxBfE/TSFOiZ9SM+VRgnvC/IRziYzEWYl7E18nhSatSrqT7JCsSG5L0UmZnlKf8iY1LHVtavfU8VMXTL2UZpImTmtJJ6WnpO9KH5wWPm3DtN7pXtPLpt+YYT+jeMaFmSYz82Yem6UzizfrUAYhIzVjb8YHXhyvjjeYyc2szRzgc/gb+U8FIYL1gj5hoHCt8HFWYNbarCfZgdnrsvtEwaJKUb+YI64WP8+Jytma8yY3Lnd37nBeat6BfHJ+Rv4Rib4kV3Jmtvns4tldUmdpmbS7wL9gQ8GALFq2S47IZ8hbCg3ghr1d4aD4WvGgKKiopujtnJQ5h4r1iiXF7XOd5i6f+7gkouS7efg8/ry2+Zbzl8x/sIC9YPtCZGHmwrZF1otKF/Uujly8Zwl1Se6SX5a6LV279NVXqV+1lpqVLi7t+Try64Yy7TJZ2c1vAr7ZugxfJl7Wsdxz+abln8oF5Rcr3CoqKz6s4K+4+K37t1XfDq/MWtmxynvVltXE1ZLVN9YEr9mzVm9tydqedZPXNa1nrS9f/2rDrA0XKidUbt1I3ajY2F0VU9WyyWbT6k0fqkXV12tCaw7UmtYur32zWbD5ypaQLY1bzbZWbH2/Tbzt1vbI7U11dnWVO4g7inY82pmy89x3vt/V7zLZVbHr427J7u49CXvO1PvU1+813buqAW1QNPTtm76vc3/Y/pZGl8btB5gHKr4H3yu+//2HjB9uHIw+2HbI91Djj7Y/1h5mHC5vQprmNg00i5q7W9Jauo5MOtLWGtB6+CfXn3YftTxac8zw2Krj1OOlx4dPlJwYPCk92X8q+1RP26y2O6ennr52ZsqZjrPRZ8//HPHz6XPscyfOB54/esH/wpGLvhebL3lfamr3aj/8i9cvhzu8O5ou+1xu6fTrbO2a2HX8SvCVU1fDrv58jXvt0vXY6103km/cujn9Zvctwa0nt/NuP/+16NehO4vvEu6W39O9V3nf9H7dvxz/daDbu/vYg7AH7Q8TH97p4fc8/U3+24fe0kf0R5WPLR7XP/F4crQvoq/z92m/9z6VPh3qL/tD74/aZw7Pfvwz5M/2gakDvc9lz4dfrHhp/HL3qwmv2gbjB++/zn899Kb8rfHbPe983517n/r+8dCcD6QPVR8dP7Z+iv50dzh/eFjKk/FUWwEMDjQrC4AXuwGgp8G9QycA1Gnqc55KEPXZVIXAf8Lqs6BKvAHYHQJA8mIAYuAeZQscthDT4F25VU8KAain5+jQiDzL00PNRYMnHsLb4eGXZgCQWgH4KBseHto8PPxxJ0z2NgAnC9TnS6UQ4dlgm5EStd/UBV/KvwHmLX5/KydoFgAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAZ1pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+NTYwPC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjU1MDwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgopZsVfAAAAHGlET1QAAAACAAAAAAAAARMAAAAoAAABEwAAARMAAVrA3PX1KQAAQABJREFUeAHsnQe4VeWV99c+516KohGlCagXe6+oqIAI9oYNC2piNCaZycwkk+SZnufJPJmZZCZlUk3mS2KJvWAXRQSsYO+KiF0RsIP0e8/Z3/qtc9f15XhQVLj33Mt6YZ+999v3f9/nrP9Z5X2zXJNECgQCgUAgEAgEAoFAoBMhkAWB6URvK6YaCAQCgUAgEAgEAoZAEJj4QwgEAoFAIBAIBAKBTodAEJhO98piwoFAIBAIBAKBQCAQBCb+BgKBQCAQCAQCgUCg0yEQBKbTvbKYcCAQCAQCgUAgEAgEgYm/gUAgEAgEAoFAIBDodAhkE2+eGGHUne61xYQDgUAgEAgEAoF1G4EO08Cw/EyWZZ8bfV++Ju2jVt7nHuAzNPRn4Vwqley5isViWw/lctny0rmmeT5v7yet52Xkpdfe+SflUcf7qh6PdoVCwbuJcyAQCAQCgUAg0CkQ+NKXvmTzbDcCUy1ouXfh+nkQq+6PPmrlfZ6+P0sbH9Pb+D3kgGsOf04/U9freZ7fez+cKUvbV9fxcq/LuVadND9tk7bjOlIgEAgEAoFAIFDvCHQ4gVkVQNUCOK3nwp48r/dpeWn7tXHNPDh8Hn4mD60HZ7Qxnu9zIJ9UKz/VlqyqHIJUq4x+XbPCdXUdH59zOk6aH9eBQCAQCAQCgUC9IlA3BMYFuQNVS+B6nVpl3q4jzz4/5pBeV8+J+fszpPX8ulprQ13KvA2Eg+T3fvZxvJ80nzwO7xsTlxOqWn07+fE+4xwIBAKBQCAQCNQTAu1OYGo9vAvctCwVvp7v9WqVeZ16ODNPnyvz8fm6piPNS+frbZw8cO9tvYz6TmBS/xry0zrce1sv8/44O4HxsahD8r6r8yul8RkIBAKBQCAQCNQHAh1GYFyYfhYYqgU0bVMh/Vn6WtN1mZvPz+fkZ8/3Mcn3PK9DWa08b+Pl1PE23o+38zrkQ0A83+ulfXHt/VTnp2NUl8V9IBAIBAKBQCBQDwh0GIH5vA/vQpn21QL4k8o+73ifpV06vpMAJw/cp1oNr+vl6TiuqalVP63HdXU/Pk4tbNK61eXeb1rH8+IcCAQCgUAgEAjUGwJ1QWBcaH4SOKsSuN6GPrwfr+tnr9NeZ+aRkhCuyYOQYLppaWkx8sW9m4G8nDPllDU0NFg/1W0o4/Dkbbnn2p+bcf0gn8R4HGl7K2j98HreR1oW14FAIBAIBAKBQL0gUBcE5tPAQKi6YP4kwdpRwrfWuD5nnzdEYsmSJfLss8/K/fffL+uvv75suummsueee8omm2wi3bp1s2f0vsCkublZXnnlFXnppZfkxRdflBUrVsh6660n++23nwwZMsT6gIhUY0IfS5culVdffdXazZo1S3r27Cl9+/aVnXbaycblxTuJ8Tl6P37/ae8lygOBQCAQCAQCgY5CoEMIzGcVkNT3NqmQBTS/7ygAGZe5eUrnQz7EBaKwbNkyeeONN2Ty5Mly5ZVXSp8+fWSXXXaRcePGSVNTkxET6pKo/+6771r9hx56SB5//HGZOXOmLF++3EjLwQcfbMRnyy23tH423HDDtjkw/ptvvmmk54knnpAnn3zSjl69esnAgQNl9913t2O33XazMbt37/4xbP1Z4hwIBAKBQCAQCNQrAh1CYFIwViX8qUMZB0K5mhh4u+oyb8c5bcP92kyfNFfGfe+990zzcsMNN8gVV1whW2yxhWlSvvGNb8g222xjZCLVptx3331yyy23yD333COzZ882AuRkqHfv3gIBOfLII2X//feXnXfeeaVnnTBhglx//fVGfObNm2faGMxRjY2Npok59NBDhXEhTmhlIgUCgUAgEAgEAp0NgQ4hMAhi/Dw4MJPg41FNVCAfTgoANSUjTl4Q+JheEMwI6LROR7wIfwYfG63LokWLZO7cuYIZ54477pAHHnhA0IygPRk+fLh885vflO2331422GCDNk3N22+/Ldddd51cfvnlMmfOHMNh8ODB9nyYhtDkbLzxxjJq1Cg54YQTZMyYMebXwnjvv/++/N///Z9cddVV8sEHHwial80331wWLFhgJGr+/PlmRjruuOPksMMOMyJUD9g5ZnEOBAKBQCAQCARWB4EOITAQl8WLF8vChQvtwLcDUgMB4YCYeHKy4vecyaMOxIUHQPgjqL19WrcjrpkfpOydd94xP5RHHnlEpk+fbgQGAsE8ITAHHHCAfP3rX5cdd9xR0KrQjjYQnIsvvlguvfRSMxFBcEaOHGkkhfLbbrvNyAmam3POOUdOOeUUwRSE2Qmi9Lvf/U7Q9LiPDQTn5ZdfNv8bTFI48eJD83d/93dy9NFHm/YndSYGM+YYKRAIBAKBQCAQqFcEOoTAuFZixowZwgF5caLiJMTvHTjyIQUkJzj4fuy9995mQtluu+0svyMEb0q+mB9aEjQnDz74oNx+++1GHl5//XV56623zBTEs0Eg0MBgytlhhx2MiNEPjreTJk0yAnLXXXfJQQcdZJqWAw880Agb2pxf//rX8thjjxnxOP300+W0004zLQu+L4yHCQm/GbA55JBDZOzYsQJxcmL02muvGVZ/+7d/K8cff7yZs3AOrpWYq2Na653Qhnyv53Vr9RV5gUAgEAgEAoHAmkKgQwgMpg38OhC0HNUEhodzoci1C0XqkSAwlOO/ccwxx5iAJzIHLYLXtYrt9OHz8rHRLEEwJk6caP4u5GPqgiTw7JiAnMC4CYkXgTntmWeeMe3LnXfeaRh95StfsWfE14U+IDA/+clPzBkYbQzkBEfgPfbYwyKWLrroIsF/hjK0K+Bz7LHHyocffihPPfWU/Pa3vzUzFmRn/PjxgilpxIgRFglVCy4nJv4+/BnTupSRKKtVntaN60AgEAgEAoFAYE0g0CEEBodWwokvu+wyM5NgQnLtigtBF5j+kKlgdKE6YMAAOemkk+Twww83EuO+HKlA9fZr+8yYEBnmiR/K1KlT5cYbb5RrrrnGnHVxusWkgznp6quvbiMwf/VXf2UaGLRJmNXQ2vzyl780AoTfyre+9S0jKbTHZIaZ6IILLjBy9PDDD5sZCmfeUeoP88ILL8jPf/5z0/hQ98wzz5QjjjjC6jC/VzQk+/zzz5cpU6YIbffaay/T0GDGwql4Vcnx9HJ/F+Tz3iCUrhXzOnEOBAKBQCAQCATWJgIdQmAQwmgaLrnkEjsgMO7PgnPqRhttZBoWHhxh6QLUNS8QBa5ZPwX/DrQvQ4cO/ZgQdUG7NgH0vpmjzxMNDATh0UcfNcLC/PBjYc5EFv3mN79ZicBQBoHBtIavDBoWCB6+Qt/+9rdNi4KfDBoYyBH+MTfffLNpWlhHBgwwFbFWzP/8z/+Ylob+vvrVr5qjLqYkxsasRVtMVEQ3bbvttmai+t73vidbbbWVzd+fg7Pj53npvZNFJ22UebljEudAIBAIBAKBQGBtIdDuBAZhiAbGCQwCFdMJE0GIIsxxcHVhyNkFKEKY5EIT510EO86stPHkbf1+bZ+ZH4lxmRs+MPiZYMaBzDBH1n3B/POXv/xF/uu//mulKCT8d3gWNDD33nuv/Od//qc8//zzRjqcwEA2cNRFK0MfN910k9VlLRn8YwiNhsD87Gc/s3FxCj777LON2KBpgXBgNiKyCdPWtGnTjESNUs3NP/3TPxn2zB1TEwvu8U54HjBHy8IzYqKjDon3xWJ8TmTIo357Y8+4kQKBQCAQCATWPQTancAAMRoYNAxoYCAwaGBYZA2nVrQJw4YNszeRCkMnCf6KKEN4En3EgcYhrZO29TZr65yOyxgIfEgAC8/xbIDMfHDk5XnRsGCy4XkxEUHaIDBoYPBfgeA899xz9jwQGHxYIDmugSE6CU3O3XffbWHQkBBww4SUEpivfe1rRmwgMJAPfG9oe+uttwoOwhBGyM8//MM/SJOuCcOcWT8Gx2ocjp3E+PM5pj169DDNzb777msO1BArkpfbTXwEAoFAIBAIBAJrEYEOITDuAwOBQZuAkEeA4suBU+ro0aNXemQXjP7r3zUxCNbqvLSht0vz1sa1C/i0b8Ymn4Nr18pUE5i/+Zu/aSMwaD/QwPz4xz+2lXdp+53vfKeNwGBmw4TEQniYkCAwaGAgMGCGBuYXv/iFsI4MGphzzz23jcCAWTWBQWsFgUEDw1oxaIvOO+880+5AtiBgzJ22zAVCwwGBwQEYB2Hao4mJFAgEAoFAIBAItCcC7U5gEIQQGJbGR5hDYBCKQzSsmKgZtA2EDpOoC0FBgCJIV0VWqutxT6JNeyfG5nCS5eOj3YAU8LwQFMgD0T9//dd/bQQGEoB5CAKDBob1XOjju9/9rhEFzGQQGKKYIDBoYIhUYm8j1oiBwLBn0q9+9SszIeFLhAYG3xg0MGCBDwwmJDQwmJDQAkFA/vVf/9Wu0QDxTlhwj7nyXtBycXDN2MyRRPg274qxg8D4W45zIBAIBAKBQHshUDcEhoginF1Z3I2QYCcATlqcjDhBYHNCJr/ZZptZeLID5vX8vr3OPi8f388+PgQGvxjXwEDYeFYnMJjB8IFho8ef/vSn8vTTT5tmChMTmg62C8CEhPmNUGn8WFjVF+dlSAr7I7kPDJoWSMVZZ51lEVqYepgP49MWJ16chXfddVczPbEeDDiicWH9GPqBqIA95MWJE/sqER5OP2eccUYQGH+5cQ4EAoFAIBBodwQ6jMDg44E2AoFKtA0+LAj1rbfe2rQBvqYLQhRyQILUcI+PCU6x1EeDAPnp6MQcVxVSTJlrYCAw//3f/y1NajJjbRfCqD0KCVMaYdZEKRHFBFkhkggCAwnB1wTflN///vemRQHDUWo+QhOCBsZ9YNx/5tRTTzWzHHXADQ0N2wwQ4s2aMGi6CLOmHj5I1GEOaFu4hvSAOcQJUsQKwKzwi48MIdpuQlrVIngd/U5i/EAgEAgEAoGui0CHEhiE+YUXXmgEBkGJIEQTwdk1GE5eeAXkcc+B+QPtAwKeCJ3q+n7fXq/O58W4HBAAEvk8Gz4w7sSLCalJCQxOvOk6MBA5d27GxIOZDbMavkEcYMOKuj/60Y+MhOAzw0q6LGTHOjGs4otfEQ66EA5IDeTm5JNPtugiNCisMUN4N740aGhYyI4wa/4Q/Bn87Ngxf7QumJ6cwKQamCAwjlScA4FAIBAIBNoLgbohMGgvPKXkA2HqyfPJQ1MDAcBHBD8QL6uu6/dr+5zOk7H8nnNKYNA6EYXkJiQnMLwISM8rutgcRIFF8CAxmI7Q1LBYH0QBB120KISho7VCE4IGZdCgQUZa2Erg2muvNQ0OkUtoWSA5hHSjdcF/hj5oi3kKgoMGC8dcUoqjPwN5Pi8nMPjAhAbGIIuPQCAQCAQCgQ5AoN0JDM/oTrypCSnVWKQ4IDxTQUoZ94QA40Py/e9/34Q87SEKqQBO+1mb1+n8uOZgHj4X7vFvcQ0Mi801qQaG+fteSEQNkTARoSFBk8JKxfigQE7QknCNbwp+KBA+TE9EGkFgMLmxzgv7Hf3pT38yJ18ID0Rvn332kXnz5pkWhfVlGAuNDWPjOwNufqTPkmIGgcGEBLHChMSYaIdGqXkKfxt/5rRNXAcCgUAgEAgEAmsLgbohMEyEyBwWfUPouiBNH9zzIAYIYRxP0U6wJ1IqQFPi4NfeT1rP+6Osup7Xr3WmnfeTtqvVn+dV+8AQVYQGiUghNCW++jCmJjQkaGHYJwpnXqKD0JIwFj4q9EXYM+QD0xL9UAZJoi3EB00JZh+ICfjQBwftMb2deOKJFkEECSLRPn2W6ud2AkO/OABHGHU1QnEfCAQCgUAg0J4I1A2BgYzgs4FZgrOTBMBwwepkgHsEM1oHHFs5e1k1eN6WfO8zzfP6tfK8Ty/jnmvOaHy4Zh6evNzvOXsfy5Yts5V4Me+w1oprRvBPGaLOyCxk53Xpl2gg1nlB64FTLv4xaF14VggJodFoQFgHBn+gdI7sdTR58uS2TRsZm76JJmL7BaKW8B3q16+f+b4wT2/Pda2UEhgW20tNSBFGXQuxyAsEAoFAIBBYmwi0O4FBkLoJCSdej0JCCOPngU8GfhsuzFOC4EC4sOVMud9TTjsO8ji8n/Ta++GctuXe61eXQVgo8/F8DOp5qpVHGW0hHxAJIoUwAaFxYXNHHJDxR8E8lCYWlcNvhZBmTE847xIdBAlBY9OkJija8wJTp2f6oJ2bjGiLQy/tGAec0XRhgoP8VY/rz1+NexCY9O3EdSAQCAQCgUBHI9BhBMajbfCDQTAjkI866qi2kOBqQboqcuAAen3uva6TE79P66Rl3kf12euQX01gquty7/2n7cj3tlxj5iECiNBkHGeJLEKrQhtv5/3QDrMPC8hhGkILAxHBfMSLoz5tq8kG40CYIEGEYkN+aIempH///jamL/9P3VrJ5+JlQWAciTgHAoFAIBAI1AMC7U5geOhaWwlgRkkJzKeB40Le63HvQtfPXsbZ63s9rwNJ4HDNirfxcr93EpLW8z6py7X37W04V/dDHfoi349V9ZP2CyHx+szB++Ha76vHo47Xoy2JutXJy6rz0/sgMCkacR0IBAKBQCDQ0Qh0KIHBhOQamMGDB9uidGxKyIq8rpVA2HtKBb0LdDQYfnh5KqQ9z/tIzylB+CQh7vVo69f0y3Xa7pPG8rbp+FzTxg/m7f1X1/fxvL238Tlwnyafl+f7veNZjZH353NI++I6CEw1InEfCAQCgUAg0JEIdAiB8d2oncBARlhZF4fUPffc0yKR8M1A6LrABSS/RshidqIOxAeTSpOaoDy5UOfe29TKS4W4t3WBn96TRz8cXs41ZhmfZ3V9+nZSQJkTCD+T5+V+dtLmY6R1qe+pVrn3QR1/Vq/nedwzby9P872MedfCJQgMaEUKBAKBQCAQqBcE2p3AIChTJ15IDGQEnxAcW4mS8ZDiVNACGG05yGffHpxXWeOE7QSIrHECQHmaaENK870f8quv07rMjdBmfFc4UxcBz1g4xaL94d7nCkHw9tXj+Tjkc12dvL6XpfW8jDZp+ercp3X8GtKY4kWfab/peLQJAgMKkQKBQCAQCATqBYEOIzDuxOsEBuGJQHWthmsKIAcuWFPQIBYQCCKWCCc+6aSTrG0q9Knvgtj78HvKPM+viRJioTg0RBxc40QLeaEM0uSJfhif8Gc2luQM8WIXaNaowWE2jfBhLA7acaRj02c6L3/2NM/H5ez9eJ7fV/fp9ymG9En/HCnx8n69z+qxg8A4MnEOBAKBQCAQqAcE2p3A8NCQA5bCZ7VZDhZXQyNQnRCiHC6I/Z56CGCIAmvGjB071laGhTBQ1w+vz9kTZX6fEgUIEfOaNWuWhTmzqeLs2bMtggfyQkrbUZ9IHogK67JgxiIkGhMYy/+zOSIaIpLP3270w/vxeZIPmSCR5/PyPCto/UjnX53v/Xk7opYYyzUt1KcOifz02jI/4SMIzCeAE0WBQCAQCAQC7Y5AhxAYtBpz5syRe+65xxZrgwy40K4W7n6fIoPghfBAHvCbwYzkq9Gm9Wpd05Y+GQ+NCuHJrJPCPkEss8/qtXPnzrV8wpcxG1GX5G19fNcYEQ7tGhjIDOuzsNYK67WwTxMLxqGdcSJBew6SPx9nz0/zqON10/pce6Lc23seZ28HofFrL/c23s7H9PLqcxCYakTiPhAIBAKBQKAjEegQAoPGhZ2UEYovv/yykREXsAhbhCmkwfMAyAUteRyUo3GBLNRy4nVQ0z7Iox2aCcZn7yA0LizXz+qy7P6MFoY6kA3mwhhck6r7skz9gEz5Srm0RTPDgnG77767RVSxPQILx0FuIDv+LLTnmoNEW5JrULiuHtPrUkby8jSfPI5P6odyH7tWH5XeP/oMAvMRFnEVCAQCgUAg0PEIdAiBcRKBBsTNMy50XaiuChqvRzl1cf6FMOCHUi2IuU8FO20YG60LPjiTJk2yJfvRvKBtYY8hynHMxb8FDQ9mII6UWNEPib4hL/jIQIjwmeEagsa8aA/ALPvPxo2sNEzUFCSmeq6VHj/69OesxsOfydv7PD5qWSE1lKcEhvK0TdrO86uxSvsMApOiEdeBQCAQCAQCHY1AhxAYHrqW0KyVVwsg6tUSttXt/Z4+vD6E48knnzTz1TXXXGMmI4gLpAUwCOfG5ONmH0xDEA4nMPSZjk9/mMRYXRdiRIQV15AZrjkgLWygyP5Du+66q41R67nSPJ+7z9vL0rE/qQ71q9uSV6tNrTzqpikITIpGXAcCgUAgEAh0NAIdRmDa68HdLIMw58DUwwaJN998s1x33XWWB8HA5MMGi5h7MEkNGjTITD4QG8xI1WTAhT794ycDUWH/IZbtxzTFHkaYpPCtQSvDZpXf/va3TRODOam6v/bC4/OOEwTm8yIX7QKBQCAQCATWBgJdlsA4wXDQ/B7C8eijj1qkEZoYTEVNuggehMW1LpAWzD9oXgjrdrLhZ++TM/1CijCHQWTQ5kBY2IcIIoPg54xJiVWGt99+exsr7aMzXAeB6QxvKeYYCAQCgcC6g0CXJjCQCycdTmA4s0MzkUZoTQjFhrxgOvKwZ15/dbs0r/rPw/smn2s/MC3hFEzEFeQGogRJYszOloLAdLY3FvMNBAKBQKBrI9BlCQyvDSLhRMRfI3k4DvvaM2hY0I5gJkr9XLw+57QPJydpvpupqqOVPDqJ8bhGo8NYjNnZUhCYzvbGYr6BQCAQCHRtBLo8gfHXBwlx8oHJB40IZh6unYBUExVv62fae6pVlzzMTxxERkFovI2fqVMdHeR91vM5CEw9v52YWyAQCAQC6x4CXZrA8DqryQn3kJd33nnHFq4j/BkSA7FwUuJEJ/1zcAJCntf1vLQdDsA47LKnE9oW6kBYONK5eJt0jHq+DgJTz28n5hYIBAKBwLqHQJcmME4w0tcKiSBaiK0CrrjiCrvGvENyUlGrHeXkO3nxe85pYmNJjj322ONjvi7eb2hgUsTiOhAIBAKBQCAQ+OwIdHkCU01KIBGEOE+ZMkV++tOfyquvvmr+KasLXS0C48SEPk488UQ54YQTbJPJAQMGrESKqgnQ6o5ZD/VCA1MPbyHmEAgEAoFAIOAIdGkC4w/JGc0L5IPzSy+91EZg2PsIDYyTELQjXDvZ8D68nHsnRX72+pQdf/zxdrDJJNscdEZtC89RnYLAVCMS94FAIBAIBAIdiUCXJjApCXEC4iakxx57TK6++mpbeI48ktd3QuIExc+f9KK8fzaV5Nhtt93MD4a2XubtV6c/r1sv5yAw9fImYh6BQCAQCAQCINBlCUxKQpwwkAdZYX0WFpdjITuunWCkZ79Gg0J77wPQvIwzR1o+ZMgQadL1XgYOHGj7M3l9b5PWpayzpCAwneVNxTwDgUAgEFg3EOiyBIbX5+SCa9eyQCA8jJo9i7hOkxONNC+9TokM+ekY3LOCLwebS3oYtbfxun5P/c6SgsB0ljcV8wwEAoFAYN1AoEsTGH+FEAcnJqlPiudRz0mFkwzObA/gGzUSbs02AfjL0Ach0mz0yFYEgAhhYTE82nkf9Jtec0/ysSp3neMzCEzneE8xy0AgEAgEUgRUItm/TDPVlmCfaTnXrHBGiQosPivJMvSjtZBT5bJSx4otr9Jra6t2PXV5AgOBqE6rQyAgKm+99ZbMnj1bHn74YZk1a5YgxFn8jpV0+/btKzvssIPssssu5u/CdgQsYOfjMQaH3zOH1Rm3eq71ch8Epl7eRMwjEAgEAoHVQwDpV9J/Zf2nP69FHSJUJjVorp71s6AH57KykYLKyqzVH1SFleQUUqB19VZ70L70nGl/tK601aAXvaNfarZ36vIEBkA/K4mAuBBe/eCDD5qfzAsvvGDrxbB3EtsCYBqCrPTv398Wrdt5551l9913l6FDh8pGG21kJiQnKz42Z9f+cO3l7f3CP+94QWA+L3LRLhAIBAKBDkJA2YnRl6wsRb2GaPCpMbltE8ozKIwSk7LKJZVNkJRcD6upFxlHoUJ4ykZXoDKVNpVaRSM4H/Vo3bXLxzpBYFYXSYgFmhcilO6880656aabjMBgPiJBOpx4UBe/GkxJrL47cuRIOfnkk2XHHXe0zSG9Hu1S/xvuncCkdciv5xQEpp7fTswtEAgEAoEqBOAYyjXKqiopK0kp8sPZmIkuJwJJsX+0oaL+wK4E48oKmIgehVy1NqqGqZCeVnqifVBmXWuf6F0KqGpa29Bbe6Z1msA4kXDA0a6we/SNN94oV111lZmP2HIAR1+ICpsxYj6C5OAP09zcbE3ZxXrrrbeWYcOG2SJ2kBm0NNUEBSJDnh8+bmc4B4HpDG8p5hgIBAKBQCsCFV5SIStKMEzDAuXQ67JqZNCmkOAeRlLsVsmN5WIlqGhkKG+taiXlrGI2Iq+tLRdW0aq020cQGN5ma4KsPP3003LllVfKNddcYw68OObi74K5qE+fPrZJI4QGrcz8+fPl7bfflgULFphJiT2QzjnnHBk7dqy1YUNHSJInJ0xBYByROAcCgUAgEAisLQSQOUig3FhLhWNATNR+oHlQFSU0qpVBz1KRVC4PIS+00zoQGTUvWdLiFikqASpIUYvwg2kTod60UrNdPrs0gXHCsLpI4utyww03yMSJE+Xuu+82TYubh/Bx2XbbbU0LgwZm8eLF8sADD8j9999vpAdCA2EZP368bSew1157ycYbb2wExkmM+8CgieG6WkOzuvPsiHqhgekI1GPMQCAQCAQ+HwIVE1HFawWX24r1R01JpnuBvCgx0bsME5DalDA1meOulsBbCrrCSBnHGWUqmZqT4CcQoeXal0ow6U4dMvXoAO6iA3fhhezs6fTDyQP3qyIMXgfty0UXXSTTpk2Tp556yhajwyw0btw42XLLLW1lXQ+VxnzElgT4y1x++eXy3HPPyYoVK+Too4+WY445Rg499FDbSoAxvf/q8avvfc71eA4CU49vJeYUCAQCgUBtBEzLovoSZSB2VHQokJYKITECQ0SSamDIxZm3XKhobNC+NJSU9HABQVFGUyFE6idq/RXUP4Z8erULPbc/jenSGhhFtI08cE2qJg1OLtCKPP744/K73/1OZsyYYVFIe++9txGSc889t23J4kovlU98ZtDa/PCHPzSNDQvjsRP1EUccYb4wTU1NbZFHtPCxqueQ9lmv10Fg6vXNxLwCgUAgEKiFgO7xJ81KK5TA5I3wlFYSomuZqTrG6EZeVLlUMR/lSnbycouUm1do1FGDNHbvaZoZ09xAbIzEEELdoAfqGsas5GdqUgoCU+sdrKG8VZEH8iEvnNGm/Pa3vzUCM2fOHNtRGm3KaaedZgvWMRXqkiAhXBNu/aMf/cg2h6QNDrwQmJNOOkmcwPjY3s466GQfQWA62QuL6QYCgcA6jkBJ+YUGmihJgcCQcg01woG3QmCwDmBQUlmmbCZbvFAK778r+SuvS6aLsxZ23tG0LbnaloqQH21XLij5KReVvrSSHvIydDJqioLUtHPq8hoYx9NJRLX2IyUwaGD+8Ic/yH333ScIbDQwRx55pHz5y182B14ikLwf+mWVXha4++lPf2oaGBx6x4wZI0cddZQcd9xxFl5NfR/Tz2mez6/ez0Fg6v0NxfwCgUAgEEgR0B/buTmy6FlJTEpCVB2D74stSdeaX1CZlz03S/KHnhDZtL/IUWOkvOEmIj16qc6lQmBKEBhtR1vtwUhNqZXAQGraOwWBUYIBoeDAB+bCCy+0NWC4JvoIQvLd737XtClsG5A64mI+wtx03nnnyRNPPGHh1mhsiEI67LDDZMCAAeYITEi1t/OxIDNOaNr7pX+e8YLAfB7Uok0gEAgEAh2EgMo0seghiAaEZWUtCh67LWb5KSlBUU3N3TMkv+NuKU/SY8vNpHzOySI77CyFgZtLo7dVskK3kJdipuYnfTS8Y9C/8K+9U5cmMJCF6lSLNHi9F1980daAueWWW0yjwtovW221lfm17LTTTjJkyBBhzRfCqD/44APzmXnkkUeEg3vWiTn11FPN/2XPPfdsi0JKyYqPxbxqzaV6vvVyHwSmXt5EzCMQCAQCgdVAANKhMrBFiQUmInO6VbpR1vAizECZamUgMFl5uTQ0L5KWy66X8oRbJZv5vOSbDZTykaOleMihUtAIXPxnKlsItFS0NqptaTTfGh1Dp6L8qEPk2TpFYD6NMMybN8+2D2ANGMKply5dagvSsT0ABIa9j9DCsMkja8CgdXn++edtQTs2dhw4cKCZm9DAsCYMu1JXj+kEpjp/Nf4cO7RKEJgOhT8GDwQCgUDgMyFQUcAogVF2od4w0k2ZRsF8VprbCIwGGkm2BN+XudJ83iVSuvImafhwoUjfPlLeaUcpnnmqFMaMklKP7irLcmlQJ99mjZ1mHZhGzEjKjCwQiXjq9rcgtQXX6BYINdQVnwmuzl8ZwsJKvBMmTLDQaExEaFYInYa4QFIwBeG8S8g0GzviBwN0Q1Q7s//++5vz7kEHHWSaGkxHniAstOPc2cgLzxAExt9knAOBQCAQqCDQpuNPxKd+w38yPJ9S/MmNV79UHSPUgqR+MKhfIBut5qIMc5GxDZx79QlefU3yhx+Q0jW3SHnadCk0q86mW3eRXhtK/g01I51wuGSDtpJC9/WlUNIwal0Xpmz7DrD9gLrvltRDBlEXBGb1X87aqAkRwTw0ffp0uf32200bA4lhhV4IC2Upz2PhOkxKm2yyiWAyYu0X1o3ZfvvtbXopUXECQ0FnJDFBYNbGX1z0GQgEAp0Zgc9KYCAVRnDagcQwVq4EBjeYHE2Jakkq67bguluZQKbrmeWPPC6lq2+QfPqDZj5SCVVx0lXGUz75EJHjDpbCsBGS9e4nWUn9XorqB4MvjGpzMEMVyhrhhCanHZ6p+m+lS5uQqh92de/ZdfqNN96QqVOnWkQSPi5EGKFtcWdctCkQl8GDB8s+++xj4dMHH3yw7UYNsXFti9f3sSFAlJGfEhwvr9dzEJh6fTMxr0AgEOgoBPwH7Urf5c5qEq0MPiQk6rffD1ijMLICi4ESmUZd26WgpITpoSwplDWiaOlCKU26U5b/9x+lOOd1KS54X4lOJcKIivnQHUVG7yfFM8ZJvvmWSoa6mxmK+CXtQD1qCMOuBFF3AH8JE5L/UXHGt4V9jTijcWFhujfffFNw7sW0hMnIiQd/hPjGEKnERo5bbLGFkRnIi6/WW/3H6n/sjLXSHzwZdZ6CwNT5C4rpBQKBQLsj4N/pK32fI/iNJvh0XLRDHSpppfqeuYbPzC1X8tKimpKSHg1oS/RfriSGlXWzJYsle1K1L7dOlea/XC/FDxeo+WiFkpTKfPFtyfr3Edl9B8m+fpqUd99DSn0Hqx+MbUygVint39Quuk6Mzt2fcg0/xid2FxoYhcdetL5sCAtOuexrRN6mm25qfi8gyN5H7EDNHx4khgMnXfxi2POIiKVqrYv3SxsO7knt8cdrA63BjyAwaxDM6CoQCAS6BAK1vtM9zx7QBHyNR1VZsLblgMmfUsVfBXNPsdS6aWORlXTVHeK9dyS/7kYp3TZVStPu13L1fdH5trBWq87PtDQaKi1Ng0W+frKUDxwhpZ131y0GNIRaSU6JfZKUtVg9vQgCU+M9t0eWvWh9YR5G/dBDD9k+R9tss435tLC2C0zPnXK9PgvboW3hgNB4Sv+AyU/v1/Yfrc9hTZ+DwKxpRKO/QCAQ6PQIfKRUsUepGG0qT/VJ3/XtIux1biZ71F+F1VqyZiarckrlVa6h0/LmG9Ly+4ulNOVeKc1+UdeC0fVciur30vokBdXe5Oq0m/fvK9nYMZIddpAURh+kRIVl7dR0pBoY/VluxMW2K7Ara9xuH6GBUaidkLCB4/nnny933XWXzJw500xDbAvw93//99KvXz/xlXhXRUj4g0ULQ3n6x5te82ar79vtbX+BgYLAfAHwomkgEAh0TQRWIjDQF5UnPKkxlApNsU+VCZZURrQLeamMZpoUmxHRSPAYHT1vUK0KBOadt6R0/WQpPTVTSu++o7SExelUs2JbTGvItLZpgcBsuIEU99hFsr12E9l7d12Jt7JtAAvY8Sz2PIQ4adv2TkFgFHEnMOyF9Jvf/Ebuv/9+efnll82nhd2lf/CDH9hWArycUsn+Ckwb42QFLYuTkjSPfrn3cq6pl2pr2vuFf97xgsB8XuSiXSAQCHRZBJzAtBIUcx/R73gnMpUrfXrK9T/f/y4r1j4mrbNApUIoNeRFTxpRrVcaidS8XPI350pZfTtbViyrmJi0wgrV0sBFuqmGpZkopsZu0rhRP8k3+pK09N5AGrU/jaS257FnoOsOcoIJAsN70D8uDvY1uuqqq2Ty5MmCGQnfFtZ0+d73vmdOuvi7YC7iD5D6pPSPMc3zfPK4TttUt7OO6vwjCEydv6CYXiAQCLQ/AhUxgBCBFbQ6tVamUdHHaLbX0WzTvyDw2yExvv1TUmJh1MyPf+oPQyxSUaOQ8iXLJF+hodT80G4lJWhWSGwUwEJ3uZqVio3rSd6tUcrd1F1Cn4KDamV9OGoX2pWY2fTsIwiMwuDEg52lp0yZItddd52tA9OzZ0/ZXZdRZnsA/GHY24goIzQoaGKqiQn9QHI42FbAfWYcbicxKanxsno/B4Gp9zcU8wsEAoF2R8DJiX73u/bF54Bod/JixMXq6kdF9q/049fbrMkz45eZlw6Y6+TQqmiOzlN3j9Z8lCaVTwq0jv6DiHGlORSatkbZibWvZDB/Su2JTLGjNEjNT8Q3WStatlsKApNATcg05qMrrrjCSAwEpHfv3rardFNTk5mUiDaCiDiBobkTIPJ322032WWXXaxNr169jOykZiUnMZw7UwoC05neVsw1EAgE2gUBleckE/5ctH2va46RAQS9ftdTjxXl8JFEq2GLylVkwNqSBYyPZoWwacZD66JemvqpP76Zm80dp138XpgeVMTJSIWQECZNK41Z4uks+qilVeuiktBycarAf0a7aPcUBCaBHA0M5iM0MJMmTbISTEZoXTAnQWYgNU5CnLh4F+Sze/Xo0aNtZV4Wukvruu+L/WG3/aF76/o+B4Gp7/cTswsEAoEOQKAi11WQt14k3+sVAtOqq1Bn2LIu0V/S9cUyNcNIo67J0uo7ubYIDNoUiyJCgwJhUn8WIzDKmyAvaklSDYqWtfIriA3PwbJ0Rl/Qymg57jPQHugWWharpe0hLUbdtDPyjai18ysIApMA/uyzz8oll1xiZqSHH37YGHQtkuKkhKaU84fImeOEE06wAyKDyalWot5a+6OtNeAayAsCswZAjC4CgUCgayGgghyhz3c62peVvtf5nkfIU6aLq7QsXSbLP1wkxfW6S3H9npLpj2Fkh/+wTYFZIzJCh1W2YRofQp7R/lgq6Lit/i5oXkjsVK3qGj70OcjUeWtb3erI2rfmWLFV1Q+6NBZUQAeDQar9dTBdnsDYHxY4J8xYb9tSWk7oNATmjjvuMCdeZ8iYgEhpH2k774zyE0880QjMgQceKP379/ciO9dqs1KFOr4JAlPHLyemFggEAh2DAOREE6c2bYaKC0S5Kj0osaNFyUHp+Rcln3yXFDHn6Aq35QP2Ff2Vq0RASYzWpQ3aELQd7GGUKZEoaIaZeujL+tPz6qbK0NantW2dq3Zs06I7tCucbQybK52To0nbMx9uW3Ms24q0rJLHBQO1Vmyr0T4XQWD8pSremJB8E8dnnnnGIo54DU5guHYSk5KR9BrNy6hRo8z5F5NTmtJ6aX5nuA4C0xneUswxEAgE2hUBlR+IbyQ9P3MtWlnzkOnFVsGPb0nzkkWS33e/FP54qYYvN0u22aZSPud0kZ12VE1MTyU1yJZK+4pGp0JgMsiNdmy/v2E4kVZCoMsTGH9aJw/c1yIh5LMH0gcffGAH2wl4PScw9EGe53uf3FOHg72R8H3BgRd/mbSN10/nwHVnSEFgOsNbijkGAoFAeyJgZEMHNGMRREOJS66Mw/xNWvQG9wINUy69MFO1L3dKdsE1kuu2NPng/lL87tck228/yTYeaFYbwpvN1KO6GLQyaHRIBfWfMZmDlSbSSgh0WQIDWUjJA0/tBMIJCISDa79funSpbdrIbtQQGPY6YsPGPn36tGljHD3vG9Lz+uuvyzvvvGO7VQ8cOFA4cPr1lXvTMarn4P3V+zkITL2/oZhfIBAItDcCaF840L7gClIg0qiobq4wGVxD8CdZtEiap94h+aSp0nDTNCmrnMn7bizF04+V7ODRInspiVGigz9JWVeII56nkDcoganQowwzEv9CA6OArpy6LIFxjYhHDa382BUyU00mICFPP/20vPDCCzJv3jzbzHHbbbeVoUOHCmvCONGhnZMfNDZELOEAPH/+fNljjz1kr732ku2220423HDDj5Go6nl0lvsgMJ3lTcU8A4FAoL0QcPICV4HANKi2RBo06Fg9XMuqRcmU0OQqV5b/5WKR26dJt0dVE6PRSOUN1pPCPrtJdtThIuNPl4Kudou+pdyg5iUjMLponBIaozD4wlhuez1V5xmnyxIYJye8CogH957n9ys0pM3zWN8FH5hbbrnF1oJhVd4ttthCRowYIePHj7fNHJ3A0KdvKcDaMb/4xS/kgQcekIW6JPPIkSNl9OjRtoJvdRRS2p4+OlMKAtOZ3lbMNRAIBNoDgbI62xqJgWSoGsaW2NeF4shjT6HsrbclmzlLll+gBOb+h6Vh/rsqc1TT0qObOvD2FTlsjBS+ebYU+6pJaf1eSlp0jRb7xzq4/NMf21gJ9BwKmI+/0S5LYHhUyImThmoCs1jtkK+99ppwhoyw1gtC+qabbjIy8vzzz9tidMOHD5fTTz/9YwSG/tDCzJkzR375y1/KI488IsuWLbN1YI488kiLRIIAOVnyufh8Pv4q6jsHbG677Ta54YYb5L777jNM2KWbaCtMbZECgUAgEFjXECizHD8PneGgoktqIHM0wwiMso5MNwjO7pkuzVddL/mzz0tBHXiJ7GF5/ryhUbLh+0rhq6dKcZddpbDZ5gafub7wo5setTL1g8AYNB/76LIExgmGh0Lz5OSRIBFs1jhhwgQjMYvURkk9zEFoXtCqcE0U0WabbWbmILYGoB2khUR9rtG6PProo2ZyQqODQD/88MNt+4Gmpiary7hOYMjojCQmCIy9yvgIBAKBQCBBQDUwEBZzusX3paxaGBaC0zzWr711kuTX3STl6Y9K+c35mqfyQ+vj11JAQ7PNEJHhe0t2/LFSOGB/JSpKhIytqJZGe2GJOBrwWdHDJEPHpSkWgEFXFm6V7l0ElGrSkD4WZRCYG2+8UWbMmCFPKUsmeRTSkiVLBDICaUG7AMtzXxonME5CqIfTL21aWlrkiCOOEDQT7GI9ePDglUhTOgdvn+bV83UQmHp+OzG3QCAQ6AgE2sSmaUqUzKgJqMDqb8uWS2nhuyKXXSPZFddJ/sa8SvQR5AQCoycO2USX2mhSOXHWaSJHHiYNG/SWrFFX6s3UT0a1OkqHWslLa33aRGpDoMtqYPwJnchwD2nggGjgpMu+R2hhrr32WjMjOTmhbtsfZtKOtt6fE5D0DMkZN26cHH/88XLAAQdY9BJ9ko/GxvulD9p5Wyuo848gMHX+gmJ6gUAg0O4IEHQEIWEhOtOuWPSRaucXfCDNr78khT9fIcXLb2grM9Ki3/3GXlQO5EpWyj17SPns8ZKfcIx0G7yFrtTbQztrVgLTqIRIt67RIfxo9wes8wG7NIFJSQjvwQkD+WhMIDHXX3+9XHrppTJ37lxZsGCBERl8YpzMQDwIh041MPTDHknUgwxRh1DrIUOGGHk59NBDzfSE9sbJSvX4Ppc6//tom14QmDYo4iIQCAQCAUNARYmSE/xe9FNZhjncoo1Z/KHIO3NEJk6TbOoMybvh06LmoxZ10uXHK5SECCX1g9EQV8lHD5d8v70l33SQFHr0lAb94VtWucIeRnRsJiRYTKSVEFgnCEwtsgBBaVaHKrQwbB2AM+4bb7xhZ8Kh8YEhDJpIoq222kp8F2oICYQFQgN5gcTQf79+/aze/vvvb7tRr7feekZyUhJVax4rvY06vgkCU8cvJ6YWCAQCHYMAxEWJSeVQwuEakxVLJVv0vsjTsyV//hURJTCs61LmB6+SFw4NRtKwJTUXaQRstlWTyBaDpXlj3QC4oZt0K2l9DWkiHDvL0cLovyAwH3vHXZrA8LROIJw8uEaEMweL16GNgcwQeUQU0l133WXrwey0005yyCGHyJe//GXZYIMNrL6bglIk6QdCg88M68UQ0eTjQZRo4/c+p/Q+7ater4PA1OubiXkFAoFAhyFgYdQ476rPiu7PnItq6zEp6fYBugSv+sK0qHNlJfCDeKUVSkjYYsBillDZKDHhKHTXHN2hulkJDdsHdGspSKlhua3qW9Q+zbnX6nbYk9blwOscgUnfAsQjTUQfTZ8+3Zx6CbHeZpttbGE61nZBo0Jy4kFbrjm8Hy/zPslP66X51XW9rF7PQWDq9c3EvAKBQKDjEECGJBoYnG41C4OR7dRsJEUNQHoLjSlpoZmDbMKtKhWq4jujlVgQjwilom6qVC4o+dF81feT23roKVIbAl2ewLQ96SdcOAFhTRh8YYgqIrSa7QDYSgBTEj4vKWGpRUwYgnqpz4zXS4evlZeW1+N1EJh6fCsxp0AgEAgE1l0E1gkC4wTl07Qe+LSwGB0Ehm0F3n//fVvnBROTO/X62fvyM39CjMPidRz9+/c3c1JKVlZ3HvX45xgEph7fSswpEAgEAoF1F4EuT2CcNPgrTgmH5/nZCczs2bNtb6MXX3xxpegk+koJTHVflA8bNswO/GfQ3pDn9Xwufu/jdoZzEJjO8JZijoFAIBAIrDsIrHMEhle7KgLhJqSJEyfakvkQGLQxTlpo6ySkVj+UHXfccTJ27FhbkRctTBAYkIoUCAQCgUAgEAisWQS6PIEBrk8iHWk5odQ48bKh4+TJk82ExOq8EB764PAopLRP+qAOZSxiB4kZPXq0mZFqkSXa1sqnn3pNoYGp1zcT8woEAoFAYN1EYJ0gMLxaJxzVxMHzOT/77LNy2WWX2bowDz/8sBESHHJ9TRcICuHSaX/enjIOthLgYD2Yvn371iQqtKmeh3Vaxx9BYOr45cTUAoFAIBBYBxFYZwjMqt4tZMKPJ554Qv7whz/YbsusCcNKumzmuOuuu9qZ1XZJTlYwLXE4GaGf7bbbTrbddlvbB8lDr8n3dnbRCT+CwHTClxZTDgQCgUCgCyMQBCYhMI899pj85je/sdV5WQcGIjJ06FA56KCDjMBssskm9qcAYYHEOPHxvw/uAZQD8lKtraENiXpOerxtvZ+DwNT7G4r5BQKBQCCwbiGwzhMYXrcTkccff1zOO+8808CwrQC+LEcddZSwtxHaGJKTEDQvXENE3MnX770O9auJCmOlbanTGVIQmM7wlmKOgUAgEAisOwgEgWl91xCL5557Tq644gq5/fbb5cknnzTicswxx8iJJ55oWwlQ1QlJLS2Kl1GPck+rk+916/UcBKZe30zMKxAIBAKBdROBIDDJe8dsNG3aNNuhmvPOO+8sY8aMkfHjxwvmIzZ0RLviGhZIihMZJymYjThcG0P3XpYM1ekug8B0ulcWEw4EAoFAoEsjEAQmeb0LFy4UBPXVV19tBxs9br755nLYYYdJU1OT7TjNpo5EJpFqERjffiCt50O4VqYzEpogMP4W4xwIBAKBQCBQDwgEgUneAlsHEH10zTXX2MF2AuwuvcMOO8imm24qRCFVE5OUlEBM0NrsuOOORnx69eq1kvYlrZsM2ykug8B0itcUkwwEAgF2TjQTfmUDRNWTqxockz7bKarfItsp6iX7LOqeidxViqlDNS2wPRi1LLPdpr2ebt5LAXWoq4eGY+iNXnImv1JIRs1kTWuWRObnQSAITIJaKqRZyC51zkXrggnJzUg0g7BwlEolO2M2YhVeHH/32WcfWwfGzU3JMJ3yMsXmvvvuk9NPP13wDzrwwAPbHJw75YPFpAOBQKBrIaCkQ0oVssJezuWCXmd8R7cor1Dtea4b8+q2z+z83Nwg0qisoog7QEFzlNFkpaKUdbmvXAlKIW+xvaZbdBfphrxRd4mukB/RPvNiSXkS9EfdClQOQJrycmuEKfdpauU3FcpjdCctjevPiUAQmAQ4tC8TJkyQW2+9Ve69914zEVHsRAUygn8L92lyzQrlrMQLiRk5cmSsxJuCFNeBQCAQCLQHAmhN8pISDyUvwsKjSkQyvdPDCIqRDtWyKJ3RmkpU9Puc/5SrhgUtS9t3umlZdL0vIzP63a9toUaZMiD6yzP6h5BoG41MpV2WVaJT9cb0MfRtyc5BXlrRWCOnIDAJjG4+mjp1qjzyyCMrOeJSzYkLZ/8D51z5o9U/TM1H+3L00UfLiBEjjMB4WTJMW/00r96vQwNT728o5hcIBAIgoAtV6HdsSUpKJCAwqjxRKpNLUUmIlPSApxTRnOh3umpMSihVChUSQmu+s01pQzv9UQoNoU/IC2SH+gXV3xTR9BiBqfSFxt7aVhEYWqeywwaOjzWCQBCYBEbWfrnnnnvkwQcftG0FfDE6dqnmD7mhQfWNmvgjdfMS95iQSNRhC4H99ttP2I0acJ3ApKTH/5itUSf5CALTSV5UTDMQCAT4kpYWJSx8MzeoRqWAZgVcIBn8MwKjxEIJjKjpSIs1NUoZzU25WcmOEh8lP2hTKOR7HPJCPQ6oESRGjU96VAiM9avd1fp+t+4ZItIaRSAITALnggUL5KWXXpLXX39d5s+fLz169DBSAoHx0Giq2x+z/kF7cjLDH25TU5M58LITdffu3VciMF6/M56DwHTGtxZzDgTWQQT4atajhPlHj6JqTlC+kMcH/9C4WKZqUbK350m2eInIhptIvl4PKXXXpTDQ3EBM9Ds9NwKD5kU7MPICZcEApfet5ijyK0PwqTdJ4q4t5+PFSc24/KwIBIFJEIOYuLYFbcqqEvVINZm2/sF3xRQEpiu+1XimQKALIsDXM44qfIXzdez3nM2ehEEIHUrlX3b//VKYM0eyrXaQbNCmIn17q2ZGG6JqUeajFEc1M5lpdOivm3VNx9TRTu2SDycxfsaFuKL5sVLGt/p6V6lubeLj8yMQBCbBzjUrEBOu0ci89dZbgmnpvffeE9aJaW5uNq0M2pnevXvb2jBbbrmlbLTRRiutD+Pd0leqofG+a5Efb1OP5yAw9fhWYk6BQCDwMQSUKNhvTCUJcBDjDPph7reteRCYfMkyyRZ+IKWrJ0j58Scl32orKQ7bRxpHj9BIJGU/RnjKqslR7QvmJM1A84LzLv4wpn1xItJ6No6idWx8PfM97941Nk8qeJuPTTwyPisCQWBqILZs2TL58MMPZfbs2TJr1ix5+umnZd68efLuu+/K8uXLzZzE3kiYiZqammTvvfeWrbfe2u4Js8bcBAGyP179A25z7qrS6nQmEhMEpsYfSmQFAoFA/SHQSmCMvOjs8HqBfDRo5BD8AQZRztV35a13pPDCS9J8wcXSMv1+KW82UBqOOVy6n32murb00EPDrTVU2giMEhY8ICEwOSHZRmC0D8hIQkiMwBh7qYxEoX/PJ9WYRKQ1gEAQmCoQIR5sKfDMM8/YnkhEI3EPqUH7AhnhDxKSAllB88LidUQdHX744UZiWOwuJTBck2jHNX1govI/7Kop1OVtEJi6fC0xqUAgEKhGgK9bNSG5FYhidCgFaVHyAY3AtqTk4+lZkk++S8oTb5P8iSdFeq0n2TGHSfGvz5a8/0DJNQijAOmx72xtpd/ZtLTOITBEILWyksp3fMVcRI2P6At33H8kAyo58bkmEAgCk6CI/8uSJUtsDRg2dJwxY4a88MIL8sEHH7QREicj3gwSM2DAABk6dKgcccQRFpdmsxEAAEAASURBVIXEyr1ez0mL33s78oPAOBpxDgQCgUBgDSHAD0YNl65EDSnDsP+qNSlDYKAgqpFZvkLK9z4o5UsniDz2hMgrr0rWoITkgH1Exh0jsu8+km29pRIY07nYAnU5Pzq1NSHWlb4hMa0cRsdsoy/6A9X4Chp3Gmji+99caoxAtWVXCuPzcyMQBCaBDvJC9NEll1wiF110kfm/LF682Gp4FFJKRAifdvPQZpttJnvssYece+65thZMSk68HnnG4vnD7mQpNDCd7IXFdAOBdRUBCESpRZkGGpJWLQmL26kG3UgKROa9t6R06xRp+d2FUpj3lhQWfKg/KFW3MmRzKe+1izScPk6Kw/fTGOyerWyjLM1UUBbSoP4xaHd0wV7TyPBtbt/oKFkgT82VZTVUTa8FWpFmrQQG4kNdzYq0BhAIApOAOEc90Vkm//rrr5eJEyeaNob9jIYMGSLbbbednSEgmJIgO88995z5yLz99tu2Rky/fv3krLPOstV4t9hii7Yl9lPS48TGz8nwdX0ZBKauX09MLhAIBFoRyJWslHQLgIKSFzX2q7+LFiiBKGg+7CFfvFDk8UelZeId0nz5DdKwaKkUVzRXWEXvL4kMGiDZOWeIHDpa8r4DNOyom5IbPGnoR3tUApOrGqak68fQP5REqYqNkavmp2XpMmVCuoReQ6NkjepH06D1ITHWPAgMUK2pFAQmQRJCctVVV8mkSZPkgQcesI0ct9lmGxkzZozstddesv3225vvy4oVK2TRokXy8MMPm5mJukQrQUpOOeUUOfHEE2XYsGG2FxLkhXwnLMbEq/KSKax06W1XylyNGydMPuZqNPnUKkFgPhWiqBAIBAJ1gADB0S36z9ZyUWfdkn7fkpRKSF5SP8b580Qm3iSlyXdK85QZ0qgKk6JWMT+Vbko6dC0YOf0EyY86REq77iGZ+jSahsUCqpWAqPolV0JTJhoJDY+WYmiy/ZeWLZfmF16RfNFiaVCfmsKA/pL17aPkiDaVMTA1hQbGXskX/ljjBMaFpwvfVIh6Xjprr5/mcZ22qy5bVT/exvv0e29PvretVfbkk0/Kn//8Z7nrrrtMu7KVhtUdfPDBZhZiN2pW5iXRB6YjSAsRSr/+9a+NzKCVwZGXrQTYUmDQoEErOezWmpfn0W86JzdNubOvz9vHT+unZeTTlgOzF8nL0/49n3N1PnnVKQhMNSJxHwgEAvWIACu3aOyQalzYRkAjjoga0omq8UfyhYskn/2i5Bf+SfLpD0n5xTlap7JaC9sPwFRyNT1lw3cWOWS4lE4eL4V+g6RBN3FU3YqSENXkYBaCjWBH0hV9yYMyFVp0iY133pPSny6V/MWXpDC4r8jBh4iMGFn5jmUSrT9emU2kL47AGiEwqRD+tCm5sPy0Nl6P/ryu57lATsu4TsvTe649pW3J454Dgf/YY4/JeeedZ1oVVuNFiwIZwSwEUPSfjkFI9Ysvvig//vGPZdq0aeY/c9BBB8mRRx5pWhj8YqrH8/Y+H59Dek8dn1et+l7Xy6rHcPJDudfxs7f1cb2tl3NP8nu70Y8gMI5EnAOBQKCeEUCTUiEwqhlRokHYM8n2MnrrbcmfflbKf75Qyvrjs/ThIiUnSkpa9HtvqTr26i7WcJPCHltLNnKYlE85VQpNW0mhRy/NVwKjVAWCQyVVwKiZSvtnPMxJutRG4dnnpPx/F0v+/AtSHtRHiiefKMWxx4r07KU7FRCIjdYmvGDshayBjy9MYFzQ+lzQGHhyYYhARSD6kbapVT8Vnt4HZ2/v/XNO+07zufY21fl+Tznt/SBkGm0KZ7Qrhx12mBGY4447TvCFob7Plzbcs8jdz372M5k8ebJFLB144IFGYMaNGyf4wZCox1Fr/j4Xzt6na13I87bk+XWtfigjpdjRH8nnbDetH94Xt96Gc605UCcIDChECgQCgXpHAG8VzEhoVlh4F3MPiVP+xmuSq6a9dMl10vLaK9LSvSTdli6Vhg+XiryzRMorWnSbAf3O3G0nKey3t2RHHiqy7baS9+uvPbCODHoYCIzWUZ+aBrQwqk0pYYN65FHJptwl+YSJUnrlNWnZpJc0qjNwt1NPlEy1OLmuHZYXVRaqmkelIVOK9AUR+EIExoXm6s7BBSX1a7Wl3PM5c5/mpeN4X17f79O+vQ/yvDzN87rkIbgxIf3xj3+0MGrCpwmHxiREZBGh0qy+m6a5c+fKE088YaSHDSAJtz700EON9Bx77LEyePDgtHrbs6WEIp1/eu0Nq0lIOv+0fnrtbdO8lJhQnvZTC2PHy/sKAuNIxDkQCATqGQFIBhSG7QAyZSNlNkJCq6KTLi96z3xgssdmS750sZQ27CaF6Q9I4aHHVWvyuuQaXp2vp5sFHH2kZGNGSbbPnko++kqm3/2ZOgbnqq3JW5TALFenX61b2EBlgoZf52o+ym+cKHL5tZI/9ayUdNHTUvcGKY4+QBqOOFiyEdqXauTN2Sboyxr781ljBMYFngvNdIaEEbPGCketcq+bClKv5/16nVTwQgR85VvqeV1v6204p337fVpOm5kzZ8pll10md9xxh2lhNt54Y9lnn33k9NNPF7YL6NOnj20XABlgYTucfiEu1157rbz88ss2xtixY4UDUxIr9Xqif597LQJTa07kVROYWv2lz+YYeD3OjOsEppZfDOVej/a1+ggCYxDFRyAQCNQ5ApAXjEiZxjlXCIx+Byp70a82NREtUZKiUUfvLten0Jo9VRtyyZWS3zRJ8ude1rLlkvXqIfm4k0TQvuy1uxS+tIFFGbGOjCxWTc3c9yTXsOt8hdbddguR9TXU+i3Nu2yC5BdfKeX33lVytERnoKRpx62luN9QyU47TbJddlIi1L3m92udQ1q30/tCBIanSgVzLcHni8OxjxCHC8vqun7vZ6/n/TOWC37yqAd5gVT07NnTHFbJ84P61cn78jH87PXYifrmm2+WW265Re68807L3mSTTVSDuK1pYzj37dvXthNgdV40Nr7NACRtww03lPHjx8sJJ5xgq/OySi+JMsaGPFSPSXk6L8q5J9WqS76Xc02qrufl3hfkhWs/0vFo7/XTvqr7DAIDOpECgUCg3hHAhbclb1ZlR4OaeRrMJIRfC9+qea7ERcsamhtFliyVlg8/kMJ554tcr2afd96VrFkNRAQ/HDFa5PCDpXz4oVLQKCIsRPorUOS1NyS/fYqU35qr/WrdsUdL1ruP5A8+bX2Ub71dl6BZrtFOLaqxUZm18UZS2HZLyb/+VckO2E+KmKLU8TfSmkHgCxMYpoEArBZ4Pj32FIIYPPXUU3a4JsDJiLf/pD5SAUt9+ujevbuRif3220+IFoLIuID2sWudq/tK581eR88++6xpVK677jp55513TGsEMUGbwjovXEPKKMOEhK8MYdUQHdaKgcDgxEtdNzn5MzMfnpsxfR5+Xev5fW5pXX8mz+Pe61WX1eqbdj6Wt/O+/L5Wn0FgHN04BwKBQD0jgAamJBoRpFFIrNPCXkb2k1A/dE9pPTRCqUXzlIyUVS5lV1wn+V3TTftCKLRZnHbZVqOHhomMHye5at/z9VULo4RHnnhKo4wulHz+HNW8NEqDlmcb95V8iu6ldM/9kj/6hO5ajbON/mBlPNaQGdBPslOPV5PUgVLYcw9dV6a7wqeMKtIXRmCNEJhPmgUr2957771y44032uHaiJTAeF51PwhUr+eC18kA+w2xgeJXv/pV24cI8pAK4Oq+0nsX2Gke18yDyCJMQqzGC5lh/un8fD7k+fxg7Iw/atQoiz4aPny4lVHuc2JMb0N9f57qOumcKPO5ck7rUs/LVtXGx/Zy6jMHEmX+LN4P935d3TYIjKMY50AgEKhvBKArfM9pUEIrZSFqqKj+KwQAZYRLqwsATrf5jbdIfveDaj6aXQmJhnugsd5wfXXk3UEK554hLboGWPOgzaWRFXvvvldW/M8vRd7WiKPevaTh1OMkU017efJ9ZoIqz5mnEUl8v2rQESSF/tR5Nxu9nxSOGCOFsbpNwXoakVQgIinSF0VgjRAYF3pMplrwoaW4++67BY0GR1rXJ18rz8s4u6B18kIeUUFOYIj82XHHHdvGZg7VfVbPiz7SRH0OxsCBl5BqzElEJPEMvplj2gYNCxoZNEBognD4ZbE7X/+FMf2gnc8pnR95aR3v3+syn7Tc61OP/DRRlwO8HDPvx89ev7rtp+UHgXGE4hwIBAJ1jYB+p0IcShqCVNKvSP0WVm0Mh2areqXcrI66agISjRgS9VnJX1az0NvqdMv6LqqroV7WqM69W2wmxaPHSPngg6Rlv32l8e4ZIpOmSvO1N0n2vpqeenST8g5bSa7n/JXXpfD+h1JcvFxa+M7WPhq0O52GtKgWJtctCoqHjJTu55wuWf9NVXuzQV1D2Fkm94UJzKcJxnkaGz99+nS56aabjBB4fQQo2gDMMWg93MG3sbHRzEOcXSOAUPZ6LONPH5iMIC1f+cpX5IADDhBWzHWhzNnH8RfhZX5f60wb6i3VsDrMSVOnTrUF6mbPni3vvfeeYA5zQtHQ0CA4+bLA3U477SR77rmn7LvvvoJmCN8cH5/+qsf2Mubg/Tnh8HlRx+uBE8/NvCBSmM8gT+vD7LV/T9SnruOGaYs2LLBHHpjShvkxf8Ym+Rxpn/bn/XIOApOiEdeBQCBQtwgoeWDXgGaW+1cmoZLEIpAy/X4rcyxZLOUXntfVeCfrgnZXqmOuOvbqd2WLlqkOWor2naqL4PXZWIp77Sr54UpiDjtICpdfL3LbNGl5XM1O6szLd2pJHX7LGrWUdy9KQ2MP3T6guxIk1fBoX7i6sIReS1G/a/UHd3G/PaXHmSdINnAzkQ171y18nWliX4jAuIBF6KXXKQAQAbQZrG6LJgZBTEKAIowhBZhpOCN8cXzFUZaJIajplw0VcQCmL4QxfeBQS4QQPidsooiPyqqEbzqf1blmTObCWBAwNDKvvvqqaWIgUpiAWJW3qalJhgwZYhoX5s18KXMyUms+9M3hZasiMOk8mQfPzpoz7LsEcSKsm/HBMe3P+4e84KfD/k4sysfcmOPmm29u/jposHhG6jNnf4c+r3R8rl955RW57bbb5IYbbrD9oojMOuaYYwTtF6QoUiAQCAQC9YCA8hf9XhNZofQBAqNxP0Zg9FtdMv3+zt5fIPkjj0v59mlSmnCz7lWkPwKLKsPUgTdjUTs6UHKian7JBulSGKOGST56mGR/vEpk6gyNQHpf1SpE1Oo4apPKBvSWjIXvtG62UT/rBwaVqROMfrtqHSUw+MJsvbk0HKBbE/Tupwvb6Z5Lkb4wAmuFwCAUPaEBwASDAORwgY0WAGLAOioQnAULFhgJ2XXXXWWXXXYxDYs7wbLvEAKciJ9Zs2bJ888/b1E+I0eOlDPPPNMihBCiPu6qhLDPaXXOzBPi9P777xtpgBCQxxgIfogM5AEig8kIcsB807HTa8b0+dUaP63r9cjjGhLFvkscYIaZaujQoTJq1Kg2R2HvkzbU9ygp8MKJGrxxNEZbBMa77babaWR4Btqk46fX3i/vLgiMoxHnQCAQqFsEIBaqBGkp6L5HqoVRV1udKv4wSk70u7ug2pP8pVel/OxMKT3+uG5ard4qH+oWA+ouoPYfdcpVgrGlmnkG9Zd8o02krCvo5s3LpXDDHZI9pqv4apRRBkHRcfRTss03lYKSnGzonpJvv4OSJPQuqgLCi1cdiXM9yrqhY7aRamEGbSLSQ81H7HId6Qsj8IUITDp6tdBF2LsmAoHvB8KRfATnnRqqPGHCBFvFFm3M/vvvbwvBIZgRtoRHkyBBRPuwU/Ttt99uzsAsMkc9nHhxoHVNBPVrCWDyVze56QWNB8SKuaO5YGsA+oZQQRIQ6piWWLBu4MCBphXBTINGw5PPBXw4uOdI8aKul3HtJI9rcPHIKNangcSNGDHCtB+QN3xwSN4/54ceesiwQuP1zDPPGJlhTr179zbywv5OrC5MpBQmL58L78Wvfd7WuX7UIjAs1geJDA2MoxTnQCAQWPsIfPQDGWJC0q8923Was3EH5Q95wwolEZAJNfEQjaRFaFcKSjBkka66u/ADKS18R4q6MF3hpdelfOEF+oXbLNk2O2oI9T4iu20rpcb1pTTjUSndcKs0Pvq0ZK/N0c0hlbaogkaVNjqmfmyuvjIHHSiimz/mo4er6QiNtg6mDCfXBWjs0PqZbmlQ0OgoZS+th55WkXiMypOtokJbNjX1WfVQyWLX1R+VGpT7FTWq61Z6qG7LvZegTyJVWuqnF1hux3ysMQJTPX0EoQtBrv1AOHNgBrr++uvlL3/5i4VXQwK+9a1v2a7PQ4YMMY2BmzYgEPjJYD6hzX/8x38YuUGb8M1vftNMSZhUnDAxFx/b55XOx/P8TFma8Hl5XJn5/fffbwQFf5sjjjhCRo8ebf2i3WAHasxiEATMV2g0MKfg0JsuYEe//uzVc6KsVp7XByMIC0TvyiuvNE0KZA7SgPkGAgMBIdEG4oXW6Pzzz7ddtd35GFzcdIeWiJ21CfWGAEIE/fmr55LmQ2BuvfVWMyHh03TGGWcIBIaIKwhMdVubVHwEAoFAIPCFEPDvZgQmckSZCZszov5QzYbSETuWrshlybKyLF1eMN+TL2mgT7cGzOMqb7QpNIaDwGpVykhR/VRYPZc1WwpvzJfsYV2J949/ts0esy2GSPaNUzSMWknMYtW833yHkpvLJXtjrsgHC3Q87avVv6YB52CNKioPGCjZOF2999RjpNh3oOUh4DVa28K4G3S++NeguWHOmJ54Mh5Dq7QmyzEipkvmsfWk7rWkJIkfvXpPXU88UyXGSv18zDKg92iStMBMYFRs7bgyh1waVC1lo8KudIVi9oYiYkob6QfokGcdtzZVfyHNMy2T1mATBZXcOi/V2qNVqkzCXoF14wNq3fZKa43ArOoBIC+QETQbCOULLrjANAQI0n/8x380Z1hfgh8B6oIREoPwvuaaa+T73/++aSbQirDMP8Ri5513trpen/HT67Sv6rm5oIYAMC+ICeYSIpDQtjDOOeecY/429MkKvBMnTjSnZIgMIEKmIDBjxoyxZ3AnZMaif45Uw+FzSOcINu6s7P4raJ0IQ0ebwlzQSqGBgTxAIlICQxtMTL///e8t4ou67McENmiK8Idh80kIGX5DECBIDPXQYFUnx4U5BoGpRifuA4FAYO0joFLbBDfS+CMCg9BtUc3JwoUFmTunIPPfLcnbH5RlyfKiNKpqpM+GuQwckMmAfpls0Fv3LOqGMIZEVP5BZOx7mT7vnS5yxzQR9YeRhR+K6MJ12d98VbKDR8AeJL/jbpHLNIJ2oZKXZWo+Um12ifFV6DcSmq20qKWg7gNjD5bCyUepmahJtxjQRUyVDLSoZCcaim9XiIWKAZVLeqMfSqFM5GNpgkLgV5N9qIu9Ztr/evqjUL2A7dB62sDqGonRftmvySiZbm+ARognywoaOaVltgyNjQFhUmdmHatFB+/WSmCMo5SV/LHNgvbDXlGZblQJoYHEWLlq/rNF6pf6gZrWStpP/35S1nVvyo0lJUI6TpkgEJuWPpjSHJ1zKst4nPZI7U5geCgEMeaZq6++Wi699FJ58803ban+s88+20gA2gxPLkQhF5htMDn9+7//uznYonU5TZdoJnwZQUyiPkD6YZlVH96nZzvw+NmgUYEksRYMexsh2DEPffvb3zayRF3qEBIOicFcQx3MM9T7+te/bivxAix+JyQfz8eplUcdyAsaFIgI2h92uGarArYpgPRBcCAbroGBwOCMS/J5sYowEV+sEoxp7aijjjIzG74wkCFII5oZNDE8E6sGQ9Dol1RrruTjxAypQwNGPzjxugkJPyBS+nyWER+BQCAQCHwRBFQAm9LFBHKlI6hISY/Fqm2Z+YzILTfk8uysZnl1bklWqGDtVihI7+65DN+/IMNHFGS3XTPZuI+2yHXvInQw6lRrNiDIh5qTVpz/Rylfd73uJP2qZEt0fZhuGrc0/niRgw+UfIvNRF54VeTeRyRbulBJxgoLsbbvSd1aICupn43OsZTp9+e+e0lh5DAp9ukvhfVZ66WyD1MZ5lKhH0ZglDPoPCAWMACipNBtKFHS7/6GWTO1/+5qltpKmnvqlgbqf9NYVpOXPj9ko6jqFIiG2a90RWFWFWYcZTp6DU3SitQ10qO0RpsSHs7RoEBiRiKUnI0u2V+BqCxYTgG1FAPozFCsyNvzpTD7ed34UqO1VAuVHTJK8iEDpczeUS2KDwTInkvb4XCkkVbqTKQN2zd1CIEhqgafFggMJiSiZBCCmDYQzqypAjkhD6HtkUo4saKJwBcEYYngJYzatR4uQKvP1ZC6kCbf63INUZg0aZJpVgihZmz8RCBUaCuOP/5482/BhATBwB8H7QiEgLqQibPOOssWsyNKCnDpf1XjMSaJcg60TBA7NED33HOPjYFGCPMPGh2IHySnFoGhH9r87ne/M80RzsfsxwTJOPnkk40UPfroo3LeeeeZ4zTkDMIIgQH3WnOlT8cHAgM2EDcIDNFf9I3WKQgMSEUKBAKBNY6AmVz8pz6StWDhzovVZPSo+txOn1GWO+5qkTfnq3VnkQprVR806HduD9XCNG2ey647iZxwVEF2VreW3htjEKkI6WYV+plqWxrm62rrEJibJ0rhLdV+6CaNZRX2heF7S+HA/SQ7dLRyA/0h+vYHSl6WqqxX4w7CGjWFHbptgH73l5U85PoDVjYbLIWe6ykJ0a0KmK4enDAZUR++YHIfIqFbEVAImVih39ell16W4q2TpdhrPSkO31fKm28peZ9+ylWUjijJIKKqqDYfCExZnw9zVEHJQ46dSZ8ZQqK59grKtNHBTLujZTy5uhMzEyUoSmSsrpuxlMhpfuVT28PIZj4rMm2KlB5+Wvd10m0Zxo0VGbqrlLbU9Wx0DgUlO7mSHsiQjaPkpcAc2jl1CIFBm0JYNNqUiy++2CKLENT4UiBMhw0bZtoDwoUR6vi+EEkDqcA/hbpE/WB2woTEOjCYSjDRuMD9JBwBnJTWJQ9/kwsvvNA0H0RH4SDLWjOHHHKIkSTWecEvh7lDuhDkECp8QtAO0R+EAAdZzDz4wnya2Yh5MDYHJAjtDnOgT8xBOA4zD8oZE+1MLQIDTiy894Mf/MDqoWGBuKCBwWmX9mD3y1/+0nxquGbTSXxp8IfxMHSfi+PjGKUEBtLmYdSjRo0KAgNYkQKBQGAtIKC/7lXfYpLeCIMKez2/+2Eml19ckklTSvLI8ytk2YpWDYB+h1pSwqBeGjKoX1m+cXpBDh5Z0OhNlrhQYa7tVXkjhdffkG5PPCPlyy+X8p33qHlIQ6N1KwFMMoXNB0px3z2l4Wtnimy3vciXNtYpqIMvczFBjYcKEZxKYCARml0uqC4F7Q5UQAU7Z8gKZh20EzlnnZ4VaZkU1clYs3IlPytmPSfNM3RX7AuukeKX1pOGY0dJYf8DJdtOGZjOFdKB2aqoGibMPJiEoAtF7RNy44lL/FhK6ieELcnKtb7OxOozJyMwemc+LzQEMj1QwEBjCkt0oT+VbeXLLtY1b2aqkkdNZScfpxqpUVLSQJsGJTiMrTxG+1I89cDW0P76F30tqiQg6Ro/KuHaKSGo0SRgIsEkgUYFggI5gJhgjkFoY4KhHhoItDYQGbQQ3GMeIWoJkw1h124CsYexP7DaD8NjulCmhgtsCACOu3/4wx+MPKCNYXG60aNHm0YFbQ/zoi1zYj5oOfCH+e1vf2tOvdxDdo4++mjTTrgvTzqej0mej+0zZQ4QC9/dmggkCAJkBI3PjBkzLIS8msDQDlLFdg2Y1yA5kL+zVBt02GGH2QJ7jAcJgRxNnjzZTFP4xvB8OE8PGTLEyJbPz+fkZycwvC/IFaY7yI8TmOpn9HZxDgQCgUDg8yKg4tb+qaxESPGFLcvVfPHW+0X5za9KctvUkrym/i8tSFMTyRUCg8YBMaB7KcoxB5Xk8NFFOWSMRojqmi90k6kMylDh3HidlO58QMrPqKmEplaoQrxHTylst7UUzjhRZP/9JFcfR7QU5oSrJh38VHLdDgDdRkXsMz/YCMRAaYAyCTQUCHqog1IJ7Zq7SrK+MiUKOl5ZHWJz/U6W2+7QjSLv0wY6wZ2bpKjf34XRY9Qy1Mijad/qaGuOy9qf2oagEapjsSLmlbeayHTJUiUVFQJjOhb6t3bah84LrYmNb7eKG/PS6upSJCXCxV+fK/ltt0vzn/4kRdU8FZR8ZbtqePixR0nhTF1JWCuj9Wnppuu04fui/UDbUAS1d+oQAuMPifDHCZbF0XCYZUE7yAkvFc0FCbLjwpF8iAokxx1m8X9hHRbK0uRt0jyuqZeWcc8BKcHE4mQEvxzGQEhjLnGgvD9vhznphz/8oZEwTEmQCyKW0H40NTV9bDyfQ9qPX/OsaHLwq8FsBoFjvRf8YiA1mKzwbWEMd+LFbAVmkDt8X3784x+bwy6LAZ5zzjkWlo5Wi2fGPHW5/trAlwXNEdod+vqXf/kX25aB8SFhjI2WjGfkPXCAB6atKVOmmAnKNTC0DxOSv8E4BwKBwJpEAF8O/hX43tYzknbJikzmvFWQn/2sLJPvzOU93WOxxRw30AIg2OEiyI9cNuyVy6i9RY48uCjHH1fUfRSVTqhGoaCL2cmdUyX/y4VSfl5DqOe+ZyTBZLASCNOaqBuDHDpS5LAxImMOkoJ+H2f6XZjrD0aLIsJskjws2g8GZ55GYDDVaJZ+9VZICnet5cww0/J8uUY56UrA2WVXityg+zI996r2r2asTdaX4l+fa7td530GVDaF1DZlNf0wDCHZzKOsPjwF1RpZ17oacCFj3eEG1cBgngIFxc3ICxojhmcCYAnx4lKfoKJ6Ma1O+cMFkj34iOS33CYtl0+QwgrdFFNNZpmuSpwdMloKXxmvKwQu05WHdRuFzbcQ2WBDKbDtgnbDc7Z3crncrhoYf0j3hSE8F63AnXfeaZoEBKknhCf3CFMSZIWF2E455RQTzmgaEPTUoS6C2uumRMX7oyzN557DCQw+Img7iNiptd4K/XgbzmgmfvSjH5lgpw1hxZAqNBRNTU1WNx0vbc81c/bEM0BG0DKhjULzgu8LDrhXXHGFERh29fYoJA+jhmwwNk7F//u//2tkBm0RBAYNDCSIBIGhH/AGa7RKkLR/+7d/MydqorxYVBDTFT4yJLBlDkQxYVbjYCzGhkQxF0glWPCc1c9qncRHIBAIBAKfAwG+9ZEGrJCL0M2UXCxYVJJX3miR//1VLnfem8nCFaqp10o4pJqPitY3DYlqJDZYT30G9+wpRyiBOeGkXNbvUdRdpVUAz5wl+cTbJL/oEpEP1bdFzUeQgEpCyGsfG/SSlq2aVPNwhBROO0mKG6kGXr/rcCGmAtoPlCUQF5oyV5QZlW50LviScGOF+uEaGOxNqjExx1v9ns3feF3y358vuRIYWa5mLG1njrZnniSF4zQ0e8+hugiemkr0+TBiQYsa6XqZOv0s0e9pNflomJVk6q/JmXotEBitWTSygn5Eo4b0Uwu1NTNFm6NnnHGhOaY+0bHnzxO5eoJqgu7S6KyH1YVDZa9+r9s6a7vtLOVDR4q8t0AKaiEpHjpGsiFDdG5qXqt0wwDtmjqUwEAaMJNgPmKxNtfC4OMCuUGYI+BZBh8hibYBoUvIMmYj1lxBwKYkYHUEqAtbR5p7yAPajT+p2gxnWEjDlrqNOv41J510kplYWFwPYoHJhqggQpLR2lx11VXmu4LmAvKC1gYzEiYk5kP/aarO8zn7POifZ2IsEtg4galeyI4wanBEc4MPzM9//nPTZEFg8A9yAsMYEJjLLrvMNDBoU/AbgsD88z//s+GKpocoJZ4fJ2v6ZQ4cPC+mKfJ5L1/+8pftOSFsoYFJ325cBwKBwJpCgG9Ovj5N2FqnuSxVtjL37Vz9+UqmgZmvodTNFencNqwZcpQo9N6wLGNHFeXwMQUZrSSmRzf9kas/1OSlFySfobtQ63YCsmi5hgQpqVA5XxHqkAuVCT0apaX3xlIYcYAUjzhMCl9Se9R6+mON0B4m5uugKCVAQ1RSv5vKhpBKCbS8qOHHKDiM1JgMQDPD8/CjGdqg5pfZL4iqw6V8w0TJ73+IJW6UiCm90AoN++wuxdEjJDvjZHUO3oxRjMAwNAQmnz1TfVQekvKCxZJt0k+6jT5Yd9GuEB1MTEyiQlbUhKRj0Y6BKxQIGqQ5EBidN/OU999RYveclP/fRZI/8Khkc97WGtZK5Zg+W9+NZfkWA6WbOvU2qOKgcPBwNa/tI/nQPVvDqD/6Mc5Q7ZE6jMC4UEewQh74xY82AzMMQhISg9AkQVzwicEswuaJmD4QqrSFGXKgJVjdlI7tbcjDpIUAx1SDGQfSxCaRo0ePNmfeIUOG2DiuJcH8hbYG3xlML8xj3LhxFq0E8SGCiTlW/mD1D0evSX7mmjK/T+flbajjBAYtFQQG0gBJgkQ4gYFcYEL6yU9+YvhBYL7xjW8YgcGEBCGCwBC2jgYGkgJBg8Cwrg7EED8afIAohxCh2SHRlnfE+4Bw8pxoYJhDLGRnEMVHIBAIrAUE9OvRhH3lmxPBr0RB5eQH6sT7x/+nPjBTSjLz1TIL6JqGwUKkVTRDRLopIRmoSokzjyvJmBEF2XU33VQAH5gVupbL/Dckf+Fl/XKdLfkS1VaoKUYXSqkQmBYdRwkAlpdSQw/1hdleGtQf0naQZudpVvfle1t5DtFApIKSlRYV8i0qlxD5RP/okilmncFCU0DjojPEgdYMO1resEL7Ucfd7OLLpOWxJ6X88mtaD3mh09HajRv3luLeu4n8w7ck0x/thR4bKElSPJThFPXHZWnaHdIy4Wpp0V2wsyFbSY+vfV3XoBmkDXWODTqeEZgKXVGjmDbUTvUjw5fGNDOa0Rp6nWOS0h/t+fQZUvrDxSLPvaj1FEfq8YhaVZ0KZJne99Q2jZiUhulGl8ccKuUTj1bfovVUTuDK276pwwiMP6YLakgBAtIPfv0jNEmQFYSma1tog78MAhd/GDQjkBvySQjcT0pejzpOHrjGNEJkEevAQAaoB4nxzRMZg3kwN7QVCHnmAdmCQFGP0OQTTzzRNDYQL5KPl45lBVUf/rxOGGhHm5kzZ5rmBGdnopQgDZhvIBHuA8MccOLFnAWZYbG6r33ta20+MGDI86GBgaDgQE2E1WglZ9/5zneMwEBO0MygicJkxPg8F3OgfzRlmJfwt8EvCAIDAQoNTNWLjNtAIBBYMwggY+nJRAFCWf1D9PtoybKizLhfZMq0stx4q/oA6iJ2y6ijPiBaSRuVpGlAQfbcoSBnniayh64F03tDlcQQGCjE8sW6vsmHkqvWPCtpG2UrZViHVoGYtLQ6wTbgpLr+BqrZ2EhJjdZRUwur8OKYiwuvzY7vaW2DqQVTjK2cq8JfeY5pNtBuVDRI9I8BSuusUO22mmuy26ZIft750jL/bSnjOmB9VkhMsYeuB7NNk5S+coIU9AdxccfdKmRCHW3lff1+nnC9lP50gZQwIW29tRTPPlOKu++uEVSb6biVZzHtivYJhso9GFmv9DACo/ODwOCU3LJcWiZPlRJh3FPvk8Kbb1UmT119PlrSp5Ex1TxlukZNtvkAyccqgfnyyaqR0ZXw169EBGnldksdSmAgLfhdEB4MEUALQx4JoekC3wkA+WgFIA8uYIkUYs2VpqYmq+9C39vSplZK+/S6ECK0QETaEOLNvJgTdRHSHBABTDzMA7LFfBHymGPQdBBGPWrUKNMYuVbIx/Jxas2HPCcw1KMNB2QGAoPmZFUEhvmAIyakH/7wh0as0Mzgh4NDMSSDOkRW/fnPfzZ/HXxdyKccMsIifDwLzwxBwYRH4nmZA2QNjRMh1GiqqqOQqPtpz0edSIFAIBAIrDYCyE5NuQpZhH+m5AFtQrMucTtX3TWeerosU6aqT8ycskYmqY8Ii6ypTF6/V0l23rooQ3cuyv7DMxm8qf4Y4ztVV7clXIaVZ/FDyfWAiug3nREQxkLcq0jXC5bfh6TAQDRXf1AzuvmnaF7FhRcBT6tKsraqiSEVVNDTHAJDDmVUJoy7vGixFB7TKKibJ0n54glS0u/vsj4ja9gwojXU7928fx8pH7SvZEcdLsWjj7V+5AMlL0/p1gfX6crBlyuJUZNavtkgrXOIFNXRtjj8gMp8za/FR9U58Eg8AeTMEmWomXQZvRVLpOWSq3V37pukOPtlUUcjmziOxoYTjsLII8UEE5cKBsl0vZr8kAMlH3+C/H/23gTIjurK+zyZ71VpRysIgYASQggQO2ITIHaxGYzxgvEG2AYvn9vT0THT0RMd3T3RET0R7rEnvq/t9rjdNsZmMTYYGwNiM4vEZnbELoEE2tEuoa1U9V7m/H8n3ykl5WKVEFXyu1JWZt713Jv57vnnOeeeWz3oYEvH7NGod8eddjiAKTNzjFUBLniPZVUMBqKAExg5ko6yJCUYOkwW8IBdTJtAC5s5shKGHZqDgVKe67hnOMvtdh/eSIs2MHBlZRSqJCQOEd+9HPfQiXoLGlDp4PQOuiJAQ9Qf9MQ9ecpxkTfSuedAhQSAQYWEBCaMi2mvLOVhddE///M/O1ChHOAESQ0O+BhXDIC///3v+xJqQAqefElDooPKKdqNM+PIAYgB2OHIjnFhGXV44g0JDGWC3uh789wcgeYINEdgm0ZAzNLnIy05LqQGqCkEBzTfZAIfGzbk+rjiIy+X3WImvisndoMy26utZodNarGJ+0lOItUQPmFapeZxw1kBA8AQ4MLVOa6wUR5JIwobGDF4zXlIL8Ac8GsOVv74MmpunAZAj9Iah6uJRFdNc68yq033GuMmvw2qvR41Ksd4sjf5w82W3SUJjJZx5wIR9A8/NSpdtCtxR66PZpMHXPv8Zyz/7rcFqJRt/utWv/kGbX/wsCWPPFdsJTBsiKX7j7PKFz/nS53dK67oD9o5A2AcjPgKJcBLAWDwJlwRgMn+4+eWXXez5dpCIBefBWjhodeXaMvuBa/FKTwBEKP+4Y03P1o7cJ97plXPFnCadACU79CwwwFM9I6XEsaMbxNUGtiRwFQBKKQBXmCIBH+BdeYehooKBwkDkpcygPHMpT9RvhT1vi6xFZkzZ47bwcD0ATFIZ1CxQEvQg8oIyQWqGPYWOuaYY1yVBaAph8gPPVE+aIsz+SNflI00QAuqnwAwgCXUN7EXUuRDQnL11Ve7fQuAAz8vgBjABsugMTjG8zFpjC/+X1B3YQvT00qiMq2Uia0EAsCECgkHhOQNOoL+5rk5As0RaI7ANo8AjLdLalDIMoo6BRY6tYnj5gSNiuwQ5SNGAvyKLFyHaC+kUSO0pcAwMXExXE1QbpeiimAkOqhU0c7EQRRAEsU7k9cfz1PwH9KIht37FSfybo3x7F6b0oraSFUJZeMeqrsC5ZfLQPbGGyyTEXH+oAxmATCyp8kHaDXRXnKid8AEy/rJYLi/5latQEqOO8aSc86UBk1A7uWXbIsWmyTaJbuiJeBOk5Y12wgtaf7UJywViMn32ttkX+FURrtFl8W/Gn0v6BeVSKEEYvJZL8kOZq58wcjaRXzW4d3alZa8Md/y+56wfKncHUt95UvE1Qf35jtmtNmB4wWaLrZk6hS5Oxat8lzM0m3sdbBzRm5V0fgj50LNxqDEppFvIzAI/QDnjwXAwOxQaaASwd4Eeww2Cwx1BfQDUgjEIeXgjOSFeMqy1QArkS677DLfeqCtrc3zx59tYabQR1uoXFDfsDqKfZKQGAVT5wx4YSUUaizaxxYHYFCWHEEPeQnQFOWDvjiTXs7HPYE4AEyokAB9ZRsYgByBelgVhXEuWzQg0eLh4j0YKQsABANgbFwAgdD7ne98xz31UgfjS1vUU6bJK9cfng8ABglM7IVUBjCRr3lujkBzBJoj8NcyAoID3lXASldozPcABIJLaDjr8BjxL61WsezaX/lGkfmTrwhASLoj+5xs8ABLWH10/pm63kUSmMHyuSLpila0phPaLFm53LInnrLNP/lvS1+YY9WVWtKsOZuKXT122gkCMedYfsKJluzTJkxU0AAd7ydAI+ozyVgksREPfvEF7QMlCdEvb7HstdclmdlU9BhegYSmRXKmIQJaX79UKqxplkgKlA6QzZCc6fku2NQkwMQ+TC06MvZsEpxDveao7oOR9xdd+FgADCAEGwtsTZAIwFixaeFLHkkAtiPcw2iRZmCQSjxMFJsUygNeUKWwFxISkDAkLfewJ0ZcTu/pOkAEZyQuqF7CsRvAqRwwKoYu1Dj4bEGtVQ7RftQZ95En4rmPtIiLe9pECnTttdc60MP+5Oijj3YJDMukaZsygCakRKziws4FGx5WRkET2wQw3vQDY1wkMyzzRjqD5AiAGO11bz9oZeybACZGo3lujkBzBJoj8N4jwHzaBVzIDqDYLPuSua9Z9r9+JOmLJBtL1vCl6iDE5HU3Pe04S6+42GryBpwNHmrV3faxFD8wA8VfcPH/p/ut82b5jNEGUGlnDZMeDxgQ5weOs/x4AaAvfsnSI7S8WYbHRcVFnvf+C72iRT50rN5utRvvsNofpeZ6/FnTV7wwB9toSv2mLKjIBEVkNy3Pv9qyBod/LadpD6lRI5WolVAS4nhdMo52z8eKwD8PqrmkLwMYgAHMFUkBKg+YI2AAZooUA2aKJAGJR1tbmzNszgAdpBFIIbB5QZUCE2dPJCQI78WE3+vh+cumJ0M9HN2ZedxTT7TFdcSXy5TzlNOJjxDx3Ed95TjiuUeygpoNSRCSFPoLeGMvI4AbeSgPsGNssd1h3yjUYACaWOIN2GJ82SwTAMN2DCxLjxBtBy0Rz7kJYMqj0bxujkBzBJoj0BgB+D1MX6H73OlzKkkCGY4zyDtvnuXamLh+1a/MnntZO2CjbSATtUjZdLjsOc+bKtsWqb9GjLSW446VBEbLowdprv/N77Tx5F1Wl/ooWacVVNSLiIeyOmWjJLUZv5dVr/i6VU6eKv8wo1BjKP39BmQvUill2oEaAHPTPVb/0yOWaQVr0r5JgMjhi1eGFMU9+cpqOj/8KEuOnWzVU3UeOVzSFam00EJBF6u7vE5dO6BSvxTltPugeHUf6s8Ol8DwQJFqwFhxAMdmjthn4G8FvyX4I4EJf+973/Nlv6hAMFZlZ2VsOFBhIGFAqoDNyXe/+133zNtd+vFhRgPaOHgJOfzlU0Xla6RCBABT9xDliS+rkcr1kBb3XJdf+HI8aQTSWRaNKosVQkim8EaM3QpAJlY6RT3UgboLOx4AD7ZFHKiJACuHa5kdKi+kOPQBOqN/9C3ui9a3/m0CmK1j0bxqjkBzBJoj4CMAINGci0Ex8yhbDZRDl7kJkcpnWs2T3SM1/vS7raaPzGTxEtmH8PEt6YT+ZVrik2kzx3w3SVzWt1siG5P065+19Gj58hq7t+U/+m957L3TsnlLtHKoQ7a64lMyNnEaWDFEkFS+IpVO5byzLDlEm0FKO/B+AzTIgYmAiZzV1WUL8/Asy1+Qr5wtrEqSIa8LdOi0akRH5EusZN2ymz6E2/a29LAJhb8cX56t2gBVsjzGnwzO/txDsqAclDJSbx+t90vl1nw7HMDQdAAYnMahQmKJLqt3cGmP91rURP/2b//mEheWJwNgWE0DsMFuhh2Vkc5gg/LNb36zazfq6Ja/SHqZPkzgRSiDAerofh9x5C2HctnuZeI+8kdZ4rku30eeOLNcmzGhz4wBqjZUa/jA6QlIkYcxxig6DtRElMO5Hgc+bQi0HzREe91pJb4JYGJ0mufmCDRHoDkCjRFosACfv2E5zOcxOPASovgrYJJLQl7X3kL5L3/tkpRcNpbJWxvExGHjRSl8reSyK6n3kypJYCeVM7vkBBnwnnWapWedYbmkL/lj2qtIc3smw9+6loVXO/URquJ1ec5LtNIqbeln6bQzZUsjaci4fcxa5efmAwSglJCUt19frtVSa2Vng0SGLRAKsYrIpU9a26X+4n04HdBPtjAyONbumWlV7WvXbLqNwa/7zVGV9LLu41OMSp8EMDxo7DHwtot7/F/+8pcujWF/o3/8x390o1gMaPEoi5dbJAKsosHDLYwXPySkoUpBfYLjOHaARqoQ4Z2kCJG+vc4BOqI+7gMQEMd997jIG+kBHpB+RNmI616W+3Lonl5O45o6OcjHmYDEJtrhPuokrqd7j9SfJoCJkWiemyPQHIHmCDRG4O1TcsHXPUkJmncFLcT4YfaaiwVeau1yQnf1NWa/u0UqGXahZGk2K6Xg9gINcrCX6eOz/pbUNQInqdRGtoe2pPnkuVb52pckeZmv1UBLLdm4TpKSunWKP7Z2yuWI2qi1Fhs7avMXswMOMttHEpFRUudU/1Jb8K7Pjz7BLnTUpP7JBKpaBGp8OTWSJu+zaFY7rDSSSx6tMCp2aaorLpVEqSJwI1OXAsDQL1XHOJCf4il2MJx1bEvY4RIYjFKREGBMigTmqquuctUIKiGkLPgVaWtrc9sYVie9+uqr7hyO5b6oTlh2jXoJVQq+SwA3GKOyMgfgQghmvC0DUy4bTD7q5p6jDATK+bnuXqZ7evn+3fJGW+SP9iKOM3H0O+ro3veIL5+jDHUSzxF1E9dTaAKYnkalGdccgeYI/FWPgDPzrSPgWEUsmmh8yrwdwNSsJml6KvuX5EWt7nFnejrVtdGiQEa+RaDltdlaJi2VzQsy8lUludT8+IJJp51u1a8IwIzVDtlDpSLScmbflkDSj4rKAwVqeAhWGRzs1QE+/fppSfnWBRpbqXyPK8ALHdDRIZaK991W9YWIutBLRZ3kn68TBngpviInfCAepDFu2utqMZJUzsvqWkHbRfrZPRxTdBvDDgcwSALC2PT3v/+9q5AwzCUOo1KMS6dMmeLSF5YCY4zKKiNUTPhdgZHiDwUpDSok3OlPmzbNjjtOltsNALMtYxLMPOoIxh/3nCMumH75vpweZQJUdM/XPW9P+aJMOW/3fKRFXPk6ypbTGH/uOSKdc8RRvqfQBDA9jUozrjkCzRH4qx6Bgh8Xc6kYsktSxKSJRlIBj4aluwpJH++ZVg0lct6aaONE0IZmXqUJpLDFwZpV2hvhPrNHn7LkqRdkLiPpB6WrksQcqZVFZ59hdamSTA7j8KsCYMjd0ZxUREhxkI7oH9KNum+FAJj5gNIX1epVQ7sOpCssGGoB1CiwJNr7o+uabG7I44DGJfyyn6E5l66IZvgK9VCwEdzDsa6pA+xT5k2R54OcdziAKRPHslykMAAVVELYcyBpYXUNNhxsqMjyYa4JdDbUQxjtjhs3zvf7wcCXpcExGMGY477c5rtdU67MzLvXw32oYoIO6iuX615/0BB5SC8DrTKgIC3aiL4SF4G8HIxT1Ms9ZaJOrknjII0Q91FPnIOmctlIi/rjvglgYiSa5+YINEegOQKNERCD9jkb8ABHdgnEVpYNA+8KXGt+9vXFQBwxegAPkpYUwKFFGp0/v9bs/oes8rx2mlYCRYRtLNlTu1LKYVz27SvMTjtF+ZG6AFhkU8OuTAIwbCipnE6DJfLo52Rg/7KVHt28Z2hgFZfmIFFyUqmaQwGJjHvjlU0MEp+qRwC2sMMREFMZAEpF9CtrA9QVcZTvGi8JHNyHDZEfMnwsAIYOEGZr90u8x958881dzuLwrItdC3Yy2Lv8+Mc/9lU1SFyiHC9K7D3EhoXsQRTLrz/kOHQVo41yO8HIe4qPfFE48sY958gTZ/KU8xFfvi+XIb5cjuu4J1+Ui3ju4yjXQ3o5vpzGdfcQ9ZbjmwCmPBrN6+YINEegOQKNERA7K6CG7pmDSwPj8zXszpk6CczpbibreYnx+Vkrce3Z56x29a91fsESjGcLNilAogvtO2TYs3zty5acPc0qWpFkMpzNffWS2hRq8NXK0CIaUC/RJuqkDxq8XdVDPyDBQQyV6IbaOoXKACsVnSs0I6CCcS4Gvb4oSWnY5OhOVwI1OqirOIpa6xoDJEV9DsD4A6VXCtjBsEMyuyhj24LnW2xaLrvsMt8o8UnpClmlRDyrabCfgbmGzxh8oVx44YU2btw4d8ZW1Lrtf0OqAa1sbQCYio0bAwhwxiAWSRCre8rO4IKC6Gucy8CgfB35ezqHFCWkJOSJOK6jnogjX8RFu5yJK8dHHHWUQ+Qpx3HdBDDdR6R53xyB5gg0R+DdR4B5FjYO2/ageTgrxRXxyiHvuvkDD8px3B/NZKibiO8AAQjUkGu5NKuJks980tJzBGBkMpEPH6ZVSMoFsPA5Xhc602ANcwq1hZymq22v7X38ESCJwBUqJCqhHQ7sWIhzyxsyqM262gPAcA2QKjwAN6QylFU2cBhnijAGgJc+B2BEu/qoB6IDpgswYK8hjHVxvIZvFwxyCYAWPM+yGglfJgAJAAOeeQEv+Ihh2TUA4p0Yr1f0Af5AF4EzxsbQAH2cAVwE2gIosBQ5thNgSTNx0bfu9MR99/RyfFx7I6U/QVNExX1P7UUadZXrK8d3r6ecL9K6n5sApvuINO+bI9Acgb/2ESjgCYwZ1twIBQuJO5dgEOVABL7njF4AQJHiGJ4vv/V2y269wzpmPmq2bKVLN7xOL1jkMa1KSo6bbMnpJ1v66U9ZtuceVm/VNjudGO9KqtMi+xpkI7quJ/L9IjWTm6R0UfJ+LmgL+Qr0xh9AjPqnCN/sshGNHIlocUOX+tDRVJa9+Hzh8D2TGBkyMT5U0eCvRUwRRzMfNnxsKiQ6Qsc44wKfVUWABMAJwACwgu0Lvk+Q0rDsmrwAGHygsAcRTu9w4Y9NSNfA+GC9/+GIcuUSABdowoU/BsY4kYM+aIr80I5RMSujcA6HoTGbSyKJCWARwCDOtEF5DuK6x5fvy/TEdbQd9+SPuLjuqe7Ivy3nJoDZltFrlv3gI8D06VMo06SuOYp7v3K5ts+ongIraIbmCDACBVDAPsTXAPk9ogPem+I94kr2hEqBVafYj+h9wiAWJsw/f9MQN0gBwr1EIP76ed3i0r6RoeBBwaSpVf/IrrldE7suikuK+gEVPvcXdaPmqbqkQ/GIJmY+bPkjj1udFUjsBi0xRirbEujyQLVcjN/b7NBJlp461fLRuwrAtMr2hT4oA/oc9QiQkSXYvkiB1ChO0fcfqMe7W7Tp11SkNhp06OTjB1UF31K6IhnCyMTYEHgOURHjV9Sh/B+KNq+y68/HCmCgAmaPaghpDAf79eC0Ded2AAkAAculOQAuABZUN5QLhl+8GAUooM5yPPeEiCvuir/B/OMc+ULqgqdgDIyRDCEpgr7IyxlaAFx4tWUlFJsmIokBZJGXAJ0RomxPtESe3npuApje+mR2RrqK6dFnOnUPLxINc0DNeY0rybDJlbAUlY8BF2jvjGPR7NMHHQFsTOraiBB/JIIAYuaai8VMfSaW3YVudNT1LzNZVlqLliFXBRQyAQAHIjhoUzbsS1KT3xaWBJtc4wsoqGapbdoVL+lGJhsUcewCY4gfyYgWexCJTxSn+mhW9bhEQiX9ha0DeqjbSdJZfE8IJH19kSULlli+arXVa1usU7S06B0HxPgmjSqOkW4+bLC83o6wdNxYk3t1y1pEl4CKG/Hyg+gKuqGbDTDVFb2TXexwAAMT5ygzcexMkLJg84JhL8wSyUsY7qIiAhjstdde7j4fo10ADXv7lIECdQZI4DmV24jn1r3tcn6WciNlwXj4rrvuctUV+xAhjQFkEaI8dQNOsMfBgJh9nHCohx8bNpqMesv5g4a+eG4CmL741PoizXyjaX5gMtbBtU/E+pNp1ifevwl07V+/ABilwVCaoTkCxQjwoan5WpKVwklc4z1C0qEAXwdBsJIGt/lV+TCfBIlxAABAAElEQVQRrFAUChdHLlLBgDwEDQSG/D3UKVOcSxXSTuUSOEIqo/dPSapHgEZNVmET0g0BUGifF5ZWC7itC+pvBOJFqepV++s3WmWDJPy+WEUgScAoFRhyJ3ixIaP4pgFY+svr7eBBeCVVO4WUyYlVsrfr9QLGZI/ifYoWd77zDgcwZcABKECywRJq9jnCvwsbNS5YsMCNZ0Myg8SFXZdDXRMgYdy4ca4+QoXEESHAwzsBGPL1lAZQYb8hdnJG+sI1gAZJCwAKCRASIeoHXLFJInYxALCgDb80Z599toMraKK/ZWkRbQeo4bqvhCaA6StPqm/T6UJ9Jmq4Byed+YLlphBqCqzASOKfvmD9Y0IMpRmaI1CMAJy8AB6ACMEABx7gCSCDgwmBD1z7Zx2Spry5yNLNm8zGSKoxeIgDg5oYP+CgxV89vW16+WrSx1AHYMclNUpL2jdYpno6pLKpagfmqnaTdj0K2MVbivdYJCENAdh4KIAN1bvQRu88vl28Ob3veL8Vo/DsgCUuSAMAUW8XUvG44o/zvUYbmbv9RxiE9GjnDTscwJTBxebNm7u2FGCPI3abBkSE5IVhD2YPCADIoLLB9uVLX/qSnactvLlHZUMIUFJuwxNKfyKtnJ9r4gEsM2bMMBzssfszwATpD+Bk8uTJ7kyPTREBXcvkjAg/Nc8995yrvELVxRJwfNmMGzfOywb90BZtl+NKpPXqyyaA6dWPZ6chTj9DX6GQ6Ku0mHiZgHUloJJrMzmfyZNWSUR1r5m/gmGjflvM283QHIFiBAQEBGD0yhSMnrlX4MNX00gFBEzQomOzt9abGJDZrdMtWaTdli88z2ziBEtk29hZ0YeqmD+Gto6fVaYTaYvesxaVReaX6QM8XbTAcpk91ARe0lEjraIjkURHrQlrUBhgrQOJoa6Q+jhIB0gpzv/hdl/1ko6r/SBbt0ovVvtwTbzDF69IN0r0cpQF/AB4FMHKnuA1wRMpvzOGHQ5gGMQYXJjirFmz7LrrrrNHHnnEwQwgBdVQGOeSH9UOoAa1EkAGUIHNCVsI4MSOlUCEeFhRv0e+Q3zkjTyUQX110003GQ72WPmE1AcHeeeee64b6eJ7BpUR9GCrg4EvOz6z5QE7alPn5z73Od/6AM/AqJaol/hoL2iL+2i/t5+bAKa3P6Gdgz4YDzv7dup3096e2Pq3KrZ+bW6bN2XW2q9mg3dJbNjIqlaU6l58oSLxOpO6fmA7xwA0e7HNIwBEgMcDcAEOxfsR4EFxelXcOPaNhZY/9azlf7zdbMFCSz4xzZKTjrd08pFS4bBRYaHuwTCVpcF1FhALgAjWaAdoWdBs2mj5fTMse2OBZa1aTHL0ISp7qFRJ3qIjD6Q4ABjACjRhj8NZhDkNgCNADH/1yjtIyZD08EoTq8hChkRXFAM/KYoXGbhWXUWdDUDk+TyhlKdxv5OdPjYAg2oF0DJ9+nS77bbbfLk0Y8uGjWPGjOmycYHhI6kJ9Q4GvoCZcePG+ZYDf/u3f+s2JwCfCKGm6g4eIr0n8EAZpCk/+9nP7MEHH3Qwg80NUp5/+Id/8JVRgKcyAMHYlzL//u//7g75WDV11lln+XYI559/vktuelIhBR196dwEMH3pafVdWuVRQi7Ua7ZWzreXrUhtwfyKLZ5ftzUrMxu0S25j9jRrm5Da7rvmNmIXfQ07gEFeXzCbvtvzJuXbawRg5piicAYUVAVAipU5Ag/M4YqvSoJnTwq83HybZTMfsowNEicfYSmbJn7hM8qHIa/2F1JeAIw2elbwioixvH2TZSuWW+d//dLqT82ypP8ASz8zzaoXn6vUwfrQFj+SWZY7d9O7GauJsHehPIcLaAAfoBhVzeHwRMlIjLrSZZAMQE9UD/zH4QplFIAsgH6uCu+8Dm+KzhcZ+OuhzLsirq+fPxYAg20LIOT222+3X//6166KWbVqlS9Lnjp1qhvCIlVBXQPYABgs1QuGmumZZ55xvywY8WIs+zd/8ze+DxKbQb5T6A5Y4kGS318IvRQADer+z//8TwcjGBUff/zxDmAuvfRSt38hb4AYrukDTvbYXPKBBx5wKQz2OdjAfOYzn3FvwWWaol3q6GuhCWD62hPrm/QyOW/YWLdHH9tijz0tHjOrn617K5faVg7TJc8fuktmo0dmdva0qk05rmKjhmrPulYmbUT1zdAcgYJ3a3qGp3soVDqKB+QiCcFJ3LrVlv9phuU/u96yhW+YaelyMmq0dn0+x9JvXW42fKhvoogyKJXeqILuCERBAGgsXWTZKy9b/b+vs/wJARg5mUsvONUSAZhknHaCHjbKwZPb3QiMsF8QlKE+AnQAYPiLPKYGqEHlpeoLo1upp2hXnRC1IlkN0rz+FTxEGSncCN0BDH3vSu66iNw71/ljATAwfiQqN954o1199dXGSh9sSPCnguQCAIAkJhzUIYHB5oSNHVkdBPABlOAL5pvf/KYDngMOOMDjeDzdAUv3RxZAgniuOQAwGBIHgEElBJhic8lLLrnkbQCGcuTHRgbGjgQG2gA9ABhUW9jBoHIqh2i3CWDKo9K8bo7A1hFYvyGzRYvq9rtbttgDjyY2a3ardegDNH47/aQ6GtJat0+d32LnCMQcPkmSmOGa7PvgR8HWXjevtucIiH/rfSmYuDtew6AVtYqkKlpfLbCy0bLXXrZ8+j2WX/Ubs80bClBTkS3l6SdZ8tXPmx000WzPMaqoUP8AN8AgvIdJXaokmT7kM2Za/rs7LX9xtgSAynHCEZacM9XyM88223eCMkvVBK4W8AH78NkKhCkATIEsUCnVkBdRr9KLzRflWgTQRF6hmq7tAhz00DtCnONapV0KCZFF3z1b0Yxf7ox/djiA4QVgZQ8SFTZyZKsArjHMZRsBbFpYJs0KHoAI+QMs4EyOfZP+5V/+xetA1YR0BHsYPPhGmXhQ/rLx4pbCO8WRBXucn/70p65CwjMwzulQIX3nO99xY+HuK52QGmF4/P3vf9+3QmBVEvYyF1xwgYMwjH9pj8m1r0+wTQlM6SVqXn5kIzBndqc9/kTNrvtDarNeSW1Dhz4W9BvyoN8yv2Z90Nph4xObOjmxL12S6kNG23rgDqMZmiOgEeBtQamC6sf9siDhgJcIwCQYf69cafU/3W12132W3PmAli4LkOiDFGsTmyTgcepxZhdJFXTUke7rpXjppNwUgslkoJt2aMXS9Lssv/4mS1541ezNFZrn9W7uPsoSlU++e6XZ8cfJfnegfMtIagKAaUhefFk0FUIkLzMAxQGM3+iWNjhEv8BP6qoiII5ADfBG2Xj/3UBZxQmuglJcVMlF8UtRItXuxOFjATCohHBUd8MNNziA4Xrffff1TRyRehx66KEOXgLAAAJQOwFgWOL8T//0T25Eu/vuu3cBGIxmkeKE9IUyhLh/P8+QbQtQad19992u1gr/LuyODX1IhcrLqMmPES9SIZZ+A7Q++9nPukM71E94FA4aPggd74fWHZ2nCWB29Ij/dbb36CM1u+feut1yf2KvLUx8VQbidf9ChQn55J/bnpK6HHVQald+TWDm0MSGD+NTtxmaI1CAF2xXcEzrGxyK9aMB4rBNWnkktX9+zY1mDz1myUuvatdnvPIWvD4dPcpSebtFCpOcdrKlgzWHy74SEOIsZdMGs6Uy/r3pNtUhALN6reWbNhfl5Z8lHSM11De+rLKnWLLPfpb3a1G7ABiUUfrnIhk15oH3mpbhVQI6wBxulc9joHXDOqutW2PJLkMt2WOsp3g9yuuBjPSrAVSC7xWJilZ8F5iJyJ3o/LEAGCQwGMDiawUVEqoXDGa/8IUv2CmnnOJO4VjtE1ILHgpeebE3YYnzD37wA5fAYCdz2WWXuQQGb7ghgYmH+EFBA/5oAC+33HKLgxJAEyAG9RSrkSZMmOCro4hnRRSO97CbQb1Fm/iJQSKE+mjixIkWgxvvy4elK8p/nOcmgPk4R/+vp+277szsD7dldv/TdVu4QpOvpJc+q2tmL37Pkshq0t6lX2oHjU/t21dmduzk1MaOafnrGaRmT991BCRvsZreESAt7g2R4AFR3CPvsoUStT9ryY+uM3vmJe0ovN46lLEukOH5xXeqAwdacuUXtSpJqqC2iZZr1Su2LOw3ZMs11z/9hGU3ae+iG+8QOEDFo0MAJxFCSpQ3/dTZUiWdacmpp7odDcCpADB6n1Er6V4lJCFy3ajzjkT7FkFBjZebtiBm/utWl4lCbcF8q+y1t7Uee5ykQJIUSVVUaZW6S0u0AfRIZCKAZ4r6HQk1bG+UFSTTQ+jLPInuBI+VqtDxZQ9d3P5R2I4AAFiy/Itf/MI3cmSAUdkg7UBtg1Euy5iJxwYGNRO2LwAM7E1YdYQNzBVXXOGgp2wDA8Xv9MB66g1dJz8rnLDHQTKEJAaVEFIV6MCRHYOFBIY4aCKdMviFwah4v/32c3roA2WgMeiINnpqvy/ENQFMX3hKfZ/Gu/+U2S3TM7vvcfllWsZ07PO5Jv5i0vcJWpP20P6aL/ZL7H980+yYo1LbY1fN+s3QHAGNAJyMw+UY4tvaDEDXEqSwhPmxP2vp8wNafXSX2TyBmY5OARvlVAZfsiyVT9oi2DPtNLOzTrf8rDNk3CupjGrI5OI/nyN7l+tvtHym6pn1SjHejg14MxWky0wP3N/snNMs++allgwf6WikIjsczyaggu9etjFoEVihVKfalwmwABKKJoK2QUg6rVMqrvpDf7b0tdetsv9ES8+aZlvowyC5GRm7h7zxDtbybQEZrxmjX2+huPWavTL/E3xoawxj1KCZGkRDXwzbHcC8H0YdNi0soQYoPPbYYy7FYNURO1FjCMsu04AGpCp4u8XJHJ562WBx0aJFrp457LDD3IiXXaljFRLth+SGB9Kdnu73kYdzACv8wCDpYYk00iGkP4SwZYF+fMHw0AE0gJUDDzzQ6cYIGXoixItRbrd8Hfl6+7kJYHr7E9o56Hvo0czuvi+z23XMXVDYHTC18jtiuvcpX/PumOFmR0xK9MEgQ95DEhulJdYxkb9t7v6LeTny9fLxCt4CwxKpuS9nYRyC7iJD121Ed52dfeuO9SywRQE86iiQoOqTtIBrr+Cda+mqri9d+IDRc0le1LUODVoq25V+nTKouvc+y+76k3U+8KjbrsjoQOCF/qNoUUHN7T5ek48yO22q5Zd8ypIxe0iSIRnKhjWWP/mU2X/8zOyFVyxfscrLMTTM6YREACgR37Kpx1v+N1+1ZPx+cown53aSnBR7IiWCJ0gR2cKAt1n3kqRUoFHXkGC1zZZsecs6WSF1+5+suuRNS2Qjmh872XDlmO860vqxK3XbXpYLXFGHO8VzAKMKVA1gjF5t7RvXilDgsdfleTh7a52l8+WFuF+r6FRd/SVpqmqbAvJtFs/D0R+Zq5L0SLuQyMuwG0V7zV6V/tCeRlqV41ySj3n4JQt1cDCLPzcOeOdHwfe2CcB0PTTvcdGhclxcR1eDmXNPGs7i8HiLYS5bCJA+UOI7gAyABOJQJWEsy27USDsYHAAEgOGkk06yb33rWzZp0iQHOtTJEQCm3L5PgI10rsu0BD1RHmYNeAlwtVJGXzwY2o1A3gAv2Mfg/+Xyyy93O5lY/k3entqhHmjsnhZ198ZzE8D0xqey89H08quaF57I7PobOux5feBuYmM9n9X1W0KdhAg965QRr9lJR6d2yZf72f77mQ2oIo5HYSDZu+bUrtCYtIs5lwQOIiOhK2fvumCq0Rxj2neHy3pdKjLpClhoUlBPLMy2+BdznYMSBzt8zdNX7duTiHHnfKlrfGTQmourZ9pUMGXzQqk+HNz09vEQle870CXpkTo1VjUdhMqWdmuRPUk+Qz5fHnjINskHTLpmrQ3QO4UERpOxmLMOaQdMeZPDDhEImWJ28QWyPZHzIclI8sVvaNfohyz/X1dZjhO8ji3O332U4TsaQ4BIgi3mpAMtuegCs5NPsOQI7Y0HEXoiLmNxPqQm9S4DKnO9t3VZ5wIwfC+l9QJKq7Wx4//zX5b/4S7hA8lsWlVykKQ76lCyz76W4qtmytGWH3QA0NQD2ieUZQCKim54MzLpolgGDgHyr+cB26Atby602ksvWuv1v7fqSNnXfONiy0bvY9lgGSIzHEuXWfLyHF10Wj50kGX7Hyh7oCGqV++PexdmvFQde5Fpd+5Mv9NNm7YYvBKTCuxVsQGFj2OrGpqL4Hu8r9uD/20XAFMMy9v/vh/iMHxFosJqJDZQRLKCZAOpC0uoQXCoYTD6xW6GNOIgmo0TWW7NqiVWIxHiRxyUQEPEARq4jyPyxDnycUa9xYPAvoVVRqxIAkDxUABQ0IfUBfsY7HCwj4kDABb2OwGkAvh0H5Pu90FLbzw3AUxvfCo7H00r15i9vkASmNs67PEnc5vzRtU2i/92MiFrYh3UP7fhkracMkWrkE5IbPLRLbar/MK0aBItdqTGeGBr8AmdSZ0ZnN+/JzGTc1XceVRv++ObETZWz4jOjOW8LjGhL6IfZqs+OROB83la0Qn8gsBbQDsuVYCbU55yABjyi+GwTGfnBDDqvcaADRlr8ADGQrwj1b5HiXhOrqO+9E1L2zushS0DGqPk4yn7xkR567uNtnzvsVY9cEKxP5KAcS7HddnzLwhU3Gb2xDNmr8xVSQXxDLFxBxJgbGBljjHv4fLKe/GFlp53phLVjgCo+3QBtFBS5XhCbAoJuEAeUxGAyl57xWqPP2zpb+40e/RZGihwORbJNZXbdbRVJOFJPqF6PyEVFztlq6+OU5RMP3wjSEqCeFWM16MAMErT2NSeeNLq98+09NZ7JDGS5OVzsts59kRL9puk/Z0EWmQnVL9D7krWveVbKySf+aSl49ssGdBfteqjQu/Qllrd1svAeO2q5bZ4yTLtabjA5syZ47wSHoqQgRXFaFT4qIe3vhP/VaUfKmwTgIkWg/lz/25MOToQ5ZBqAAowmsVJ3eOPP961F1IwfUBAlAPFsfdRW1ubr/ZB6gF4YeuBCOQNemKwuMfwlvtAgJG/fEaFhG0LZ8ASZZD+vPbaa77KCN8wbCEQdGB4zPJv6AFYURbgBbgByJCPQD2Ed2vbM/TiP00A04sfzk5Emtirrd+Y21NPdEq1rPn7z1Iha9Vqu6wymZhHDUts3J6JnXZmItcJ8jc2LLX+2nEPn6kYQhZspDEgmrXZlVi/fkUUkyfpzsid3Wi277UBZQEH68MDlNEPAEjRT6cergWm4bOaCDEqPIvADFNtMEh/Nf0VQIcxYG0xGTMxNl9nrMRePxYi8QMF9VHeazGKzSQtAFzQa4K/JxpDVEq+o3SqVUJixowR4M7tYHTfAd/ROLGZo4+zkrMN7ZLCLLFs1uNmt91tye33Kr9SxVfw8EtG3lGxf8sGSm0ycoRVv/4lq375s5b0kxRD/KDmj1J/WI2k91OlfKUU9LGUO92y0eoPz7SO66+zylOvWvr6m0W9EKHMOBAWw7PqnntYKulQeuUXzPrJ6V7LAFUJsQBbZaZD9EmBogRfbq1xSWqi8A/TLcML8ZOzLBvQatmxgK2LrXLSyZasXK9l5vdYxy9+YumS1VYRYKr+H9/S0vDJlu8uh7Hqc7tAzjJJsBa8/obNmz1HGpQXfWsdNBfYhsJzTzjhBHcrwgbH8G3Cu+EDz/AB/2wXAEObZdAQ10FLEE0815zjQFfG6h9USACYAAtIXUgjAAQABIAVjHWPPPJIl3igugG8hKSDvFE/AIg2SOOI9ojvvlqJNMohdWF/IyQugBX8uLS1tbmxMOVCt0d9ABbahkboRpoUqBNjZAx6WZVEoH5C0Bbtcd9XQhPA9JUn1bfphPnWBPjXrKnY0jdTe2O+VPEb9dvrlJSlmtgIAZY9dtdWAqO32Mjh2g9JOvsKqhVACl+bzhIYA35zHA1phK58Yvd0/e6c8Siy1wbYoFhvBoAR6AJsNBgSPfEbqQqcEaovhQyAMSAT6ZK4ONBRmm6LaKVxQUQj0nP3oXlIHXsfgXEpZCKAGIAIgI7VSKnGLOFgTla/HcwKTLhUSmPDsCirDGsL/tHakPy5LYnYUbJGaqjX51h+4x8KPzCoU2TjkQ/dRQBEUpDOujaClKffflVrGSjVzIXnmH3ybKsi0dHHba0ifiTQ6WodwIxAE6C0UxKxfEvdWtaukIM9bST8nz+1ynLZqLwl9A7t5BK9YJRUGoBEvCc591RLvvxps/0lNZGqhlzQWey/RDGPceNe9wRMn6TJwA9O/pubZcj8R7NFS5VRZbQJZfrdKyw5Xyuv5iyw7M4/We2aayzdpN26R+9m6Rc/Zfnpp1imr4Z2fagvXLhANqn3aSXu0/bCiy9pv7LVksas9Q98+BoSlzPOOMO1JCzKwZ41+J8a9LA9+N92AzBQFIw5GHZBJu8Jb8Xb08t5AAGAB8ALjBJVEp56kdAQUCMh2QBQjBs3zpczj9COoUg6yuCEdmKQqB/QQXrEl0FNAJKgmTYAIfh0AZAgCmPZ9JQpU+zCCy/0BwIt5I8y3AN0fvKTn7i6CdCF/xdsczjwGxN9L5flOmjiui+EJoDpC0+p79OYO+MBdFStfUsiO8K6bdY2Ap2SwFQ0+Q8apM0ch0pZJNsQsQtNzrLtYH7R5Kw/+m0Wc41+qbqHdXk0fxUEcLrSdRtZPa23/UHS0gAoIhSmW9Be9NUZshhuTZ/0cgyrvqB65+OMjzE2uBSTQ8pCJ/WfOcvHgyiNQcGwdc0YNeZn7naOwFhJAtOwBfL3Qx0r5m1X8HDnXS3ADUgCyZxi9Yc3yQGhpHdVgQ1y1gWSU4GMpF08aeVyy3/7O7Orr1WaUneV3cghh1neOkC2RZSUqqqaypRAahPsX448xCriBTZwkKu1sE/hMegRSULEu679v2STlK/baJXnn7H8tjutfs1vpfJCWoIE0c2KacmXhUMndjvpUdo88qxTBGTOskQfzfQT8EKa41Rq1gWrk9gKgZ7kywWQXnxFy8B/b/kdkiJtFEASn8wqWgf1xU9beuoULd9eaNmjT1l2x33qs0ZD2yokx6h/559j2SWftY3tm+2Vl1+xX/38l/bIo3+2V/TBP3SXwTqG+Ec7vBnbF3jh5MmTfcsfBBAE+C5he/G/bQIwxY+iIMapeo8/ZcYfZSOOjqG2AcxwIM3gno4iMcGuBMAS9iXEAU4I1EH5ACtlMkiLNoinPu6RpgCauA6ABIC6Rqhz5syZ9vLLL/tWAKeddpp94xvf8H2a4odOGQKqIRj7v/7rv/pKKugFuKDawqEdWwlE25xDjQXtfS00AUxfe2J9lF5+WprgMVhlYs9zJBHYgDRUIZq9nUlj0+EMShHM6Dr4WfpPs/h5+gDo5+5pfm6k+zWppPXiQF+6SIw+KTJPxfCUUNMYwH/a2wXuWjo1NyY2QI7Tquqgf9yLV0T5TIagKqmvd6mfxNDgI6mDHQYgcvXiwfggpPmLoIXK/rzVNwFf5m7nFlIdYR/Di8I/4EMmNZIGwzd9BMAUPmE6lF/5BFrwwNvJs1AeX92jD+tEq1STa661eqcewMQJVv3Cly3ZdTcJxJSfOD2BSqsk8FIl5YPk4G7AILUhdRXjLtDigFQEITER55IgRg0vWmL1G663/N4ZWu4tGxunULJFtQ+8avEXAqqREOlZ7jbKWvYfZ+n/9g05zpuqJmVK4VJIZUB4p5w1DLUVB4hJ2UZhzjzL777PanfebZkW0bDfkvdZRaoH7W+VfWSwrBVQtlhOmF5BOiOCNX75gH6Wf/5Cs//rf7cNGsIXX5ptP/2fP7InZUuzZNlSm3TYoXbgpIPc/9m4ceOc97GSGDADzw7eGeYU24sHbhOAUe+6QjD1IDTuASNIU7B1wZ4k4kNy0hMiIw9ggDSuyVsGLMSjVkKFg5SDToQdDO0HDRAX7XEd8cSxPPr+++93qQurm1jqBY3shwSzxtFe+HZhmwLSCZSNNngYlHnggQd8mTc0Y7CEcfHF0ieWAQxloDvKemV96E8TwPShh9WXSWV25iAgdZBkwaUFmmWZaIE1HDAI1Cf6ORIprqBD19xz+7ZAOR3FpneqkzqIKNj827L2lhu6RX9gb36BikwR2EBsbK/YgoXyx/Z8blosYtJqiG9pTyhJpvbeoyJ/WomNa5P1TLVTPdRoaQUToIeBgZlx4eOGjY3GOE1QUzEeO0dwaKIOFn0s+szjRirhY+kJBRDgL3Yy9B/1DAHPuYVEjzpU0A9K6lp+Y9K35H3317+1/GdXa2wFZg45yCpXfF1AZj/LxLDzQiQmniXpoFYXJRwy4gVceB3QQjt6ZpCCpChdv86SV+Zoc8hfCrxoqfb8RUUm5XMAo3ypOsG7Dzk1aMTzr9pLr/iypWfLmHfcvlJdbeVTytH4zVCJeM8mbfGuZeD59b/RDtrPWTZ3Ad8JThNtrJEx7/LBrTavpq1+1m+0VWs22njZlU2QdGaC/M0MPn2qZV+9xLKJE22FllQ/+bBMJxbPt9XrV4nX7Wtj99zLVx6hLsJ8IgQOar2L78E/gydvD174kQCYMpFIUmB+SDRwvV9GYOSLezoTIAXAUgY4XBMwriU/5UB1rALCHmbcuHEOZN7vwAAkUBFde+219vDDD7vdC4CIusP2BjBCGwAX1FeE6FfQSn5oYoUUQI16Tz/9dDdcuuiii9y7MGW2x4NyAj7GP00A8zEO/l9b0/rNaFbVrKc/HIjxufQlvyTA1BsARpcYJ8KDyEOAOXAQQlUCAwuD3vDHwdLYrTk9e6/50zUEGJY6eEGiIFsgqdXmL2qxx2RHevv0mq5lu7caxmg2elRiB+ybSAKcSPWd226jOmTgrLRaf6k0xMA0jWKwSp/5Kzm0DgCM0h0B9prubxMhvB2F4qXoZ9Fj9VqDJPbpdfv70GiFGMbbXy+/1vumsWKokGIQr43QXXqS62M8mf+G5dfdaPWrrlNuGQMfrKXMX/2S5fLNUpc0BskgLTPvu7SFNpF+EARmqJw7Vx/pAtuZyqrlAjDaYPIaqXZeedXyjRuKbQrYeFKAqOgDdSq/yvLOI2HKxKMqrBA6Z5pVTpT6R7YnZHavw8qHGtF90GC4i8f4GQ9Ypv3+8vnLrL52kxzjyVWBOopUZZ5c/s3OttiTtQ6da7ZA79vJaaudUe1vZ7UOtNFaGp6dNMVapErKDz/MNslmZ2OnVgjX19uwwTLpGDCkS9oSvLjMM4OPl+MYo20J2w3AvBMRSDKeeOIJwzkcR3SM/EF8Tx0Kps850stnQEVbW5tLOpCQ4JW3pxDtlQePfOy/BHhhbyX80ARgArhEmaAhgBXlIo1rAqAFIENeQBDABZsZ9nTqbgNTlCjqIH9fCk0A05eeVl+mFZbBzCwOot9I4ddE/WGi5wC8SCrDiiMUJQVDIq5RTlmdGWtSJn9IHIpfmyKoCMmOh+LLu3HTq05oOVyTJsmJqxtEd3tnYssk2b/ttprNeEQrtV4S49mc6iMKbpsLrIh/ydTgpGNqduoJuZ1ySot8cEjVrrEolmAzehqJBoN1PYPGAj+wjNrOEgAv+pzU26EPYfVLb0LjoJfFO+DzuLpMr4kp/uoKO5c6S54ZJr1djI8ehNtQY3Arh6qoYHLZh+QPPKxyqn+s3HicdIyWNJ+tnahPE2jBAzvvL1IvzqKCh6mWAEVOgx4w9aM+qsnYuirbmlSO43JpBnAwV+/cbOkNt5s9+Jh1dsiYV4CCFVGqWNWoBgGiuoza6wNbreXEk6xyyqmWTDvLJIbzelGDCferLamyBIBSfWRn2L7cc6/Vf3WdfOCs1/tUtxfrnfaswM1TOhZJIrdMdL2Vt9hbomy91LdTpD46o9pqn6kOtr2HyyOxfLpUBNYSeSrORo6yWj8c8Ul9KWlTFTsaCRuCJwbfZKy787ue4tS7Dxw+EgATTB6iAQrYlAAU2DqAQHp0gDyRP6iPNO4DWESeOCOe2n///e3KK690sMB1gJSoJ87l+iIOyRCrn6DruuuuczVXSF94AByEUFUFnfEgSOeaNjmgB4kQ+yChQmIVUtmhXbTLuSd6yum98boJYHrjU9kZaYL9aHJ3o0NN/Ppt6QejI066QB0C49A/JnR+T/wjk26JLfJ7DpX3s8d6fBeAgbn00gCAKeYJGTMgYZKIacXqxObMNbv6mg57+IncFknykjljVCcclGhoNAaHjq/biZPlg+3z/bQQQXYxrQA+GKmzTmXWyMFJGS/6z6AVV9z1+aC3RyYgADOgLO9HMZf7fE2f/V3ifWl03S94g/ReAWAyqdx8SBQn5AL4cMzbvt79wNSvvsHyJ7Sf0tz5KqkWZMCa7L2HBlw2Ip+T596hI7S0WTYjosKdvunZue0M7Xn7tC0eozZ4ApnAeFqjHejU+y87nbrAQzp9hiVS9dRqksYozqVAPCsRJwzvfhvrA1KrSn2T7H+ApCJHWj5YCFYd5DfkAf4k9VGqDSfzWS9aNvMRq992h5z9brKV9Q6bvlz8WYDpcfnEWSuj5Q69JkNljDxENi9DBvYz1WjH6t05LR1ou2updtpPx1cukcTnTLNx+8i+RzY+AmLuBFB9IcAbeXfhi4x58EzSiCeU4zziQ/7ZJgDTEzERxxki8crXHcBAa/d80VHi44g+xUDEwBAfAAYDW7YfQAKDMS55u4dyfaRzj9QEtQ/7KrFtwOzZs7tWP+HPhRVQIEhACJ4EaRt1URgkUZ66yIOaCYd2gKhzzz3XVy6RL9rq/rBov3tcd5p7230TwPS2J7Kz0lMsH86Y3fl6xMDSJ2PmBeJ0aF7JNMET75vgSVpTB/Dop58ymRKviVezjMooUgf2A40or8LnWqrrrcHJFxvK5dJddKZpf3tV4OWxp3L72fWZzXqp8BKTZ1rbK8aTYMeiAUBNNnZoakdMTO2rX0u1U3fdRgzX130qewkxSrfvUJ8LRioGw5j+5ZTZW0flfdLVePbKzVVNY6IpV/3X+6Seq9fxShX10X8QiiQJDIaWdXh+Csfy9USr4PLlMrJ98BHr+H9/YjZvvrz7skpWtTkf0JltBy6/xHLxovrwYYIi7HiElI81Ya70dBBCvdADDIcUCVIKpq8EB+x6V9WaViFpObb4jAgXZlEmZWbBGeWlEdQz1x8H83pPZGDcKSkI7zsArSrAUyG9obKyzfpdvfKa2XMvWv7UM7a6vsFebV9rP3/6SXtwwVKbt059EdAb0pLYfsMH2kHalftQeSCeKPcF42XBvKfWPw2QhMVVVuecbelJJ1o+cbwAk5zgMabwNJFW/rCHRxLgkREiDt64PXjgNgGYIAqG3D0Ek2YfI3y8sN8RR4CQMvFxHZ3nPuqMNOonLg6MdgEN2Jzg8Y/ryMvgRP6IK9fHddDBHkusPsL5Drtdo+4KMMOybXy6sBwsjIS9Yv0JGnk4gCmMljBeamtrc8ATNJC/Jxqinr5ybgKYvvKk+jidmkT961GMlVmlUAHpillZjIDZ29N1VdfKjfZNia1/K7d1a+s2YGBFK1WRhmIjp4lTdpOaMPSnqMc/xHXvv0cYAjNuLw4+ZzUAjMlO5eXZZo88ltnVv83tudn6gnfa9Vd9EkTTuMDotKp3YGaHTDD7+teqNvlI2cbsSkrBSN2ZmRib20UoFnYO8NmpAs+88dzdVqTRuWIe1gA5EG68UqT5e6C3SiofRoqxcjzDmyZArJOMdwUd7ptRrOC59U45e1vtS4x5W30U9T4lxx9lyVmnaCPHaSYRvIMKr1v1FxIKsIjqFG2UckmKTtjJFCSrDsCKniz+kFz15+88zwhCUY1J6ib6+4kmQIMXlBfq6KfkNP672ChDY3yzrF27XLxruA0dsqsNkxqqv2xrbPlKaxeAeXPlYvvjr35jTz81yxZqMcowvUp7aqn3wftPtDbZ8+x++gk2VO2xzdhg1FzqYy60lY7dR5uR7S51lext9EPD5UFBXsGfoTT4I9cE7nuKK1I//N/tBmACIITUgXsIRpKBG358uwAWAjhEh6Jz5A+pRtRRTov6OFMHEg6kIzizw9YE8BB1B3iIMrRVDsRH3ZShXeJQKeERGBDDrtT4gTn66KNt2rRpvtKJerGRIQBcon7scZD+EKKtaMMjG/ERF3kirS+cmwCmLzylnYBGn5OLuYNp3n8z/Hx1wCg8TpP75s0VOc5KbekS2bMtrdmbyzpsyC4tWjlY1QeE2UgZtA4fLusOfKPAhChL3ZqkYRL6ofK/1wYopq9JLgmLh9YuAPOL39bt+Tmu8GBYfFwAJDBF/IDsOqhuB++X2RUCMEcfVbExu9L3xgEvhDvjkZUx8BoANx9kMKCsCEV5XRdDrDlYihPZZ9Rkr4MUTSYUUsPr0PTY03hvradRYVS0tcpIeP9nHjSqtWJw3ta1QjZX9DWSqZgi2I0Q6BOOjelUHXAh+xB7S4z/ql+bTb/HcvlASaSSoXwh0RKA1PgmY/XiHao9g668XG75tU9RP6lzWIFEvUgCCQJJyCVoD9Cpp6JnhqE2khOBUA2Sq578uSMvAoXzfFRAtGjNk64S66/2XPiiyuryidRZa9dvYpNt3NJp67X3xpvyT7Z08QJbsnCuDR8x1vbe5wA79OCJtps2gvQ231phG1992Z76wX/ZPO14vXz1ChutOvcePMwOmHSkjdQ2Ba2XXWQZRsFa2eQ+cHx81KDrvuiA+KakWplsfugd4xE8jnPwubiOe2XbbmG7AJigJgiNe84ABFQ1ABmO6GA5TzkuOkk5QncwQhz5iQdEIBkBPHC8G4DpibaoK84s9wZkAbi4BhThkIftAkIlFHQFnZyhI+6pK0K5X8SRJ+J6yh/leuO5CWB641PZGWmCucIgiwmfydanRj/xbVrMn6/Mzn0Z8Z8fTWzegrotX1fXPkkVeepNbN9xdTvqyNSOO7bFRg3W16NWljoT8alb5QE0mm0LBtI7x9D7qb5XYAQiEdXAvNdze+LZzH76q057+iWxOamEfHgYFalJ1EkdVdtrRGZHHZjblV9rsUMPyW3YLqRj8CxG6MOq/lNvg2EXkcXcFPNSzFOMTsQVjenZqGxdTJdBlPcUly7EY9rcXrd1b3XYmtVV27RR0mkt4BwmIDlqpBgufmdoX4zSg8hwXqgbx5SgS0eY0IptCC00SC5KvP+/vC8Q5U012muU9iRdvz1WuZXgaRqXhMZ156t5WCH0+jyr/fTXlt37kMDMGu2xKROCrvyNirWrs1xEW+XvvmF25smW7ba7HgfMHSBS1Ef/6Buto+oEznRKglJVHsYSo16XjmEHAwXwFz1TygCwkMFQrkUSEaQ6PIsN8pa7YtlKm6u9meYueM3mLp5rC7Qv0RIZBC+XCceuo8bYQQceat+88utatSuHdNT8zNNWm/Ggrf/tdNsk1VJH5xbftGJAS6sN3GWEtZxyrKVf/qTl0m6Ylkc7gPFuFm9mMVjQJCNy8T8+34FZPQVo3PoO9ZTjw8dtVwDzYcmgg907yT3hnTpejo+yPdXTE03lspFOWaQrLIkGaIW9C/YteBEEMFGuO13RdtQT58gX95yj3XcqU87b266bAKa3PZGdlR4mSDhDMclrthaX416HDCo3tctfhSQv99yf2QMP1e0F2YJo7rYNUuFX9dk8aGBuu+9mduShFTv5+KrOqbXtJSE3xphemRyNiWFwuZWx9L6xhLWhSKjgsE//sG1ZKSPeV+cm9ovrO+2RJ+q2eJW+vmX/U9gGSaKibmBDcdQBqU09JrXPXlSx/cZn1r8VuyLAjoABSIF8YqRbAUwhgSnPS+X5K+Ytfy6qiTToYxCxq+HR6BvVli6VFHtBJhpr8o+V2KbNiQ2UkSngZc89AJYmVb+28hGgRDJDfTBsmHRxW6i2eDKFR1l/TEUa2T/qoI6oK2q7AWB0UxdKSVatsOSN161+0x2WPf2cwI3kIHonkbrwlGIcvLDMCVLc+7NTtD5+TSt4vBfKq6foKiRvQ3/UjAOkmiQZMuPVs5Z6SGcEZAmrjDq0ckhqn1QGtehDPQ1pDfTpWdJ0TXYyTz33vD377HP2wtOzbP7iN2zp8sW2Wk5aN8nLIX6DJkw4UPuGHW9fvfTLdtgkGfvWNmq7AkmS/niX1R99RsurlzPiTqYq12uid+WwAyw5b6qlp59myaGHqQ9yRsc/nr1o8CeHkz8BGLZHeDcAo8IfWegVAIbe8aOIHw0/mAALxMV9SD9CKlMelchXrod8cV++jvqifJSNe9rhIF8Al0grn6Pu7vWRJ2gtp5GfQFxfC00A09eeWB+l138iTKYwBgWfqGGWOgQ8li1Pbfacqph43e64t27tPm9gpNtitWyzsI6MF2Xwuu8YDFkTu+RLqZ1wfG4DqmIEEndr1ztJYMRtxQTk7F319s7fYrEQWCtRtFUCjEMQQYyjaqvXVrWas2533ddhDz3drqWwYm4s23WVEIabdbtgWj87X8cU7dg9eldJCqR4KDwZA2CwV6DvBeABLIjLfoBx4AHpQFJCgIHptEbOW2c8kNmMmbnNeFB2SZtq1inVfEXtjRye2j5jE7vw/NROPcmk8heo6kd5AANtN77dAVVI3vWcADWoZ+i5WLr+fvQBpgxF/EtZxi9A4btEa8VqIiesyROzfDdrWdeKGEBlah0Nw9/WRHsTIbWRBCM55gizfdsskQv+upg7b68EKg5eWiSFohUwOW04KFD3AZSKBtE0Dt1KrZPLq282apAc1GnPL95XGevGdgG5pECb5XDux7/4mf3htlvsuWeftk3yG8NPp0WAaZfBQ2y0pCcnTj1NtqLTbMoxR9meI7Vn03rVe83Nlt1wm21ZskiOYDZK1cpbUZDgqrS9drf08P2t5Yuft8qpp1jWIhok9dF3gFYqacdsNdKq/iPVq4vP8hQdhOq8I8PHDmCCqZc7DYMvx5evuwOCSOseT31RD3neDcCQN+rhmsA95buHctw7lYl2o2yUCVAU95HeF85NANMXnlLfpxGM779XfnocSGKKSPGTzObOy+1R+UD53R1ykfGk9kjSxK85VZMrzADWQNCmj4MT20sb4F7+1dTOPD2x3YZLlS+nbuTzEgAYAE0vDS7mB2RoSW/BWfTVK2mANgG22a+lWkyS29OzarZqZaptV8Q6xCF3GZqLYWmX7iOrdvjBsn3ZTRKQ/gIFPi6wZYYTVgOzFKAT83HZh0DIBwo8D0kInDAx5DeWyCbn5cxuu6NizzyX+P6AHZJmAyZRMvWXrxB8gZ52nBlb7Zx4YouN3k3QpcKXPEyQ9nk2PDmeZkGPGxzrriGf0dVHFxidQqpEG6JI0gXoAMdkWn2ay09LZdkqSzesF94SZNN7xJEJVLtSCOmW+oqkpKJdqFMtZ86lPspXr7JMC1ls2EgTorBkID5ieKcFXVxHJl6n58pYMawO5tQGUp/8nkctk6vlLaceai37jbcBu+6lVd4NcKdRyQUQASw//PF/2B/++AebLUd4QwYNsb333Nsm7DdB9qFy6T9urI3bdz9r22ecjRZdA9s3WP31V82u/aN2pL7X6rpP5Aum0qDJf2rqST5M/mTG7GHVyz9v6blnWn2k9vVzEKWdBgSS6XN/f16iQ+8PfeLnuqNDrwIwDEJ3UMCAEOeTmpBe9zyR31+KxuiVryM9BpZ70st5SCtLTLgvp5freKd48nB0l9iUy3LdU9u019tDE8D09ie0c9Cnn4j/jphPOTRP+mRP7/gif+nFzO6+q27T9ZX/xIvIZbQCg0QxhJSJVP/wWCtzGBumrWGu/Hpq550jCcCeqQ0UI4U1dvkF0XzSewMgQz3zL3Ko1L0YPmPQXqu6JOq1udpXcJlWYK3R3CPJxXAZLu+9r/q6lwCbDHerMMlicDQ8Kq8bX9brgwyAkTQG8PJBOQ91sqxY/zKt533sqU67d2bd/nhXi732umwiqF9PhtYAjATaP2xf+XubLKnYF/rZ/uO1TVA/8ihNBACsIAMA42VI4HPfYz/650RfGlYnalHvidMtcCWiXIIiSioCbcAt6Cr6BT8CwAj68LgAxJKQVAQsUnRq7Pw863nL576hzRYnWt62t2W77yqbyYb5rp4t3eSlrCP15051dC5cYFu0qePm66bb+tfm24pztJXNUUfaqAMOsxGjd7NB2jSRrLzHGO5ef901kn7dZwu1v8SY3fewAw44yA497DCboK0Nxo4dLTukwVIjSm/HBpcrllk2Wx5/b51h9sCTEtUIZKr9YuNPXUAQYKqln9X7D7XqZz9hyRknWV2W8Yl0f6j+JM9TttwQovGL82fkP1g6s2PDDgcwwdADCARTp9tcxwEQ6B4oQ3pIMrrnCRDSPZ4yEaKO8j3XkYfz+wEZkS/q4Z723w3AkDf6HeX6yrkJYPrKk+rjdMZP1Tmvz6b6cTKxirWJCb4oycOdd+R2x0Pa1uUlTfq5Fgb4F6DE6/zOOXQv0wsbqjn7CgGYc88SYxeAkc8t97mRJ2Iuqj/pxSokf4rqSw5nFMNIZCfhqhWxDFimFpuIeVVlqyfmV5j0WIvARL/+dbbI0T5IYsIZ0haNh8qikoHdqKYGywkmrHiSPmjAyFRVy8OM3XVP3W69I7OHJRFbshwwogr9WWg+hDuq1bpsOXbbpWJHHFi1b39T50NYhYteRcmyyyn8pfBMCroK/zRqoEHtByXvg+aHITuA0BmSIIyRohs1dQeYLEFJEfTukFoBIOra/8H01VekMO60bt1aSxfMt+w3f5TzOG2aeN5JZiefYPXJx2rjTSRfGr+GCknaG42XQyPFZrZKOzwv+PVvbN7Dj9kr8+TaY9hAGyh3HgccO8XOO/98O1xu/CXHUdsaV4GSxVp4skILTzas2yQp3FAbpU0eB8gWp78WuPRvlRExaljqlye8pH2Tti3QnoQ44dPmkXkr75XeFe2GjYqysEfarPw8Ca0+OnCiJXJYlw2UiqwK8CrGiXFhPPgkwK6KLnwcoVcAGDpeBhYBDiIumD7xHJE/0j2i258oQ3S5HAAjgE7k6ameSOtWbddt0BgR0cY7lXun+Cjf289NANPbn9BOQp//vDVJon4AZOhwOxhNlJm+dl+bm2sLkNxuvjN1htnZ2K0aOxDnNhoGmMuIQbmNHVF3FdIZp2tp8fCK9dNuzZrKNTfL4pe6TZxeuXtjKJiiyMRYAqaO4XHDXoRxcFYvmwSW5fIdDwthqBgDmEnBUPgrtqw8lC3kB6TrCokM5aP/b+NA/hC6atHF1qAkSNrSkWkjybq9PEfG1Hoe2tfPXl9itn4jlMAwaVPsXBIF+gKA2UVisUP2r9p3/0diRx8ufzVD1S+poGCAABjywdhhuC7h6JLAvI24rbRs5yva96CT473GDUANQVik+Rjr3iEOCfqPehOmj12MA6E33rBkxgzLb7nL8seftcpJh1t+1umWffLTlu4iYCCHcTlqKuUHCKxavUbbRCzXJsMLbd4jj9js26bb0kULbbGMcV/XgI/ef4IdMeU4+/KlX7UpJ0xtAHHgTs3qGzdabcNmq23SSqJdhlrrqBEaP54y/RFd0AiAUXMJRsFSh2Xr11t980ZfGcYvIJGxD/ZRBdAVwKfPKlAZOswSgaFc4AVCeVIEhyzo13RFrI+XmtnRodcAGDpeZvJloBKDEsAjJCwBGgJMUJ4jykad3FOWtAAwxEU9kS/a4dy9jnLau11TLsoGPd3zk05aXwpNANOXnlYfplUTJxNvXR5mna3xeeqMFt1/hzPNl17N7LobWuzu+yu2SS7Ya5rgmaqLaVWqE/222kZ32uHjO+ySr1TshBPkbqHV13moLtXXkMDIKsbLeNFe9gcmiFKBlSnOivSljX2EgwMBEmdNzpE0TgI0fAknSFykXtKNMxuMnlGMoGrAUy8AhlUticpXnOGq/xpbhoTAlLR17qIFEhqJZODZ6MAV1ko5D3z8iU678Teb7TmZVMxfhrEq8FA7EKFKgV6166uUVHFdBYf1T+QkLRGASW2yFra8O4BRuy7y6EYDdHyUgW571/XHEWHBsL3vjAVzNwguhkWSC25yNipiIIXbapJOZU9r1+ef/8KSJ7VqacESS/eQDYz2Sap/89tW2UM2MkNknJ1LaihnjHokNuuFWdoo+gl78MGZNmvWMzJUf9mfPyudBtRSO2DCODv2uCPsksu+ZceddCroSU3VpMnrsKq2I0/XyTZHICbbdVera6lX1fEjSjEZgqPWEsCP50wfOgRgWZsmCvSOoR5TH/Rx72BS9/Sa/PjDwWEeDvgAwoDnLtsp3j8ykbkYBl3s2LDDAQzdix8J18HIiYv4iIsz+QjldAAJ95GHawBJ+Z4yPd1HPeV0rt8tRJmoj7zERbvlspE34qJMxHMmLuIjX28+NwFMb346OxFt/puCffMbgfHqSoyZL1txDjnqyrXiJbN77jG7f2Zuz79Ut2Wrc1vfIdYuEfhASVl2H1q3yYeaVrzoS1977O27r6ZcMdXi96YJ1yUSjFnxBdkbR68AMBoDfT2LYh8HmAVLpotduaGaFHE/9aeQejSYiattyOtsSHlguIyf4sgvjsOVb+IoJgQPImwFMIx9EadYUoobVVOXOGK9fLohdXng4Zrd/1CnLV/DppJFjeTtKuqlVEgxqFcOGFu347VA5ytfabUD98/lnwe1i6gL1YvnFG1FpB4P9FMbz2kHBEgthwAwxOtwZ4CiR2xeZOm9FGl1/WEkwdkunRC6Y1lydv+Dlv/45wIvi7WztHaUZu34lGMsufxLlh56kKV776kKKwKDghhbOuz22261u+++w554+mlbvmiR1destV31EPbUezteQLttv71tn2Mn2TFf/ZaNO/FUH5Yc6WPHRjnXm2n587OFGaX6Oem4YqNFBxcotAC3jKH+Aix1hu4OSciAt61qgz2Wil6QVlwVMfoLr/IeMgh6K9Vv3jZBU92L36oyhsn7TzM7OHzsAKbc32DwxAFQ8MXCvkQhPcGZHAdO6yJvSFG6g4JI7w4SiKc+fL5Qd+zNUKajp+ue6iOOowxG+vXr5zSyCWS5ba6jju5lemqvt8U1AUxveyI7KT1iuv47YVbUweSZSdTu4na+yDVJwtxflDHvM8/W7c+P1+z1RWYr1ssXhVZoDBskfyNjana0HNmddJK88soVh3b5ELPQhMvMzaXXTVUfw4zrFLz3nwJ6AN68y2IQjAtzCB9pKq+DbjgY04XHe38oKRZLX0lXIL9yeAEHhMxb+udSG2fHVNjI1wA95blLKaR6fTUZ7y5fmdl/XZ3b3TMymz2febpgcV6J11vUHvfY4wzor+dxZN1Om5LbmdNabaz4d4tW8/gTdnCKdAkSvVNe1A2PFQudOyQ0xqtEgQjSeBIhdUnxTERNQajeIxQ43EhBByMHGLcLUGijx2z6fVa/5ibrlEPUdo3pGmxkDtrfdvnEWTZ42hk2YPJRWmIteCEDptqWzXbrDb+2O7Un3wtPPW35yjU2Wu3tK8nJfgLlE7WP1a577WZDJu1jo796pQ099XRZQMvLr3astjXLLf/hdZbP0DY9WCR9+jxLL/u81eRRN5EhrpwGiHxsxQAzABikLIK9uq+Lrha9HIxu+Qk62CWGZ+Hd01OK56L7TuUHxFBX8ZNEVbjDnpLa3Rp2OIAJJs4PpCxFiR9MxLMz9IoVK9y9P5588XY7atQo21UiMo7uAIEuRR3lNrZ2Ve+hHgJtUl/sfdTe3t6VhXQO6om6uhJLF5EW+SOJezZ+xHsvXnwDaEX+yNf9PuJ787kJYHrz09mJaNOcieRAC6R1IFVl0tXBrAsLIV0T56Z2MQWpMRYuzG2xHKgtXQaTTOR11sQcMxsj4DJaK3Fkw6i5Q5OtyhcAQPOEjFr1E1copm6ueluAZ3LwF7uQRH5g3AZGfmy6gJgyONOUpAI/L85QGiUahYt+qq+ojmBkqHSABJqqVFjjyTh4WeY83tHObwAAQABJREFUXXYDMMV82BgnlenoqMv2s27/+L3ccErboe2L0ahAZRF4atRZSHpob9dhqbWNSeyCc8xOk1SsrU3SF9koIWEr/MBE/UhfgAlIhcQfHMDSq6i7aOEj+QvRGhRaz4RQEP7ojdHQhERI/RQZpDNObuMDKGlI9ugB0rBk3RrLrvqt1e6437Y8/bytEn9ZLJXSU7mAzYihdmDbBJv49ctt7KcvtC0D+8sGSHIwqYFevPsue2n6HTb31ntt4JIVNl6bmI7Vu7+bpFOymLGWAa1WHarVR1+VBOe8syzVNjfZ+tWWvfqiVf/jWktnPCG6NKafON2SL15kdtDBluAJWH2qKR5rmRbvk4hX/3j+OQ9O8fTH++R90B/d8NzhlfoBev5iXyY6ztvopRwOqRYqUpGt2o+oZkecdyiAYUCWaI8GXPWvlHESEhaYOYAEpj9mzBj3hEv60xKlvfrqq/LuuNTzIWmB2LFjx9rEiRP92GuvvXyMqIODQS+HclxcQ8NqbVz1yiuvSGR3t9NBHOmEuA7JDnHd6yUuAuVCigPIOvLII+2II47wnanZq6mnEG31lNZb45oAprc+mZ2MLn7CTJ76mnS+hXEuQENfuDAUXZDsPLwmvf2GDbm2/TBbt44NHAsQgz+UgQO0zLOf5gQxlSLg7K2YI3yi9597wXYaGXrZqQEERFXB1FEVQW8xFs43/Ktf+ZDAFIOlv/SZwF+AGikCAwADRQEoqKMYQ76lSWeMCwBTsOiiBkV6Pl9qrXTKt7fXbP6iuv39/20CMDwT2tM/n3uVpzGPJmLu/WQXMmZkxQ47SNKXKXIsqJVHE8abDdH2DlUML1TOVREwP29M8zBMU/eolQAMxO+Qp+TkwOgFQ8Tg2e1ZMEoARjGo8XTUBTZ8ZMT4k7psj3RYFRCi8eOxyN/Lljfm2+If/Zctun+mLZYqaYk2gVwkAPOatVuLthrYX5KRT1x2qZ3w+Yutvk+bJbtoHz2BpFV3T7cVt99hK6UO6rdkpY0WeBmqsdTaH8eXPINUUv3sgmmWn3OGpaeeavkbr1v9T/dYRaAnfX5OwcOOlXX0WVMtPessS/bX0m35pZEJjW9DUNXY8jngKjofWVRBjHf3MS6eqb8zDbMMx7r+kArAykD4LSBUB+op3rMdHXYYgIHJo7L585//bE899ZTvUI3bfqQUkyZNcqZ/7LHHOriZNWuWXXvttfbMM884oAFUEAAV++yzj2+weNFFF9nJJ5/s6prYiyjyARACJHSP455dpx944AH74Q9/aDBmgBR1Rxnaiuvu4CXqIz7aRR1FftRb52uZ2yc+8QmbOnWqbzIZ9VBnBMr2FB/pvfHcBDC98anshDQ1GAkrhQp9vMwMYdRMmJofmXJhzC6VCdbm3LiRgUmUOjjpqCftsCHlLDzaOgsigSxU2GuD+umgAPZNZ+gfB/2PDhZAxLugvhTjFR0iX2z9B2tpSLJABdSn/IBEhxDy9gtoKIaDujkorzppUmlcE715swDMwpr9n/9esfse1viyREfgqDAUbuRTblQKqPOOOSi3885O7eIvVK2fjC0chLrER5lUVBjUWxNmcKAG8Inl4jsUwIgcusySaWnEJBVBLdQAML4MScn6QFW0bMD14b1pvaWbZQw0SMa5A+SlT+B582sLbNXjz9gj//1DGTg/as90dtgClV2hQsgTh2hMxmos/+bCT9kXL/q0VaZMtWSPMYVg7bbfW/32263zwVnaG2OVjHABTkioBKoEnHgGFYGaZPIhlp56oiWfu1iqqmck7fml5a/Nkw5VnoKRMu7DhpITrXL5V8zET3PRhqt/+tWi301F4CulP6oLo11/HXTL2+Gd449+H/xEWGSkk792rsvUnW+Eys+P1wPqpEPKZOlbGPaSe8eG7QZgYMocZclFuSsvvPCClj8+LCvrB+3ll1/WNt9r3Q6F/Khb2Pl5ypQpDmBIf+655+zNN9/0PNRLYMIZrCVdI0eOtDPPPNN3iT7++ONdgtMTKCB/lI3yAWDuvfde+8EPfmALFizokqB4I40/5bIx0ZXrivZIo07OqLU+/elP24UXXihvkyd2AZgAPeSJuspt9YXrJoDpC09pJ6Cx+Knrxy7xvHfHp1afXPXzUSCWw6dWIpzJ+h/PgEShUQkTsWZazw0T1n2XLp/YRtVFXV7VX/wpfvN8cETS1nYj5qM5Ix2R2oeVKm6QqVukKRgdFNxDZ3XAuypuwpewjwkGz0rSnwQ9iOclAnBRjIH3V91gfyUYpDOfrR2ksI5yKOZRxqKmVV/Ll2f2P/+/xO6ZmdhCcefOhlM76vJh0lgj09ltmNnZUxObdnpiZ57FzuAaf8/RGEw1A6OM4M8N4p2WrqdY1BmZ3seZkWD9TbGCq8GkFSdPJ2qQcaDvjA3vg1ZP+bBoHCBG48g/ly0pDSpYQQXPRvmWsiHxytVmjz1q9vjjlkw9yfJDDrZMQOThe2fa3TfKpf+Me2X6MM/WCixs1PLjLToG6VHtIwoO18h86qij7NRT9fH9uc9ZOn7fYgxUX6YP+2zOfMvnL7YEHy3L2eRLIKmfVnbJK24yboIlRxxgdsB4Bz7ZAw9b/fqbLNEqpERLqAE5mdRS2ZhRVv36ly0941Q1Os4yfVj7r4DuaXiroosA4MUImUegRyMwA8wCjOBlRmCIBAU/8Vy44obLogqv0IdNUY2cfrWj/mwXAMOLXfzQCylJXMOskbywOeL06dPtV7/6lUtVFmuXzGDmnMmPfcvBBx/stimkr9c6dRh/eRdo7FWQdpD/6KOPtjPOOMMuvfRS22+//Xy8os5y+3EdA8o9O04/9NBD9pOf/ETr7mUlrjgCZ9rcoJeGA9qRsrCZI5s6YqAL4CIPaUiQoAmbGiRJgKuLL77YAQxqpBEjRnTVS93dpTye2Ef+NAFMH3lQf4Vkxu/Xuw6TZ3b1n7Rm2zjHuHDPwUTsFohccPxl2FovHyiRDgPsuonIj+CMzYsYCtIRlpE7zYASYALsFOaLOqjRIS1vdbpYFt3gPAXNW/N7J8ju9DNKfiO10nv3h7GIY51sj265zey+mWZ/fqZua2XeIc2SSCkADHZLwwfnNn6v3D51blV7USV2yMECEJo7d8TYAUAAMPiTwaMuUh7GyVe1aWx47IA3beMsByxvWX2ImP6gAVbtJ4UNoiCVzwQGgHYsIWa0Ye0VSV7SVastmf2amfy05FoKl150gdnpp1h+5OF20+13269+eZ3NfvkFe2vtGnkaHmiDZfcyVMeYAS02XqqmQ+otdtjYPWyCNlVs/eQnrdLWVjyF+W9YvnCB1qfLruW5lyybIYCkFUza1tvSVklepKUw+X9JjtLu0NrPKJv7uuX3PWT5XfdLIiRVoaQqzm+hnr587nxLUTUdN8Vy6exYHl3Tcw4AwyPn+WcSwQBk6Hbh4JFl0kgru9C9auy9YZsBDC81DL3MnLmPOMALkhRUQj/60Y+kr37LGT7AAIkFZ1Q4BEAAwACQQjzEYRRLPCBhkZaXUZ70Nj14pC9/93d/Z4fJbTJ1ReBBRohJKIAS9a+SJ8KwgeEaWgmcaWf27NkuJQKcDNImHtjacGCjQz+pA3XYvHnz3MgYg+BdtNRh/Pjx9sUvftHOPfdcpxvQQ/sBrMp0BX195dwEMH3lSf010llIGvRT0+9Nk7T//PnddRsLpcGyi29O/d4bv81g6JH77eUoUTBv0rvUKZH5IztjdCvVNEa7XcxE/UTSIrrVuwaAgQD62qATnYA64HMNUQQGhrFA/eSSB4BEA0x4PJneO3i7qmtLp3adXprYw4/U7cZft9u8xamteEv1iemjOmoRNzx4/8yOm2z2qU+12P774QW5mAffu5XtkYPxUZ953rwPqhIQ0iHkghoF1RC+XHIBkeyhxyzXEmXbV/KR0Xtqvx/tP6H0TvUB26Kq8vOeSMhk7QIT+Zx51u/+hy2d+bDlzz5vVXnXTaedZuknz7Pbn3zKbrr1NnvtxVnWKd4xZo+97JADJ9khstkcN3qE7SYXyUNUUT95tW0duotVx+zjTuJ4FHlNgLVDdl+b9eF+5/1W+9HVlopvJrKr8cd49FFmF5wrh3hHutqm41e/teTRp6z6ylx1TjlcqqI+Abxa9aF9lJZqn36ypZ+92PLdR2kZd4tAGO+MtF3K6++4BobxQd6EFKoiw2txN6XxzvF+9P6wXQBMmUnHSx5xqIpeeuklu/766+3nP/+5gw8kFePGjbO9997b1T+ojGCQYdgLYNlzzz0dmJxyyiku/VinB3n//fdr+eSLbggMsJk8ebL9/d//vdvPABbKACGuoYPAfdAG+AC4zJ0714FIpNMGoAT7mEfkDZHBOUgunJH0QM/w4cO7AAxAZ/78+Q50UEexaoo8SIQuuOACN0ouAxgnovEnaCvH9fbrJoDp7U/or5m+Qmng6gFNyM6xNBwFU9ck7UNTgBe/gaPpwnm+ZybCIz0nf3yC77oTYyjNI93zdmXbrhcAFViLbBXUAZ9PxYDpk/eHfgJsis6JJKXpxvO9rSu68byREbBHhkYmOvr2zr5rL6i/Lga4YUvd5r2e2ZN/zm2OeOiCJYmk0UjMUxshr8eTJCg4ZFIuyUui3agRdokhejuNdt+1lW1PLJ5X0RZqQ5RlgBJ9LkuSslmbLEoN9NATZjfeYaYND02+WUxqnWQXLT/e1G7r5UhxY22LtSvvqrXrZJayxpa+sdA2zX7VBj/znB0g6cghq9dZqz5a06knWPaVi222lkS/KIn+miULLdFH9vARu9nY3fe0sVqgMmLoABsovub7QEqlpL0eBJa0FLoqlyB0V1G5doXOtHDFbrvH7BcCKBtknb5FNlyAk4lSGx1/lNo6ppCmXHOjJS++aumyNY13gFrUTz3rXB//lTFylnfi8ZZ9/WuWjN/Hd8bOXAKGKizeAT0SJFR6FzrVflVSKcnvFIn0Zcc8J7q+LWGbAUy5cV6a4sXR89BgIdFA+gIYuPHGG+23v/2txwNcAAXYvLCi6JZbbrEZM2bY888/7yoZGP8xxxzjQOCKK65wFQ71XHXVVXbHHXdI9fi4q5xY8YMEBiADKAIYlMFB+bpMJ9f+Q5QkhTwhPQKQAEZ+97vf2X333WeHHHKInXfeefaNb3zD20MqRH7K0jcAF7Y63/ve95z2Adp74vLLL3c7mLa2Nqep3C5lKP9udJXz96brJoDpTU+jSUt5BPRr1G9S0gpNv4AY/cQ8ON9uZCymd6Z4rgAG8Az9FhvpxYTNb7sroqueiOF3vyN/u9ACfT5XaSVLKgCTigkXsXC8t9OLhAU1Cb0sjq15XfBCtIqpVCNdJ1rQV3tRJ/fvJwAItpg0KvoAbLW5r+Y2b25ma9d12ICBqY3dq5/tOz6xPfaQBEN2FahsioZhjLT10QbGzceOrgH4NO/yLqAWMu2dlWxcY/WXX7Lk1vssveoPWm8/ynK5Bs6+fbnlsq/Mlq6ype1v2dJN62z5+rfstQWL7KVXX7c5L79q6+a9YcOWLbXPSB106YAhWro/xNLJR9iWb3zJskO1zEofsdXOdpfytFZYQ8QzEEG4tGUc8JbMM8I+CZoUx0FivnyFdU6XWkoSmJa7ZyhKsAv6IX7EEEv2HGXJicdaMkg7Xd8j9dFiOczbKN8vvPA6ALx1ASeOFgCt6Kr9rTz/Ck1W9cGftwg0+fMH8KuM6mUTR34NHVoV1qJBw6mdXjII6hNhmwEMP64I/LjLTJo0lkHPnDnTbr75Zvu9HPWwtBj7EBj9oYce6hIYAA5LmgE5SDIw6mU1D6qYc8455/9n7z2g7KiuvN9d997uVs4BZbUCQgKhgMipJRFEjgaDTbCxDRM+pxl/b9bMLK9vvN6y37NnPM8ehxkbY7CNjYABTLIQioAQOQgJhHIGoSyh0N33Vr3/b9c9ouiRgEapJfpI1bfCqXP2Oafq7H/tdFwCg+vzI4884ttjstYGsGAz8/Wvf91VSbhhh8kl/Aa6+A10Zc+FCYn87CMpQtUFiEEqhDcRAIZfVEQAnWx7UTEhxfnRj37kxsnErUH6cpl0m3ghZWnK3rcn+rJ0NcX9ZgDTFEelmaa0B4AlmpKZ6DUZs0/iL2f8r+/A3Jm8USjASlE7pznS33SfKY2tzBc87yH5kzZDVdMiaE9p8qjE3lZOpJTTLpIzJv39IH3QJnLQplT05Ee6HXPNxjMs+jAW59U3oG3dVtKmgGxSjxTkttsSVYkiSLRqRUcCLPkn8HKwOpRqtVEdAKAoaQopr7V+pCyRnYkY/+OPmE16ymyyFnGSe7MdPUArf15v72iNp0XPvWbPb1tvbwrorN2+1dZv2WobNysg3VatNbR9p/XaudWukfv0jVUCMJKgFI452uKrLrGk5nSz0SOETbC/UX2ywdFPOhouLEt7myeUDW0fTyIaoPzWTZZb8LbFUg0lz75s0cLl5TspAbWQZCOtqyx/0gkWDRpgkY5LQpDxjp1qJ1BcudTXyarVFgtkRWs3m8nOxv7uNsuJT+akHsNS1wGRR27WPYB9PUf+dDnKpMNUjjqO8g6HtF8ATEMgEJg1jBrJCSoZAAySFox18dD5u7/7O4+VgoEs9ihIVn7yk5+4dxJ5brjhBgcvSGIw5MX2BanIww8/bPfcc48b1CK9+eu//msvb8AADarqC7RkO59zWZqy18I+AAe37V/84hc2e/ZsN+4FuACiADEBwJA/ABDA1qJFi+zHP/6xtxEbnXHjxnn+K664wlVkgaZQT/gNZYTjpv7bDGCa+gh9lulLIUuYdGFensKvpmOYWcrkPwAwkcdEYc4I73Rawu7701LK95YPDtaPaEpblTLiUK3T5kxH5znJl7ZLXWiXEqoaXXGQw7ESbeeql5c2UWfJDaMCwHwKhpVWpiKwd9T62JIWYAAbwbTjSpcW4QUFyKHKdL4TbelA6MwBTNCW4jN1RxnAiIgKqUaKO3dZaekyy915p0VPPW/21nJ1hTLLTiQ5v8bmbn3fpj/3qk3fvtFe27nFthR3ye04tpbq1y5aZ6qnsg4U7BhfqLJzCi2tSm2u6KmAcSefqIUaJyhGi+xhFAHXAwZqsFKowrCIADpCYwdkYOMv0g9ATH7RAstJs5D8bqLF8962olaW5hbGhhsZP9yaC4ARgaToDNXXoa3OU4L+aUmCXO0OLRypNZieetaSFetEaLXl//ZLAlVav6GfABp9r+clFoABtDLyKhaitM/5lJ7DR4GkFedl5kGSmrDha+vnP/YPt8H8gxqGGzjG0BWVC0HpkMDcf//9rppBKjF27Fi3XQF0YO8CyEEC8/3vf9/z473zta99zQEMUhryAGBQMwUAQ33c/5WvfMXLI5ZMAAXZpjQ8lz0mX9igl/g0GBq/9NJLbmeD/cv5CggUVEjQkW0n3kzc89Of/tTvAdAgeZkwYYJ7I/Xv39/7L9BD3aE+9gMtnqmJ/2kGME18gD7D5GkGYvrVJMxUT2JiLh8xQfvmM7Vf9T+67LxeF5n5wrsYfsmTnRH1uh7UFOYJiKduvrJRJcBrnRY/B0mwPwx+4dgwIpLsKoI3Es3mpJgWzIt/3j/Y1pQvqbfK92nnkyZuDol5FLrods4jWpBKAo8psQJOaN7ETSlrkMz5A5SggW6BHpcs6EDnYNjbVr9ru16ZY61+/hureP0NqZO2e56kShKNjh1slsL6T1y/zmYrTP9CfI8knOnTopUNk6pouFRkx9XGNlRSpqO0dRB/w4IlJ5MH69jFijdeaaUvXWNV7btYHvsW+kWDRWRfHxfvGwgRPQJ3vvhmOjjyKJpp9sQUSyY9aUVJUWoFSCopn05F0qWysFOpkPlFfsxosy9cbdGQaoukWvLR2ynwIl4bP/SYxfc8aNF7cq1W3tznr7RYkqFkpNRbPPD+MMmjyu8SbT5gOtYAuueV6lOuxj8PuudQpP0CYLKEMwHw8gVQs3btWgce2JUghcH4tqamxr7zne84AMHeBZADgPnBD37gKiekHQHA4GEUJDABwNx9990OjvD6wUYGQATY+CTpwxMUTxTPWUovNjh3CpkDuFAnYbQLMBo/frx7ISEZws4FLyiMk5G+YFSMSzbu2IAgVF+okIhTg1Fv6I9QD7+cy9LBuaaemgFMUx+hzy59KfMWp/SvW+fW5c5gn/NwUb3rDmrC9Kxr2k0Z+of7Lvtu+vyuy8z7BzeJsjJzoV4indIMTjkPEhhJAQmcmvalBPpfrR1F41I4o2suocGMVYmYMjQcxpieSW0ouNaYRHf6/aqFfgVc+f3Qog0Gzde+6nP2rX3/4nf22JiKGp+XPoLhp/2kpkqCUpTTxU7FSnnzhedt1cynrMvDU6znyjWKzZLmQ9wRV+RtUbHeXty1016M621t+1bWW+sX9W7R2nrJVfmoxSvtqPWbFSVX4f3VfwVt3t8CGlIJmF01QcDiCisMlgdQpy7qE7VfRLj0RTTRQx6HiLFjXyIV/fXryevzzGQcbHNet1herSn+oueogbHjjMBSh86WI2zIOTWW9O5hcRvZw6i/I9nP5F563ZJHnpAR8GQZJ2mJnE4KsqeYM8nVF1hyyTgNPW7iMiRWkZQKGUBf6MJ416V2opd+O1zSPgOY0NDwxYCEIpuwgQF4AF4eeughtwshgu63vvUtD16HmzISmCflU//DH/7QgQD2LbfccotLYDDUzQIY1FAAGNymCX4H0AEQHXPMMeUXXgPjg5COQjoJpOegi+PsBJWlFUBC+cSsAcQASKAP9+nq6mqPAgy4wosJ6QseSwTC45iEhObGG2+0z33uc27fQ8A9+iPQAKij7oZ9lKWhqe43A5imOjLNdDGxpx47zD3Z2ReuwZd/qkDxL1C+PctqFs/JH20wvTSlO9k5gmsHf1KHjrBBmQCMDgEx0OJqI33J+7yrBqTeSmLC+lpPCHwiKYgwjzaMf4liIgYI0IgV4wPGq0LoM9oeNZiz03746L9pf9Hv+LDwj3kOilWP6vOYKzoLa8TvxUGT/qq6A55g96y2HEuKUVIo/5KY+dZNsmVZu95mTn7M5s+YYr3fXGYnvL/Laiq0xpBoB4oAuHaoEVs1T88Va9/Rs7uNPP9c6yweUCUbmOSV181WrrYCj5n61wGlz+/qR3kg5c88yfIXnWPR2HFm/au9rQ5g1Gh351b5OYFJesvHQsCKES5R4DrZrCiarr33jkWSAjEmRDn28dVyBoqlKymJ+rpCbt6S9kSDBlqxdRurF3hKZOMTLVxshfsft0jhkaMXX1FHq+wWLS1uJyB1y5UWffkqK7Xv5p5PhKkDvKh0j9DLmGDA6zTxjDR8jQ74iH36CvYJwGTBgHe0OiH74rMPOAkqJEAMKiRsYDC+BXRg1AsIAMBgS4LEhnMY+aKKAcAADHBxxpYGQ96JEyfuBjC33XabLymAPQw0kKiXLRyHc/xmaeaYFPJhhMsyBhgbo6oivgvu0kiJADJs0IIEhiB2qIxCcD3UXv3797cvf/nLLoHhmMB3pEBLqCec4/zhkpoBzOEyUp9ROndPwMAVJTH3yBk38wCiciQPsA4da/ZmAncjRuZrXkNtXoS4Eq9l9t3kfPaY4g98Yi5jozUQCPBKaUwlKpxPv9ORqsSKFb+rLrJtdYntVGA5lumplGajVatY81Ys49qiGK9YluxTADtpe9KvesLKp3Xo55Mmp0VMkn4WYVDoIAuwKM8jN9oFuLhkhqv0PP1IvgOb6mSTs620095d8a6tXrLSFi5aKA+i+faWpOVr311ltTLiHbBtp42XpOraSgWbU38gUUGphuSmTiBwqx6QklYG7TTsGKvorfD8XdpbbvU6i2QjQ/zASAbLkeLhKLywKeqqmexqEs350TFDLHfbTbKJGSOvH0k8/KHSWKmP0/Wd6Cs2PWcCJDx0gJyoVueIBliH27TAl0CEyPDr0JXeo1/RmcgmNJHkJZYBsZRzihWjZQSwffnl7y2aO9/s3fdUl26W0bIWYLLokrEWXS3p0EgZAB+liL6MP+OkfwS3Y1BYOkGn0sQLcRDGqVzbPv3sVwCTpSQABQAJywdgA8OGWga7lmsURpl1jYIE5vnnn3fjXEADEhiMZ0855RQHOdjSEBmXBR5R12DMC5BAAhMAzNFHH+0vZag3S0vD/YaTUQAWgBLUWXghTZo0yY2LkSBxHmkMEpSQlzKgAZACvdTPWk4Y/PILzVnpS5aGQGNDOrJ5mtp+M4BpaiPSTM8HPaDZl89hvoolXfHJ2+0MivrIYMHHnD6ACJjJdckEqiRZlYdMp7aKOVqlwOkVSCTS0ljArjyn7y4eHsSMnuY5WDM7laYbfx0QOB2wHZgPwEFtFjct1uVty8airXjHbP7KvOwFxYSlQWip4HFdOyfWq0eMd691VmBwPHFSLxMAhe53JPdpAAx06J/3F33GEeXwGwLwIXkhjwjXdaQ0B2POW79pvS1cutDmvDrP5r7+li1estiWaVuxdLG1qKqwLpqzZRFi4xSw7bJIH6f1WnhS0hqAgv/Hhgd6WwjsqdOSYYMsGSW1UBsZjOpjtiT7HtZ4zAskxvWK5rtsmUUKbpdsE/iQ2ib6+pcsOudsS3r0EQ9QqzEEQlIjkZiH7ncpjPrMAaiq9O7BQ0r9p3pZhZt/kEHKl3c8Yq4/jLrqeYRyJKWJ3pL6SYtHxr+5x2z1GpYIpxnaVLce2uj4oRadKffrKy+xCFML7HP8fqnWqEOgqIL3RmVzX+qWrZ3DIO0TgNlb++iIoC4JAAYbGDaYPqtPY7OCOoZjVDAABexJkGhwDvuWnj17ejh+gADResmDrQkSG6QiLCGACgmVFBKYoJrxF0bE8bKwZekJeaA9my8cA1RQJb322ms2ZcoU/w1LGxBVONj2QCPgCzUR4AWpEl5LqJtwAw+J+gPwoe6D8QKHuvfnbzOA2Z+92VzW/u0B1ESatOPUeNXXC9LEzNe0pgoxL7OF+jBlxep6ie3bdayXTVtso4cr6FqnCsUuwWuG+YJJvzz1l5kHcwRbmEs0ve9f0j+2NDE/JYAZ9EFhnCgAi35zYjxxMW/bBVjefnObzZgd2QNPtraNOq6VJKalllQeQDsVxr9mvELYj9JyJ+JdeZog4EHU3LTMT9MmpAcUQ8dpB5UF5CkBZrTCny6KKTpIQo2FtAdAw3Zg07w35thD995jU2bMtpdfm6ePzzrZq8iTSEH2+nXvYUNln3KmKBtdH9uxknzIoFHLCkhsVQbBkWhPVXQ6pT6OThxpuQljLdEiirHcreVzpVYokryaVL96iaL5PmuF2xV4buVaSV0U6/fai9MVo089zfItK1NgRO+4WEXWJjxn2sSZvCMYYdZh4jghPozKZ1VuFlukfpBMSQPFhqQEmEguHodIYCX+s5Y1eFx2L9NnakVsBb+jHJd8pWMRtVIMmT79LPq7Wy2SQW+EfQ7SOPVJkbHSOFUICJc1jz5C/qippKaeDhiACeAAAIMKKRjxMhEAPpDEYNvCMaABKUdY4JFzgBsAAhIOjgEBQW2D6gb3awAMRrwAGNRRAZyEurkvpACosufCtYa/qKtQJwFkYNzYu+AFBdCiHBJ10YZu3bq5JAmPKCRCGPnSLlKY/PxAf7J1Z/fD9ab82wxgmvLofNZpg5nKzgPZPtO7XvvN7ye2dl1s02ck9uprZmvWarXgXZJbSDzfomVi3bsmdtzgyMaMzisuldY7ayGvjwLzRRqnFNaSuidrB24jpgBjTlUjH8wrunBAktiL/wusKnEVGDRpQ/WgqyT41bIViT38aJ09+2JkcxdV2k7FMmHRxYKYYad28hDuFtm4moKdeXrORhwnE4p2+jKHYdIebwoAJmWc3n/eXkrXOSRZu40iUmaXcl/yp4wy5aTk15ky4HOrEjFfWpHSisSBr3yBLgx8lS+HjoQ82qgFUmDOH0rlrg4tlvDDtm3dJjC6zctuoZgznTUP5xg7mLFKWaAYXn/588M27ZlZNkeqoy4dO1nvHj1tUN9+Htqib7euNlDg7ihF1+20bI3Vv/KG1hZaJtMdBYUTTWnfhLaI1oH9tQbRSIvk0ZOcPFpmROJJfIzu0gft9KkWPzlNhrMzLafIvLmCpCwjjjE7f5zlb/yiIuDqY1ZSL1+riBZ6e51M/Un70PtH/UIKXe+qJ+8RnYT/qbWxAEdevDJSPcmbi7XGUWuLu0tt9Vupjp4QDTIyTojcq2q83xlf72LR26mrRTfJFubcsxQieajUUFr/Sb2dgijAE2PD8011AdhCUdNO+w3AZEFD2KfpwQYGuxKMeMMDvqduoePC9Y9j8KhtAAzYnOC6DID5uHv2VOdHnQNYAaoAMKi2AE4kwAsSGAAMEpjgnRQi9ZIn9AGAJ0hewjmu729aKfNApmYAcyB7t7nsfeoBvpydqaMEEDPULLx0Rclee6NkE+9P7NkXIoWF14cSzFXTNtN1W9lC9u/O8jKRXXV5ZD26Fa1tK2b+Ks8Ba4mw72BGd+aiM2Igqf1Aymz2ieaPuZn4HvxzBiOO5N48Zcaij2c/jwHt8jWJvfR6Yj//TWSvz1NIeLpC9yFNgO2lOfN2yujIxp9pdu2VZn17yIMGQOTcDaZPewQRMHh2oKRrrkbRseyI3OhDpfHfJS7qD1/pmmOYnncSDUqZYPhYDB+UXFE2r478RQcwAliShsHcY6lWkKFRjMtnlBeqQrGM2nYx5l0CDKWdtbZm9TtaF2+NWpfoA7KLjVAE3JaSdCBVgJZVK1baC7NfsOdffdEWL19q1X2qbeigoTZy2Ajr1ldLwnSTfaLEJ/nVq0ydZrWTnrKiQEyFlg1A3YOXjhMgWmMBXuvQXlFwZTtyw7Uent9aK/6KzidbtBzBHXdp7aKpVpq7RF1VZ3kZ5OIZFI090wrf+bolffoqAJ2ixMsHmvYkFTx9JFqo9uuZ8s7xZ4xnV1e1sYjkB8PDHZgmy2dIkYGTt5dY9NB0K/XsYqUxwyx/jyLcPyfD3R3KQ9/pxsQlXoAxqtB4tmonmk42qznFkrNPtlhu4bKS8gDBXroeAdruAiB3U0qpVKYmnfYJwGQf3ixzpsXhoUYCQ2A4oufi3RMkGFxnC/fxG/a5HzBAyp7jmPtRJyGhQQLzxS9+0SPxsh/qDL/k/7SJejHWZc0kmDfqK0AMwAXAUl1d7dcBOQAZOhKaQptCOwN4+bR0NJX7mgFMUxmJZjr+Rw/4rJ1CEz7q68Xwn3++3h758y6b9WrBFiyX/QsTuzNhzTPy2kA60Uo2DuNPydul50Z2ysmR1EowFzFhVcBXrAMAPyjXyDl9QR+MRHwO5iDnZ6LEaXeWDUQTM3QqFXxzTmwzZpnd/ZAkD0vTb/r0Gvd/QGnPTjnTUjr2v7+d2DGDZLAqhklfkcelCXBLlekrEnOOACgCcBjkejAUvtbhaWRT7WlN0Md+2LhGmeE8++k5srGvGsSkBa50ICGIEv2pnpatSJAchHvcuFpXi7JRWaCwFm/P16ZotUtkMLtaIAZpxmi5Cd9629fkHNLVqipS9dROrWW0ceNWW7NujW3attm6SQLTqZ3m6LYdrUoS8grFfEFVE23dbHktCxAvXGrxGrkho4KEUIX9Z7HHSCAlLtVbqWWVPHi0+OLIUZbv1VegQPVsXGfJ0kVW/OUdlsx81nIyClZm0aRGykM2GnGsYrBcbtEpCiI3dJAWSxQwVuDEksAa1i5ExKFDXLKiX+9H1e31q4949pAG+bDoHk/ydCq+/qJUVrMt/8BTFvfWIo01I6USVHwy8jjopA2qR0smCDW54ba0q0ryPdKaSHF1Xyv2k22OAvHJSjMVsKk+tFs8+YxkOtC+x1GTTvsMYGhdAAwNwQbXUL2wujMGuES6zTJ28mfv4RoM/8PIvfwGlOsBMOAZhHoJG5kzzzzT7V+IL5NNAUgE2rLX9rYfaEFVBN2okJYuXeqrYGPci2oJ9dfQoUM9wB22MayfxH3YvhAzBu8j1Fu0hbpDW8jTGFr2RuOhOt8MYA5VzzfX+7E9wDwCKxBTRgKh5WFsypP19oe7dtnbqxQoc5O8dDQ1wyCdhSaycNU9OTGVk4/L2fmnmezXCpLipsDAZxy9u6kYP52jgDY+scPgDkISeQJaMBT9g4tpS/9p15k+50r27GyzJ6ebPfik2RIJFMiTUqj2Kgtn2NpIMjBGlqv/979IdTZUq0aVAYw3RczL2wcLi8Tt6M8ygHEOJ4ad1kkv0g+6AakXdXl/UCP1hWMv1f+kNOiqsqSUCMDoXmALDNRRFDnVPvhvGg0WG54627Zps0tbli9bYQvmzbWFC+bboiWL7F19FG/cuNkKlVV29rhx9t3/83+sf98+1qqqqkw7tORsp4LR1ZdqBVSr5CykNuicA1QRg3TLUBntUiC7rVskvdAaSYnUKuI/JQGYvMAISwIwBrg5FysVP6VzV8u3aGM52RfZm3MtmT3Livc+bMRw8R7wxpb7oIfEe6OHy/hX6prhQ2SD0tuSbkdZ3LGbPs5lQaMbIjWYPvFgcowB7S/3KwXmVTcU4w+fSCUY75K9y2MPerC73IzXLO4kFdIJR1vhggmWO3aYzI4ErCKAp0AMrtWS2OQIKMhLwXLT7SU5atPWSuKd2E+5DZQu8czELr3ygUjrZPcwSPsVwIT28iAHBs4vtivBfoVrJB58rrEFJs95JBzEeAGkAFay17iH+5GMkC94AAEqgssyZYQ6+G0IGhoek59E3rCh9gJ0/elPf9KX3PO+aCP0B5fqcXpp/v7v/96j7xLjBhCDIS/xXwi8179/fy8z/Anlhrbsia6Qt6n+NgOYpjoyzXSJxWgKJtZJhdXW523Dltgef7Rod/6m3tZsKdjmnZI2aDpPQQ57xClhDqq04wfGduboWJGzq+QdKSmDMxDYhjL4VKUZHjG/pzKX4dqBTs7ZVIlXrQPFc/Gvc58DaYvOCcA883Rkk6dG9uiMxJauVgR0qZUIepdKNrwBTG7WWhzzhOGRfe9fYjv+GEkAxDwjuKiahGoCOFFW4Pg8WOI6fQRj875Q/bIz4kvf5QeAKqgQKiSfcvp9vpeeYHf3Ob+ufCJFzFVzvvLgoeNASMesmUT7YlkYM0IbN24SRnjDJj022R55+DFJv9dLhb9VRsta/0d8IRF9rcSQx557nv3zv3zPBsi+pW3LFuoSylLFYtCpN5oOXE0jgAsglHQitWMiG9cAVJRHNFqAriQ+ks7IFFc9ousulVFOdDEouNTenPhP8sQTFt87UcHn3pT0Zi3KHQEelUyR9KnaURKPqiPcf58e1vJ8qZROP9WikVLfCGghcQJEknSbaFLSs1fElkv/Irldh/g0qDBLAi/1W7db/vZfW+6xv1iyeI0o1L9u7a3iu/9guYsmOMjC04n2FeTmDcm+dqSKpvyU92mcyhX6MDEE+ueeTzrBaKuVKT36beppnwBMtnEwZVIAGeEa5wEcgBHASsgXfsM92fwB2JCHDcYftlA+x6iZgrsy58NGWR9V/p7q5BxeRtvk0w8owY36xRdfdHASYr1QJtIVIvMSSXjGjBmeDykNtjC4T19++eVuk4MxLzRyD3RlU8Pj7LWmut8MYJrqyDTTBZeHCeMbUitbAwx4//J4ye76TclWyExhg1ypnfnrXYRJMGUzVTNLjx6S2DiZBlxxZZUkqAAYrnFJf2GsJCb29GR63nOklw7YX6bTlFTtQKvaCMOHFtHoTE7M9/U3IntqVmJ/fKDe5i8RgPG8sCC4KK7WYrhiav26lqRCSuzr39C6hQPxZmFuEmihYSrHpTzieLhCI71Ia6B13M9fESPmCjNlvSOdSPuUHOX5Lcy5HDuNu+c+ZXa6aJT2xEAJuFcU2MBSwFfZ5ron6IokeVlj06ZPk+nBJJs0+Unxj3q5QBesS+cOcgvvYb1797a+8lQdPnK0nXHWWBkmt7MqpCzqAR872u9lAlul2vH6ucIY0zdpbbSDpyftz5ROmDnt5SgHAlACDFGyPDksv07eRv/9Zyv9Tm7L6zZasl1h/BkibV6rGuVPkZ61WJKbpKPUT6dqkcdxNWYXXWrWTq5gFYDkFCqQ15878vsIqh4BGKiFBgff+qi2hQst+u3dZtOeliXzDpfWlFpVWeGmLwjAnCfjYUl7xJ+Q7LjMzMdR/UlztVEW7YZO2rv7BPXoIv3OOfKxHQ7pgACYbMOzD3L2QQekcAyTD2ohVDcAiGAsG4AMIAWJC6AAABE8fZDUkPZUR5aGsB9esHCcpYdzGOwCRpC8/PGPf3SVEbQFlRD0QC9Gw9/+9rcdwGDXs2DBAm8DQfpYN+nqq6/2gH1IhsI91BXaHOoNdBwOv80A5nAYpc8qjczITP1SIcmCd5u8jaZOie1PfyjZmytie2ejroshkFJhCowBKUDRTpOJwgVn5+zc8xRXSrYhTO5M5j6B6933Pd3LRyvze1k242Ud0D+iAx7jnLFcUVgQEONdLkLn8lWRvTInsd9IXfbavJK9X4sEo8wYFQ6/QvNVVb7KTjq+3s4+rWRXfS5nvXulNjBJSflk/JBzzqsyZfhJ5NxY3K5eX/BFGT4X1Z8EwMtLKpFXMLw8qgf1QoL0BgKUwnwW5tcw13HMfMmxz9EKMFeSHUdtbcm2y05l6/s7FWwvp/m8QtqNNlYpW44UXMgQV+sBTVZw06kzptuzzz1nrVq2ku1hR+tf3ceGHjPYjh021IYMG27de/a2Kq1VBE3S/EhyoXZAltoAKOCfAxidg5bd3Jy+LSff9YGnLWnHA2r4nxNY42nhrLscy/YlP+dVSyY+bKV7HvHSuchyCuTytssLFVCSq0WNo6TYMzaojyXnjLXk5pss372j5bWyNDYxAEYIxm3a48XohjTgXYo46DfnG1JZ5Z+W3ct9cpl++Q21RUOnemM+4k87xaLzaiyW+7a+pFWe+kKoE1uppKRnV/tgThL0pJSmfZMecwd941nSTOXdpv6zTwCGzmXAQuI4pHAtPLzZfOQJ1xkc7E1YyZk4MAuFMlHJAGYw1iUBXrB56dOnj6tqjtOKnCHeSig3lEf+vQEF8mTzhXu5hwR4YVVsDI6RrgCQsLMZOXKk04MdDHkIxMdSCND67LPPups413Cfvv766+2qq66yE0880aUy2fr2Rldae9P+2wxgmvb4fKapQ1Kh2RwGD2uv1TT00kt1NunxWpum2ChvLXG4orkqfNVGYpayC6lM7LyayK64JJIni9xqZbaA9IGpn0lehWpjotdHFkxYG3xAU/1BSUynaYtUnehKVUjQmNIF8Hhf6rEVq8zuu7fWnp6d2NzFeS0EKGbL3Cy1TFsF6uvSutKulPfROeeY7HwSa9daLRRwYf5j+qYOZm6XvKgPhS1s/TpFo5WLtjTniuKLwXOs+FaxtW+XtzatBXzSGz/UD3zskfjgZN4jZefYHdu32GY5Qixf+a7m+NUKXrvCWoq2Hr2622mnnmzdOncT2JINh27dsWOnrX73HVsko92lCxdJ8tLNOil+WMcena2NJBhtWrdUxPb2kspI4iCAifoGo9dYtCItcYbsFFCcd6SO1If+rIgutZMh5hrAwysVOGPU9WiIfu0or+MZ2gpgEOBNFi0wm3ifJdNnW+mluTIO536eJ9GgfQ2TFTvi4SPgt4mQyOpb3V5qJbe3sxTg9LabLX/0YMvJZjNxYAzgVPECd9jc8IT58watPGgaw9yO982mP2PJn2T/8rpsb8QrU/Ub1YhmSaTsTKmnvvFVs/79FIBPEYBFKyCshD5LpdIEmsR+2jfpE+7tS3OUG61cPrb0RNNP+wRgaF54UNnnYQ3HgXFnH2DyZBMqGwxjCRpHCH82wAs2KEFtQ36ABFIXJBzV1dUeBO+kk04ygAxB4wAOoV7yh7rZJwUaOB+uhXNpjvQvAOquu+7ySL9z5871YHpjxoxxlREGu9CHRxXu29jAAEgANMS4YSHIjRs3egRhFnO84IILfDFHSs7SFurbU/3hWlP8bQYwTXFUmmnyHnCmpImXL03Nu3gcrVhVtLlvCcRMFph5VTYVstOsqxNTEFeokiurNBE2UF5HY89SjJSxipXSXcy+jaZ8CijHk8GNGgbHxI90hy9jsW542QFP1EnNGGI6kxFNTlrgODRXLKqk9igsir30YkntTOzluTnbsEluxzsTq6zQAoRdcjagV8HGjlck+VGRAIjOgz/E7B2oqbnEu0FNUZSh52q5ZS9droi+CxKTGYoJR4hZlmRfElv3LokcJrQGnTZczqvAGs7p0+5o+IHGNewGkWyvW/eerVm13FasXCFD3NUKTbHG3l3zrrVsW2UDFRzuGtkPDhk8xDq37+ztjPG40aKKWySJ2bJytbWXjUub7t2sop2MaJ2xI2kpgzD1AZI1JC4l2QrRYTmd8/5Su9IEw9a+8jkPcACDdIaWa/N2IMdRWeTj2DcK5li5dir+ipxR7Ge/tnjOW1Z6d4P6X5d1D6tGU4525bEkFRHjs0WdJx7BAflMxryFK861XE2NvJQUT0Z8zYPV6RJgMwUwSGUYWdWJp5TWhcgtX2HJY1Oksrrf4vXrZKW+LTXApUzySdJvw481u/k6s5O0XMDggTqLLY2eD+gS7b7gpmdXfj9HnX43Z72vnGi1Ga+0D6745Sb7Z78AGH8gGGSlPTHm7EOevY6L8pIlS3aDBpgkD3w2f8OyATK4LV933XVub4JHEI1omI/j7LnsCGRpCOfJC5D6r//6L1/6ACDFsgBE12V74YUX7NFHH3VX8OrqavvHf/xH937iq4N7WE0bgHPaaae5h9K1115r5KMuXmzKdxGmKgx07YmOQE9T+20GME1tRJrp2d0Derf0UumQDyjJE7SL7HaXmPSUvyQ26+mSzXuzZHJqkVRXASjbR3b04JyNGyfJy4hIqiNJDfTFmgIW3lXZLQgw5ARg4IzOCARdUK8cLAAD26PmnHxgHbOU9JEmhkZ8D7dwgCnhtitGHGu/VusgrVyd2Lz5sS1ZiATFrI3aOWhQZKMUA6Zr51gATczJpVCUUStphFQbeBipDGmKbJeQ35NPJB78b6a8mzYA+lSFZArWVssS9OoY2XkX5G3CxXmBosgQNDCXhRTmM+Y75jpsHwk98ZYCyz3//Gx5ob5sb8odevnq92y71EdCTA5ghh031G679a+0dMxpNmDAIGemkdRfhZ1CZpLWxIpwmzvuaCLyudrFA82pXoxt1XTZ80gu5o+A5vwc45gCGKRmKXxIGXKQnsGpoDqFLwBE9YfKi+gLZGxi8KkBMHfrSZJ0hzguxXdWymX6Gcv926+suHKVFSU1kctJCpa8H6BHbVfEX8ovqfMwVkbb5jimq+LJHNPLohu/ZHbJ5VYCAaICUl5Xc+kvhr0OYHSfFHkWaSCTWXKdfniy1EePipS0RQXG39ugmtS8pIckOpJi2RUXa+2jC1QmY0wLeYRVFgPMHSq3XGHaCdyr/gp2P8qk4qCI/E0/7RcAs7dmhgc6e50HPjDwl19+2aUdqGzmzJnjqiTuQaICSMH2BOkLKiY2pDIkPI5Q0dTU1Li9CTFgslKYhvU2PM7SE8AFv7h6/+xnP3PPI+K+IEW55JJLHCg9Jz0sK1WjYurfv7/9wz/8g7tNU9YvfvELe0JW6QCY008/3RehDGs9hbZCQ6AjnMvS0dT3mwFMUx+hzy59PqdosvavaE3s2vMJuSQAsnx5Tl/7MgpdE2tNJIVgkDtqe62B1K1bzgZW561bl8g6KDItnjFM96ze7MxN5aTTeCgvZSwHa2qH8UAR3+KoNKQbkS2DvqoFtAhAhoSB9qbzV8rItwsTbNyUE1BT4L6dMtStjKxTh0R8P5bUSfYwBRUkF1uYmEt3nAlqXwwbCdUqSV/umVinuDJaguGdPJ7FAkfeGx6luG1VZMcNUzyZEyO78pKcDRE4ou9JKvJD8xvnWL/u1VdfcacI5se1a991KfU2+bm3kt1Kd8XTGjCk2kaPGamAgpfagEFHW3utJYRtkm1YZ7FCKMdazyheuNwqr5xg+RNHWdJOEWWxlVEHFV3aonrpCyeCPwIkah2jR+BCYVjll+pQBHo/Kkfa+rRdaT+oMPJ5IwA7urcMXIFAqKciSadKG7VI4rw3LXpkisWbN8kzWbWo7rRcSVkkoSlt3mB5+bNH6xVwTnZEgAN1s9NrijtkHSVBuuF6i666Qt5JAjNtWqsMxgB6kATpBwqRksQCme+sseKTz5hNmmp5RfxN5NKNCAoVoLJpU/l4RRHx99hhFl17peWuvUKX0uvgT1evhXJ1zK2015PKYJf60yecviOD92iapwn/3ScAEx7evbUvMOzsdV44NiQXSDTuvvtu9/ZBbYStC948hOfvpdXHUA8BVgjrD6BgA9Hj0sx6StimfPOb33QwQ/wVn8j00IL+qZvjPdEQ6An5A00AmJ///OcOYNasWeNg5LzzzrMrrrjCpTN4JrE+EotQYgPD8gFIjH7961/7S4pNzLhx41yNxD1YylM29LAdzqkZwBzOo3dk0w4TIraIf0Uz/fIFDfvXl3Ws/ToxHxZ1rJVxSFFuuC1b5bXQYU72E8gyYEA4EqTMBktQvqJhJs6cHMZgl8AkX+YZB6E7RQUtcOYWxP+xYrR4YDlTaHj/8heVYl4x6geBEw9IJ2lEUW12lRf3q5QKjH4lLfD5Op8GOtOs5NdgX+wvXmL6gIvt97Klee7V2OqQQpX/EbyP733+dW1nNqw6UUC8nJ1yoqQM8iRKbXIEq4iVIolCSJs2bbTp06fLpvBRV7Nzf1VVC2vVup316tnLBldX23EnDLPjtb7ByKEjrH1HGaBqvs+XZHizeKHVyVC2+KykD4uWWeVXrrWKCVK/DFYwm0rZk2hAkEY5QADAaL53/CEAkya1XOgF9+icaPLrZbCVtjnl4NBEWfxJ19DimD5EuUTPKAdATyBGi06ZUJj0a4vlkKVlBAQmOO/PncBycfUyK2rRrfzM1yy37B283AWE9GxqI6YLTw9Rh3OXX2i5Ky8yO0XqHqnF3FBYxUND2pfQoGdYACZWoL162dvknnvRCq+8KvwpGaAAWfZhTBQBWDYWFvXtK+nL+RZdeqFqKtvSqChVr+cobS/PsAvVqE7J7aqoV/uMXApdnBguN/m0TwDmk7auIZAIti/33nuvq49QI2GwC2hhXSOC0wFkWC4AyQpeSYAX1lTCtRlpDcAGW5SvfjVdCwlVUgAr4XdP9DWkxV9qZeQXu5c777zTZsyY4TYtAKlRo0a5KgkjXWxksIEBmNxyyy0OTlhmACAGeAFYXSlrObaxY8daw+B60PNRtO2J3qZyrhnANJWRaKajYQ/AaARVysxGgASmhB4JUFIQg9cncqlYofgh+qgRI4HHeoAvedUw0RNZFTdsJvZ6MQ5E/grjoS9XJn8mc2367wCGw4OQUvgiUCYvEqeB+qUeQQKDKgsGB8Ai/o2zJHm0QCRxbIgFQkA4tdq//PN8csPAoF1SA5gW11PzUZhmzl54NrHHH47tSdnSzF9Bb6T5vN3O/MTg9duqIrH+PWP77ndiO+0kgorW+7yHd1EPqTFwtmCOgxEzb7/99nx7Ut5EEydO1OrfHaxP77523OgTbOCAauvb6yjrIETUvkM7a1ephX21Po/ERAIKG9zWJP7/7rJ47lsePj+uOdVy5423issvs6RDR5+vsRlRw9wTx9VK4E4BULAGAI7x87gsDJzo8eUmNLB4UAFzYNr0Qgp86RqV53n1gDiAEe7TsUZBpxVlqE6B72S3GdVKEqa+oB9TMFDSiOyy0tOzrThpukXPvmK5FVJ7le9jLJXVa8OFPDr+OIvOktHtTVdYMmSwrgq0iRjAg0MJ2iEPMALqxbWygdHSCPbeektYa0mxiygqiSRuE7DMEbSuKABTIcCifokV0C/RFlRM9AVtVwv8PujwOryutE7Cu1QAAEAASURBVG30As8YkqQymeUdZWri6ZAAGDyMAAT33HOPAwakHUhbcE9G4sHKzmEhR1RIgBsMwYjkiwoHqQ0SHLySbrzxRjv33HMNo94ADsLvnvq+IYDJ5sEgF1HnI4884qotysFwGGNhJC3r1693o13UW9i6AFiQHKHjZR+aoQcvJKLy0qb0ZeZV+XD6KBo/nLNpHDUDmKYxDoeMCp/tmfqYDGGIPtWJnPTchk2RvftepIUFWdhXy30IKFSJD7RvE1nPHrxHkdxgNVHqjvROCgzvhReuY6bwxico2A1gnG2oDDiLMzSxKmZmgRRoDjVpxhajw/4BNgPDUgm6WNTXt3i8b3y5snkKzQ2/5dMH7qfc10RQpceoF7UGW7n/YdrQzZiIVSuLjmHUYmxc8rGiDayFExLntXkp5cZhCPz09NgemFiyWfNiW/wu/akEt9Pm2RQDJpFkpMK2Wue2W+yayzbYgH7rFfZivQx9t8qgt8Jqzhpvg/RR2V4B5ripXnPmho3rbf78t2VD+KK8n9pat67drf+QIXoeuii8f2uBFkWlzUsOBrgU3dQXL3jNkqeetuj2B+QnvloMWuH8B1WbnX2q5b8kQ9V+/S2WFCcnHuCMWQMGjWxgtRS8IVlTT2lDSsK8j/0IY8sf7uR/mtIdZ+fqnBQwpgOPS7k/SspSkBTLAZEAovehzmFawn0F9U/83EtWmvGsRQsWW7Rhs5qCFIQxE5yiYpUlVGKJ2p4M7GP5M2WzIgOsWH0C7GakGTWvUAW7l7uka3m8kASaYtko8bTS5jiSOQWSMQGYSP2gCrSMl5Y8UDC/klRVFSIwBVCqlzLpB6c1bVdaEyWRym1mjxMpIVxo8umgAJiGvRAkKqDy3/3udy5dQZryV3/1V76uUVhZOjB5Hj4ACzYw999/v3sAoV8FXGDMO2HCBAc/QU1DflK4v2H9ezvGi4gIvAAk4sBAZ3DlDmogVEKUi7qLaxiqkQA1SGZuu+02BzAcZ+1yyMN90MbGfmPpo4xDlZoBzKHq+SZSr/giEzEqjEjqBQ9m5qTB+Iv22pt5e/q5nD34SGzL1ijOh9Q1HatydnS/nI0bmxPgz9vo0al5IHKDdOqEjaZfhz5rAjKYZZvT7h74uLnsk84n2XKy9yBFQIbzFADm3pLNfqNoS9/Be4URglkikQIVKFhbvYKp1S8Xc1xs3TrNlVZqnq15d55scbfJi6uz/f03/lkfk+fbwMH9BErggprrEIOoFACWDuGjJntYnUFGItWXxtyfCp4v5YoFEkqPyk35L5MsP+VFAQHZkkCHFkhMxhxr8VevkTvVCWa9B3tZAJQCRrgO7gAUSKJSb7FY55EE5QQCUSXWF6R4k9Sm4CCPZ0016pkm5i7yO55FqN4N97gs0AGwpRVcpCU5SfYwekVCQm6AAsAmkbdQaclSy+18X+tiqlcFYCid9wbVGkbCIsKKVbpf9xZkk5WTKi068XhhEeimf+gIAIXqVX1gHvA3nePgQqNFeUgVHciq9rwAKvkhrqhrRQFzAhVCGTQcyemQABgYPwHrACO4LRMIjngrN998s9XU1LhtS0PmjgQEWxju+e53v+s2JYTvBzCgcho4cKADAl7Ohvd+0gFEtYWNDaoqJDF4HsG4ka6EFMoH0LDPL6quIfqqQCqD59Ipp5ziAIeHNuTj/kBXKCOUeTj8NgOYw2GUDiCNPq+irGHiVOLZ14SpxXFt3Xtm9z+a2DQZfy5ZnrMt26VakEqhSrN6B0lg+vSqtDNPztn4M+T9M0R2FF0RV1NOADCwABUGo2xOH+oB5goScwf72bljb/NJyBfmnmCHF/JTXii3zBvlHaRVu2fFdu+jdfaK9oseZA12LZVVnRY8rJsjN+IpkoasElvcKBuijSoEe8RN1qljexty9BC79atft9PPONN6aJFB/C2275AtTb3kEzBf0d9CdjosGt2CODTaj8VsC5KOuEEq8+kuGa1u3mLxXXcIwEyWJGOVJQpK46y6QjcO6ifvnbEWjRsnd+FTxdxh0OAKIA4PqEAFz5A2f54EHpBI5VwCpRyiQQ2QCminRdIAcC/rAyWtJDFyu5q0r3kKUb1w5FIu7bCP1IWUB8AIQKQgIoV57ku07X2tq6TlDrT+UhqYLpXU+DIEupmcWCUlS9+2SAtT5l5ZYgorrCXRx0r109cSrbVEDuoHEAGSXAVEa1yigtIvfQPJo6uiSfmL4jMQJ6zidPn99IDO0eYjOB0SAMMLhUQFdRBqpGcVDA6JxoUXXujqoFNPPdW9j3gBefDJizQEVQ32JrgtI+HAPuVv/uZvHPCgviGRH+CA6gkJSGMTL/bixYvdowjdLa7VqLgAN9AREvmItNu2bVvrq4cPg2KAFEHuOA6SGtpAIn92AgnlHC6/zQDmcBmpA0SnGAGTON/NWEgweQJgVq/M2VyFs//Nn4o28zlsUfQ1q2cdA1oUEbiRFiIWTYzs3DNMbriRDdFaPHx3810Lc0rfC971A0T7YVxsABr0EfvZY5q1pzkl5Av3BAAT5qLQHV4W85JOrFXgukVLtPzCxFqb+bxiwGxtoYB4YvoyJC3tfN1KOyZbccfvNW7rZW5RsqpWlTKGbmVtpcoZ0L/ahh93vF108RU26Ohhiq7bWnF4SoopIzuYnZJCuJ5FgfBk4tJVzjJ9++VMi0NbQbFlCJzrzJe5ft0GMxnsxrffYfG0mRZphedEQNifEUkUom7yUBo5zOwyGanKVThp1cYSgI0a4K7Qep5UIk+U/un5klQGNu9B+xxA6EjgJVn/nkWypXRjp4EDLOrVx6KOXZikQ9e4asgxgf6ExzItjfKUTcABoUcaFRkQJRdsblB9SEH4LaD+E5giwKIbFOucuys/Mcmix5+Q2Ot1uT93s+Sacy3Wx28yZKjKQaGJVEltUXFep8Y+bREyK50UmTJF0o/kO1q0Mb9+myQ+kkJ1EhirqpKNT+qlRWOO9G+Cgw5gwgtI5+L1M3XqVDfwAjRg9Io6CDsY7EcACLx02MxgxEusFRZXDEHmcKVmAUUAAxIa8gKEuA+AgxHup0nUh9s2xsUY7r700ksu/QFEAY5oA/VhdIzqizWQqqurfSXqYLsT2pmdYDiXPf40tB2qe5oBzKHq+aZQLxM7houaiPFOwc3VbTEiAX2TtNLs8Zn1Nudt8gFNxD406RYFYkgFeU30F39g4cQbbynZyadoIT4ZbIaw7T7vl6fowCz8xuY/PtfQDWHeCHMIv9k5JlwPXcY1gAspAJc95mfINEy1Unlsk9hk8vQdNv1ps1nPtbN1WsV7p7xtotqnJX2ZbHXbH1RAuzrr0r6d9eh7lA2W1GXk8JMUHX2AEeK/iwDG9tpWtnRFQd6a9fbc80UtbVAl13WqKFmXljkb3CevD1W5Yx8fWe++PE8pjCUGT+71t6Q2miUV0mOKOPsGGEEN1x+AiGiMtPp0pHWF7KoJZl+4QmqkQZKgdKKJenrEwJ3d6wBkIVsTMIzQkW5Pr4CjcuIj0Rypv+642w1fc+PPsEjgIZIEPdzOfcJu4AQ9zSkJHMgcnIoEMAQnAJSc5KMWEl1Vkz69sSMcgA6ABQCjjTwCY1FRoqn/usviP0hNtnqtxUd1EngZYdE111juzLOlDtK7I/CCMXYAP9SJpAW4j70SRABgZL+gRR4lTdLaSJE0GrlTT7BE4aRZcZqOpevyWKQfwemgAxj6MrxcxIEBwNx3330e4AipCd5EGM1CGJ5GPCgACuxTiLPCkgOAC5YSqK6udolHOy3kFWxVuAfbGKQzGAM3JgFKiAxM+djYUDfqI1RXHGOD4w+unkakMdDIRnA9gA0J7yk2zgOmspNGdr8xdDWFvM0ApimMwqGigdkSiQrvriZQwIsm2DpxBAlP7d77zJ57o2SLVymHJnIHMOU7mOR5M7q3kb1ij8S+cltiZ5yp2CttMN4MjIDJmomWO/nXnPbWA2EO2dt15icS+UJeAEzY51qQgDOnbtyw0TbJ4HT7rk22q/i+JCvDbOPm3nKYaCWjbEX5fV82T6V50ry8bMW6WYqUW2E9unax3v36KJxEtQx5j7ZuMkptJ2CxU84wb7wlyfrkkr3wcmJvLYgUHE8uyRpenoPWioDcS+rDM06N7ZyzFRBvnOZHcWJsOlDr2MxZCtP/sNb6eVXGuytFqUCCmuNqEj1auMebDH7tohqz6y6RN88Yi47qpXxqH8+kyvFZWDclGJBI8uH/vH61G97/8kuWTH/KSn980CUwhVNHy6X5Mosk9U8Kkuaor+hCwA7PO+U5kGLOLyOcHHFldN4TIJGMok176S6Aiz2kkA5sVIrORXICiRYtsuSu+xSYbpIiB+60uENrK1X3sPyNN1nuggst36qdXKX1kewgCFpC21SeygDACBpJ9abj9ZssXr7K7IGHFABI0qvza9Qnwy2SOQUUQGNe7TmSE3yWJE8yMOLBSbxAAA5sTVAJIVnBDZnzkMELF0ABQIEtrGjNCwpYCBt5OcdGHiQggCAkM6iXGpPwdFqkBwxvJLyL+vfv77FesK8JYCr7VRMkQ8SGgcEDgFAhDR8+XBEwB7ltDPkDjaGLwyTTGNoOdd5mAHOoR+DQ1p9ODkyLfOnqr3Z31ppNnW72+99HNnd5YqvWk0sTpt5hJn3/WNR0m8hwslurxAZ1z9nNXy7YmWfJI6lzvYKrCcSIGaB44s4P1irSQXP6Hz3A/MEW5o/wS8bs3JLdzxbCeeYj5ik+zJAuv/XmW/ISWmjvrtP6c3Wb7Gtf+7aNHjXeNmyQsmitlmBYJwlDThFxI63AnF+iiL5track5Ud17WGtsR0pDzlSljXvaRXwyXX201+8b+vfb6FIyJVeH8+Le+QI9FZWFK1bu3q79qIK+8e/UaBSLd+Qywn5bNlspceesKIkI7k1ay3aJONdMWnFgpPkQ+FhBEbymuNjSSiisxSA5uLxlq8523L9BogGgSQZjWBUK0jkTRbVek4FNPQQoqaCBqQxpQf+20p/Jr6MYqqIrxQkScp/9UsWXTTB4nbyGi1I/aKsaSnpfchaeKbpPwAVoKJcIqXuTtTJ5nF3eKoBZjLcxeDdXbQVhTh55C+WTH7KkpfmqC6NR6VUbC0Uz/emGyx/mQLQ9RmgYH2tLK5Cvca7pDZTjsALa18RR8aXu9A42rxFFj39oiWyC403vGel8yTBUaycCvULCzgC4NxAejeFR97OIQMwgA3AC94+GMsiWcm+eACU8OUQgA3XeWnDxnBkX2KOATCodT7/+c/7itGc+6QpMGlURngjoYbCOBfbFqRC1dXVu4uiXkAO6qw77rjD7XMAWuPHj7dx48a5Wolge6RsuxrSu7vAJr4T+oZoxLNmzbIvfOELHqWYuD3B/qiJN6GZvE/ZA0zm/kWn94/vPw6QcMNcXnipZA89Um/TX87b/GW6qgsu/gaU+Nef3lcxnd4dExvez+wrt0Z26un6QJGHkn9Ra4IOKwjDcGAMMJDmtOceCHNgmFPIxZwSznMcroVf5lGkxzgoMK+hGmepFH6Zd9ev3yAwut0KkpB8439928495yLZtnbXh2Ol1UnjYR4BWLYjuS36kKv0laFbSU1fIVsLR6liru/vjE2e0vaXqbFN/HPRtu5CheisX3kYVSUx/pxARMtCnV0xIbL/628rrFNnLarZSuojDHjnLLB41ssWbdUiTLvkOCHwgQqGDZiLYWwi5BzhUj18qMXHHG1R5y5Su8jVGXAiEFOhPMR10X/RjeRD16h/h9T/m7R20e2/s9L9D0saolgzelYTSc8LX/mCB5crDdAyBq3b6H7dKoqBKWmiAB56CtXzCU36TY+4JL7Eh7b6uSTvqwI06Cpghz3el3ytXKFnP2fJHX9QO9+Wx5IMo6kIEnVP7gIF6dNmZ5/lSyZQOVKktB3pB4Ebvqud3qHin8lfpkqaM9ESYuUgwRpWbbkrLrPcVVKvYROKyk20HsnpkAIYlhDAiBfjXNQ0QVLRmA4PLyn38CKz/ED//v09ei5u2Y1JrNPx+9//3qNHEnMGI2DKQhUFKGGZACL+YmNDQlKDTc6//uu/urEvtBCB9/LLL/f8qLmgKUht2G842TSGvkOZtxnAHMreP7R1M2VqjvbE/Mlc7jOrnuf5C4taBbnWHniiYC/MUdRb6QuCAa8edgcpkrPYsf3NThuR2LXXm40Yhc9GQRO03g29MzmJy5VVCQCj8v1v8x96IMxvzBvZFM5zLnste555h2vMq9gQAl5Q2bPwLOCFORdJTFWLKkMN361bd/vyl2628WPHyjmmh+Y/zXMwQJWRqmgwqGWM8HpJJXGJpAt1MiB9b33JJv0lsilPmU1/UWr/ehQuPChK5WcntRPhuNYuFq/+zt8WrM9RidRSAgyi1dZJ6rJ6vcyttguoaA0o1C9hQx2jPImAQq69JCVdO1t9Z9m/CIBU6FY9Sq4iygvgOKOH80sCgQGtG76q/YW5b1jpjnsseXyqP3OQpeIsf7Ui4156nsWa35Mu+uhUmwkEB4hx0vXA035GwOG1AyusbgA6AheiK6c+iNXPcUF9I8Tko8Wx8sSSeOXfWWE2ZZolv/qdJWvWmW3d6XJHL1NAJhp1rEWKc2Ofv8qigYMsV1HlAJD7kTz5e6c2oVpKhCojRTmO73nA4p//RtKr7cqlMjoJtFx+sdn1sqfp08+i9h3VFKdE14/MdNABTJCm8Iuk4+mnn3avH2xPgtcQL2F4KdkPwAYJB8dsQULDORL5OQ+4wLgWT6bzzz+/UaMGkLpbMWDwPiLiL2VSHp2EZAUvKaQxxHuhrhUrVni+H/7wh26QTJuuvvpqj8RbU1PzoUi85A80ki+0qVEEHsLMzQDmEHZ+E6iaiVyPsEteYBA+tev9wHFk6crY7vidFk58KrFN+hCsQzSjCVUCb6sQ/2sn27bxsnu5VMabo0+QHYQWAnTPE8+TfdcB+LzLTaDBTYyEMH9AFvukMEeyH86FfGGuCXmQmgJeHnroIZe+oP4mL84Sxx03XF6UoxSnZ5SdMHq0bFt6ay6mfA2eAAogxcczL4NeN2vVRaQXfjZn723Egym2hx9MbPZLirQvXl2Hq7HngQVrXJGG+A0An112wTl5+8atLWxgr5x1l0cSUjg8jmIBn4SgeboXAAGIkcmqgyGa7QwdEwKpemL9IuUTlVThyQUlPHkcA3p0h9uhvCaVzf3/bTbjeRnqyI0ZIKCbPDLuiGOkljrFohuuNRtQLbWOIuNK+pF6FQGOAA7iQ/7cq1gkS3pId0c7Fq0eql/9pVwumvQREphBCpNgYPvUTK1nNMXiB2X78r6kS0htRDtviauaugqMjRhqyddusvyo0VbR6Sir1b1wtyoZ5MhcDLSEKb3URestL1ue+KHHLL7/Ebl1q/nQpOuls0+20mXnWuGssZavHuhwk1uP1HTQAQwvTdj4KgAEsCo1bsoY8ZLCS9iw0zn/Ude5huEscVkAGdihNCYhgfnDH/7gLzoAJtDBJEDMGVylzznnHBszZoyrlogmjCHyD37wA/8lP7Y3ROIlqjDGxGEC4VqgH5o4H641hsZDlbcZwByqnm8K9fo0q+dX76Y4gz+7kKWJGzuYre9rBeOnInv+ZbMFYmSbxNB27UiQYFvHDjmr7qMFAE9SMDt5H3XTwoJ6PTUXwxjFYFy/j52AJnNeb822zQAmnQPp4jBHZOeO7HlsCVEP4SGJbQsfdKi+Ce+Q/UhCovzMM8/4grSokrhO7C3WdRusRRSrq6t9H7V3awWNi6Q28sGAK7KJcaJK8ojGGju8ijZsjCWFlv3T25GMd7W9kdhyGXJv2CrZC/Md9wASylIcDgsCDu1aFe2S83P2jdvkcKHFJtu3pmzyia+rqhQaCRRoDzkIT4uDBqjQw4E0IpWy6ATlSwWDNkZ7ZPBytKeCRG9R60ftUHyWGbPMfnmX2eLlkvQIdXOD7vC2dZGkYuSxlrv1ZrNRx1kibyrayTNJtlS6g+xJ9PhLAHhBtaV3gbgyqhewBSByEkBZ7Isu4s4kAhz2gIyTn5hhyTMviCYZRguR0DaocFWS+Jb17232pWstOv00y8mlGrUYGSp45+gH1VlSm+Iliy2aeL9Wxp5l8ctvCDxRj8rRh3E8dIDWWBqpRR0lhREgLbTQGkn0/xGaDjqAyfZjYOrZlzO7n315Oc8LGVKQxiCJIV+4zj4DyW82f7jvo34BMEQGnjZtmktUKDPQwy/ACDUSkhiACl8xiGO///3vuzSJPKxCDYBBUtMQwGD3A03QfLilZgBzuI3Y/qRXLCURI/B/vG/60GBu1WSKcSFi6vWbC7Z0mUDMrHpbuSy2LTLobdNOKoL+BRtzsskYPmdaKkcTMSaZSmIQrOMjc37xLrlU85WvMpUh3cjzGU7MJVlJbXYeols4Zg7EYxJAQqwqPCWZY/jYApjgeBBADPZ68+fP9wCd5CH0BB9i5G3ftp0+HsVA1f988bu6REAjTbtZs4ZG58QsY6GMnYo/8tZ8eRw9IvD6XMFeeUuAVDcgdfHFJZXX72StHs3FJNzmW0sr1V8SuCsvyNnf3iJFYr5eG/M1+cTQNcWnMnVFqmWpB5Xqj4WLVHQRFoA+U3M8yIJ7UNtQA27LKRDSETeV9HwqKm6yeqmMZ6dY8uO7FFBY6ikB5zSlwAC6oup+Fkn6EUmCER07UDTQHwoJoHIoCmAFbIOetN4UxOQUOdhbJwkTY4Kai1IdNNDuoiRd771jyR8esnjGbEtkMI20KZK9kbs60SDUPLWiqZOA1JXnWzzuDCudeqLaL9CkMpGCUbs7de/ckq4T9a//IUnSfMUS3CoVFvxPxelP1LGt5fv3stJf3aKAf2dZoYs+ovHcOkLTIQMwDDb6V1668OUQ+hjwwUYKLy7HYT/k45jzqJ7wWmILaijyhDJC/o/7RYWEBAavItRbYQJgomCjvC5aAh6DXhZrRMqD5IgVrAEyTDgAGxZzRAJDHBpoDJNIAFafhraPo/1AX28GMAe6h5ty+UyiWDQgmuc9TL8cPRS8yGayrpUjyTap4jdIvb9DEpn6XXrupT9qJbV8164la9tGhrstmIQpi/da7zfxZJjMFVtGO+k12IHqaE70kTqqnML8xxxCFHOkvxji4r3Jhj0e55lrUJ0zP+HMgKSFhJQGNf3q1av9mI8x7PnatWsrzyCdkqomAVSig2GkGQYfE2AI+9DCWMnOqS5vi1eU7KlnSzbxgcSWrhaA3cIzAfPWuPszAtjhHt0P85eeo1v7vA3sE9nYGi0EeWLOTj6+UhghfQZcRaK8SDY86VbAA+7MxGSp0B+eHmf2KjetKwURJQEA8gKhWO/IpTWogADLWzdaNHOaSz/iR59WgQLiAmfADtQurBmEqkmTtZUmXGC5c860inEnWjGngHACMXIU8gSAkfwj7Qfu0ZG4j8ooZ/DaUAf5UpsCHpSLnUydxbvet9y8BRYtX6OIgZul+hL9whQArlRNpZaJv8iy3aIhAy2Ri3qiCL1eg4pPAaD6RnVFL79oNn2GJbibr1yj6MWSMvG+UJ3+yRJbIKa9JDByDT9/nOXHnOR2Qmkrjry/hwTA8GLyIsIUeflQISHN4OUj8bKGfYBDFgCE6+HlJi+Gu+hykXgAGngxATJca5i4b0/nyQeAwSsKGxgADGCFcikfGlnMEcBC+XgnDRs2zCcIPHNoC2UHGxi8cxDH0s4gJQq0fBQNIU9T+6V9kyZNchF0sxdSUxudA0yPnmvmRg+mpVcKFsepvCZgmBUAxo08PVNgeLA7EnnELvi0dhbkM62/K5rBdS+MDtbEu6p9Z2D/873VxcMy7eu7zv0hMfcAQvhYwiCXkA8sw0IQUIAJcyXGuNdee61ddtllrvJGncQcFObTUF44TkcTywqNIePgAAZWyBgwlul4Mo7k1WjrwzNns2bH9jgeR48KUO0UbCG7gADXWTspjcYsCYLOd2gfW8/uJTu6T4UNG5y3MSfWW++eOevYRgChpVSNLWJrIfdqaEJxRFEwdiQLRT1f9QIolXqYxPfTx0QgwXd1jWcRkBOeLlzyEcSg6uT5AsDknpwqd7nXLJ63OH3eVJBMbZzWAs+v3PwTSaGKx4203GljrPLsMapX4Eq0BNkFIMKfVWqmcujjmXZiOU6BFrQgWwRQQT/2LQoCYgV9rEc7pG+VtxZgiJD/eOthC5ZKHwW26H55QZnUPokbUKtcClY7GA/3wPrLY2aTp0p99LxLX1xqRSd7O9ReOgTeN/50i86tsUhBYSMC2yntje/5xcP0zyEBMLxQiDGRdDzwwAMejwBwgMQjpPCCkTd0fNgHEPCycozNC18ZBI/DRmW0jNBYiwjw0VBVw8sbJhTKDC8zdXKcNeJlCQHiyQBSWFma49mzZ3tAPfTOACQiB/MlA3NHkgTNqI+CBAZAFcr2nfKfQEP2XFPfbwYwTX2E9j99u98PvTewCphU+jWoYyZKfYn7u8ksL0kKbIXVezUlp1/hkMTcyiTsSQcfSns7/6FMTeog9El2/vA+2AOV5A3vejZ/Nmu4N+TLXgvnQjmogZijbr/9dnceQOKCZAUJNnMSH0xIXS655BK31QuxqMJHYJhTQx2US9LUV07shDHh1O4L5etci2yrwsI88JDUR9Nim/ZCSfFjlE+ghXD+3A7o4Vmh3Eox6pFDY7t4XGwjJXHp1TMvExTdIwldSUijR/e8ddMq5Z06KSYLWpsyyKVmynNghSGvl7sHknQqpUo75YR0hn9Ah7h2l1UsXW3RO+vF8LVCNEiHO+pUNpVoNWx/ljWfxwrIF0nPmZNtkG71FJVRk7s0695UQiWgphgtvsYS2NvLTOlI76IPlFSN16EdPJUcWanN0Mt5IvuSj9jViu2uPYE4ASdF91Pegq9GnUi9JplXWh40PT5JK3U/Y8kbb/kK1YkMzYpSoVFjQZ5QEV6AUmeVhg82kxoqd+55lhM44zkLmzIfMemQARheOCzisTmZM2eOi0SDES+9u6cXPrzQjtT1QHDMPp5CSEn69Onj6p1LL73UA8pxnE1hIggDGV7gkCdrxMtXDsAFWxbcovnaAcA8q9CjGB4jMQoqq7BqNeUigQlGvACcPaXQjj1da6rnmgFMUx2ZA0dX9v3w2BqabV2kL2+RYr3YRC0ARjZdWuU3X6lvZ+Tt+o+BJVOyInVpK8/uB47Mg15yeH9D//Deh8Q5tgAWwjHXs/lC/j2dC9dC+eEXlRFOAz/72c9cCsO8B2gJkmK8LwEtBNNEQoykmA88PvSg56PqCnV+kt9t2xJ7+NF6e1wA5snZksjgLkMfSKLgQENjDpPOi/m3bxXbySPk3au4L4kWVdz6fs6WrYrd8LsoT6UenXKyXY3seLnY9+lr1qUrQAgIrCJVnpfbyGfIIYLGAIBAEMXCVnn9sCiklkVwAkVdjvDAojkuqD6kNTK4TaTCESORykUG0LqftoTFEWPRhLSRYHKCXrrOfXq2ebwhtjGJZ0T5gWcklaR/qIJ0xm3BpAxjAUrvBI2dSzC5QX0oyZu+mKWrfc8lMqZYPKwcTmZUaFavdgnoxEd1taRvH4sGD7JIbvKMfdiU+YhJBx3A8DLyQiGBCQCGJQLwSOIaL1pQuYQXLkhbuC8kwA75QnnhGnYp1113na+phB0KKZRDXrZwHH7Jw3kiUwKopk+f7vtIYC6++GL75je/6fplQM3dcrMm9gv0BtudUA5lBCNeVEhBAkP5h3tqBjCH+wjuI/2aG4m2uhOzgu21Wmm4ZPW1+grV13Gl3sXW7WLFzmK1YRlfMsGLcViOOCJBCL+P9Tex27PzCKRxTArzUBYwcI7r2XMhP/cwv7HxURfmOiS8QQ3O/MJcR+wW1o8jcCbvI3GmkBAzT/GxxtyHZxFqJD6uSNRD/aHuUG+YszxTI/9s3y7D3Rm7bNK0xP48paCQJliHqP0AGP4BYFRvpZYJ6Nk5thOGRzb+rILiuCX20quJrdmgODHCEvRYZ6mQBveLZLejAIenRiZvbjFiZDgqhwzw5sZiYO4TqwCXoOXB1oR/rFGkvyoS41jl0V66QjWV+JGuYIcjN+0yiILj1IsQIuBU6RzmQqhSyc2/T5NwEaf1LqlSURg+5xADqVzoQY0GHbhHo6ZFhUR9ckvSbXoBQShcJKmR/szpcgQY04eF1amdBb17ksxgbwO+Ybz3NOb743lICTk0fw8JgKHT2HBVZhmBhx9+2NdCAtSgkkFvG9QzdAuiUzYs7nnJGQi+NHhZEaFinwKgYJ/7TzrpJDem/fKXv+z1UBcvMCkMmB/oT3ZQsxIYpELHHHOMA5hvfetbLuWhHsAWsWtYSZsolngAkMIDkpXAZL2QyEPd2fo4d7ikZgBzuIzUgaCTab9kK5abVKk5e3NhyVau1qSOOEaTel42CscOj7UisQKkHpdzt1hfq4XYH438ej4Q1O/PMsP8kX2Ps6BlT9ez58I+NHEf8xlz28qVK90ekDmFNYpYyw2PR+YQ5jQSampU7cxBzIUAlSCBIQ9SaIBL9uOO+8LcxH6gNXuO841JdXWJLdAzMG1GYr//U2Sr5Ta/FQ9rdymmPgVzE8NtJYHGoN6SsnRTsDpFYp67MLHFKwWCpXpUvDnll+2LGGwnBbIbWl2w88/N2eVXaKVqReZFGCIWTmHaGkOd8oIvxN8BL34vIEEn4f9cpDiV7PmABm6HwrHfKN4kMOHGtXq2BS3SO6QKc7sW3cxjT+InlZ744Sf+43AIeyEWRlUp6VpPEC3bnHJ7vQf9VCr1UWfxPwV1yolkCAI4h72REwNIEeAB75T83WMleF1Tyj6vfqL8JzyPe7uezdsU9w8JgAkdwYs4Y8YMu/fee93Fj5cQHS7iT74mwouLiyAMlLD9ABVeZFaAxuYFI9u1a9e6jQp50AvzNXLDDTfYP/3TP2mAP3oAAy0MIPrlP/3pT27Ei80LKiQkMF//+tddHMvXEZML1wAwGPpyD5MJ4AuQBIAhGu+e4sBk6wr7h8tvM4A5XEZq/9NZr6+69Rvr7SXFeZk0OS8AE9uqdwRq9PXnc6cm0uOOTezEMZGdN16eJn0j66xFgz8V89n/5O/XEsN8ki0UUMD8saePpIaMAcCCMS5AhEi4bKikka7g0ACQYY4hVAOSZOZC7PtI1M0cxHzDL+oh1EhIaoKEJeTL0pmlIZznXPa8V/AJ/6hq27w5tlckTXnoocTm6HlY+k5suwRsuIZkoVN7uc3LtmVgtSQYUmssW16yVRv0HG3lsRB88GkZxhtblVSQnVsW7MLzcnbzFyPr0ytW/CCIAR5oAyk0JlG21FNZAOOnvBzaDY1KOsl5pDEcA3Jsq+xk5OHlZ2RMG3ft5qtgC6N7ImYLMhAOwUNuxO5XPvkfwgfwSRDHKYCJAEcCHWCNogqlbNyn8cjC5gz6PL/uIeYL4MolR8qoXV3jH7/0Vno/EjHKkYWP/2p3j4nn4dM+B3ss8CCfPOgAhvbRaWwEVkL6AhhAkjFixAjDfmXChAm+vg5fEryovPBY2ePizAKQxDPg6+Q8WVjzorMII5IcykFyAvBB+vKjH/1o9+CEOql/Ty87g4hFP2AKbxtEtSeccIIDmK997WsuFSJPmEAATajAWA4ByQ3eAdCLAW8WwIT28hselMPxoWkGMIzgZzNt3hLbc8/X2eTpZn/WkgHbdhWtFhuC3dOlTAcqIxvcX/E9LsrZWVIFjB7pn7tHZIfx/mZBS9jn/Q7zTHjHA6ihIzgXpCh8uGFTR4A5XKL58ALc8CHEHMMcctNNN7kkBmk0ZVMPG4nj7OYn9Yc6SFwjBXr8QH/CPeH40/0CVIpaPsDs7QU5mzK13mY+XbK1GwsyzoVhJjb62JyNkDSuZ3Viby5K7D4tmLyjVhInwB6gRP9EjDNewEGl9s85PbIvXqmAtCNy1qs3GESMXecJpd+opPuQ7sDcqQMDWsCBr6SuygAFSFG4jCQGqQXdVkSq8cY8i6Y95apRAhfF48+0XMdOLqUBEAFyisoPqCggXQyIoREEqveALzLNTdWrKIwKGlaqdyN5EYNnVJ3UhixPAMwBwBA1qVJ2N/ndujFVqvqR4PAvbZH3rJcPSUhyjuR0SAAMLylGsI8//rhNnDjRVUlIUlggsKamxl9awAAvW3hpATi4N7MAJG7LrBCNlIMVp/kKQRoCwGFi4B4AzE9+8pPdL2z2RQ4vcXjZwwDz5YMdDAa7SH0wiiPQE55N1EHiXuhHXQVwQYqERIYvKq6xhAEqLHTToXNDPVw/XFMzgDlcR27f6ObZfW9dYg9ogb7JM81mviBzQwXvYgLWA6/CNWGKU8CSenbJWc1JkU2QKuC88+T6qi9rd5DYNxKa1N3hXea34fvMcfY6hHMu5PO+FFghZgvzHnMVhrl8oDHfMQcSBoIgdMRxGT9+vKvJ8bIMZYd6s2WGevbWUYGmbL5wLpSzt3v3fB52yRyIJCZvCxfFtmSZghfu0LNRn0oB+hyVs66Kjv++pDIzZfuiJYh8iYlg/8Fz4+pF+keVAAhqTkrs+ksjO1FRm/tXy65GfQz7BcQ0Lok+qWhcw+llqxwXVRC5KFUB0W6AEeDBwY4AWSKeFD8xw5LbtSI2OqwhA6x445WW7z/AKlogUkwBDNYn0OWxXthpNHmCQWpbEQCk+nPYwAgUeU9IOgU+Keq6bZM0aNdOd0tPWmqFarlDA7i8LfqlXtZ6ogyy7342dIER4sqnG18KPzxS4LFyMqALDnyiGl5YAMl9991nd955p8EcUdf88z//s1vQY5wWUiArLP+O2/VPf/pTl7IALLiHqJKIXn/1q1+5RASvoJtvvtmt9YO0JZTDgLIPyOGLh+QPs9Bu9hpfQRyzkbL3+wn9oQzqQrWFfQz3QAsqLDwDsm7h4Z7D9bcZwByuI/fp6Q7P/CrZu/z6zsSmzYrtdTGrGHfZDwEYJmItG9AmsuOkPrr04px97vORtWkpD0Eijh5BKfRJdl4I8wbXmAPY2Oc8wIQ5KEhikCTz4YMh7syZM/1DjtXcmS8ALhjkoh5nPhwwYMBuaXGor2FXUk+oa295Puoern3S+z4oB3mAoIA4Rk4R2dzwVMOM2zJMBA8dVBc7Fdhw7pux/XlyYrf/UfO+bsFeg0i9cF9XJXn9qDpSAHPdJVJFnlSwfgIwnsf/6k+jEuwbCoHZhKMTqCoDmFrGiHOyEUnBgPJIjZXU7rDcmrVW+uNDVvp/f6kFI2UEPeoYq/vbG6wwYrRVdevrj3xaTPpMI9Vx9tDYR1zYPxFg8SA5ogZpizrF+xOvoqJASa0Kr3x7vhX0IZ0QnO6oXhYNGFiWKlGvClG7gCm+qV1iSD6W6SrvfpksR3Q6JAAG6QtiU+xNfvvb3/o+Rrlf+cpXXDWE9CIAD3qfFxQVDS880hfuw2CNlxwJDIAHiQkSGDyIggTmP/7jP3xAeUEpIyQkKIhyMZ4DxGDhj8shgAPPIq6xhRebe8MkxD4bdZDYpz3BIwlxL4Z3GNihow4plBWOD7ffZgBzuI3YvtPLs01aqfVtfvVbAEzJ5izRl6oDGOZGpKRizvoHq2jXMrZjZL9w2WWRff4LeWvXQjYaFSm42XdqmnYJWdsWJLl82CBR4WMma6fCvILdCx9iqI/CRw8OA9j9MZcxFyF1YY4LwCfb+jCXhPFpeI3zbNl7w7mQlzJCOeHcJ/8FBBC3BJsMwrY5FNAvzwvzIoELC1a7K2crVhftMQGY/7zDbBPezGCXbBKdcp6xdlU5mzAuthuvK9qA/lozq6sARm7PwUizt+91X+W6okbSDeKsuHRDf6GOzQ13dQ3wEBcEadavs2iq4qs8NtWSh5+QTkttGtjHks9ppWqF0siPVkTbXBoWAFWSQ3hoVz829gmXeY7TwBIGvDm4i4eIvkmEDx/qIimY7vpvyz39vJXER3JnnW6Fay5PHZEEXiSnUWuoGYkNIEbk0TCVCWbhGHUU7+aRnA46gKEzkaagcgGIIIHBMBfPI2Ku4H6MCoavEr5eePFQ1wB4UCFhA4PuGMJ56b/4xS/6BIHtC2sYoQLCEh8V0r/927/52PGiUg6JX4zgYMiUAzACaGD1j7Ec1zCo43oAIIAVQA4TAvthMqBczkFnKBuaMLxD/cQElE2ffsLIlnJo9umP5ki8h6bvD1Wt4Z1BAnPn7xObKgDz6tt8Z/MOAGBgDOG90CKCbUs2cmCsQGp5u/ravLWuKIgPHHkTKP3Cu8xHC9Jk5gwksMxRqIfCukRIULDVYy5gfiMBWLiPeC4Y7zJ/4E1ZXV3t8w/zXpivQj3hODwHYR4J45O9Hvaz93Ifx9n8oYxQZuN+AQfudsTo61Zt4uop60RyLSNV2WoUFf5/87aSzXrWbOK9OZu3LLGVWmqi6GKMVDTA+kLtNU0e3Tdv552b2JVXlKyzDHjbthLrjcoAprFSBOfeIonnFKpUH//cvqRcljCDMgiGIA0q1VqydImVpOeKnn7Bcm8tFChQIdKB5U5WdN4LzrXo4gsVJ0brYlRUUbCrp9Q8l+4A3xqTUgCD6oh3SPRpBxDDES7c8Y5tFm9+z6If/0aB62YIwAiCXagVpm+9yRKs49u0TGGJ+pz3LzXoVQtpN+Vp813t8YFxJKdDAmB4gXnpgwqJUNgc8/JiQ3LGGWf4Sw0A4IXniwVdMeAl5OWlRwKD0S8TB2UxcQCOcC3EAO573/ueTwbZl5XymDhwhf7P//xPd4XmCwmvJYAHIl6kOFznPOCEeyiDyYZ9EvuhXM6FCYMomBdddJG3AzpIAfRk7/ELh9GfZgBzGA3WfiI1MLx3301s4n2JTXk6sdmvy4dCs6OzBnebhdHwoVFvPRTzY9zJebtwglxiL1AYdr0zjZ3c9xPpB6yYAAR49/n4wZgfpwLUQnw84ZXI/IJE5rTTTrPrr7/eI4MDZpD8ch9zCh9l2WPO8ZHE9dDvYX7J1hnOfZIGZsvJ7n+Sez8uj5cHA4ZTAgq0wyKPPBk5xSiJsZNCSq1rS5fk7YXZBamSivbMy7GkMNi3yBhVzLWFIjj3U7zPC8/N21ln5+yk02Q7pWL4JHRXZi9bB41J0JTiAadLHar/gAMYeloQszgwDGlRfstmS1593Xb8Pz+1vBZIbLGzToa6esIrK63QtYvlrrrAoq9eZ3EnEdqqnUs6aCpu2ajKgBGNSlIXoUKKgiVxBR3puEhka2fVCovmvmbF2++xeOqziu+i3qg5zaLrrrb8KGkn+vUWGKtUG/XuyWBGXZluujUFRaIGlRQpXWQq3T8C/x50AMODz4MNiEFi8uCDDzpg4MsFBs/XCmJXPIlwDyQvoARPI+xcADq8+CeeeOJuV+qgU0Y8C+jBNoZFFW+99db/MWTUT13UjYSGyQbV0Ve/+lU3vKUOAAzqqiB1yRayp4kgC1DwQiJybwhkFyYk7qN9h2tqBjCH68jtO91btipm0yuJPTlNgcsej23jjsS2C8WkYu/0i6+D7F+GDdZSGpfl7NQxeRs2BGDj8/K+E9CESuA9RmXMfERU7hdeeMF4N5Ai8yGFZBnwwjxWU1PjXomoxPngcoautjAnZIFIdp+m7mmOyZ7L7jfsGq6F8vaUL5zjvpCvYRmf5Hi3GlGRY5F0SBcjnsk+jDhFEChscoouu00LPa59p8JefC22NxfEtlmqpPoiuRSpV3ZSvbrlbMyonFUPkOpIK1Wn6hEkFHqAYOgBdXwSwqg/JSKVonC7SzccWqk0/gFbyCTwgkvzc687UCjd/98WrVhl0ij51USAUkzI7NwzzL54ueWOHaFlBno7XXj+EItFT3m5xE9InNPHB6/6TMsF0MQ0pktKF4Awev5FS+57wOJnntPq1YskoVGmIYPMTjnR8heNMzthlJXaSTokexmtNCDwUm4wSEaJ7mJ8KJtAk0dyOiQAJu3kyI1fcaXGdRmRKnrj8JJnOz370gE2ACnEZwEkILWhDKQpAA7AD1KQCy64wN2ss/dSJsdIc2bIAwAvJQAMkhYkNqh/kMCwWCGTE3l5yQEe7EMbdYT9LI3skxeJEPUjRcKj4FCBlkA7YA+wSN8i7oZ++g8bncZMYHsCMLQVTzDGoDkduT1QJ23BesX9eOqp2O6ZmNiK92Jbp3gexIGBLeTz9Tawd6WdOLpgn7tG7tQy5O3QUte4zLY7MdF+fCJXOp03zAvL+1CBDY4a5v/0x7w/ITV8T3BAYN5gTSI+wAAzpLC0CJJXPqJQH6EWDzZxlBPmDuaFbLnhfaUc5plwLfw2vE6+hnMLeUK+UBf5Qhnscz38cj57zS98oj/UgwMEoyQmrGfAN0niCLmPigSemxc3jpSPXARtWydvtvUbZAuzVTFj6iWlkQSvY9sK69KhoMClkrzI0dMfKUlGUIOk7Ji/6V4g7YORSc+Q94MHjWeEpzLdOAIQcRLpRvgn9q7lu+T9Vbvdin94zEoPT7H83FflVrVF0hHlkuoTlVMs6Xo86liz886wSq1WnR8+XEa1AgVqHwAtDdT4YfpSqrJ/P6CPPTy4XPqjPoEmaKG0nMa9sFOuXY8+YfGPf6kIru8oLs0WvyPqINXRUd0tuvoiS8aeacVBQyzfuq28/AAotJYGQocI00+Jld51Ll2O8sPvjC4cMWmfAUx4IeiRvb0MIU+4Ho6JfYAhLbFUpk6d6sCBc6hkwsuZBTTc379/f5e8ABKIG0PsFtyxMQbGA2jMmDEutmUC4TjUlR0xvpSwmWHyQT2FrQtL0AN+uMaSAUh1uBc6EO+yDy1Zuhq2hzoQG6MGw5sAI76QJ1s/Ze3pfDbPR+2HPqGMUE6Y9DhmP9DOFyE2PUiUEHVj58NilwDAILYmLymUxX7Dc4A+bGCIfQPAQ+UWgFrQ23NfczryeoBQ53X1dVLREiupwt6aX7Sly2RYv1nsqzKy9oqyOvy4vJ55BS4bqK9qTAWkHkD9DuDwZwlmpq/0MJWmT1zaVzCVkALj4cuWb1vm5TTp/dP9Xl6ZoYW7ytN2yLj7l3p5pvkN++EZD8d7uxbeIfLzzof7KDxIg//93//dVddIiqurqx20EN6BfeYSDPr5iOF6sKfj/lA3+58mcT8pS1Mo55OW/eF8uzvZi6H4vZUd6hEiKY8avZ+CBt3lw5XezxEphQ2IA/QdlW6Svnj0WGWskKt9RYVUSTItkWNQebjL7eN2dhElkBBPqFQ0Lyh/OOtSHkkbNEq+qQanJpHkIV1XSFe8OOZErQutA4AJjD23YaNFy5dZ/Lt7LXlimtYX2iRvJN2v/LGv8CwQhiqmg0IF9+lp+dtukTSmxkqdOsielzjBABgAnOp2GpVXRKGuIvlfl/4on6RTqLAIVEej6CnkVXqkBZJ4A5R7+/tmC+bJkPhJK911n0Xbd1pEp1EPoIk1jQb3Njt5tNlVn7No4GDLdZBtlQgOEiG395EkpiiLXsiQ+W9KB9UegWmfAEx4kcLL0PCh53y4Rt+F6+E+ziEdADAQxwWpB6JYdMtMIGyk/5+9cw+yqrjz+O/ce4cB5CEaTXiIM8qo8YGigiarMiiKISaCmKBZ12x23bgPyy3f5Z/+t2VttrZ2sxqsLasMvnZXUEsNohgx+MDCRFwjioiAoIAoIMjAMPfes9/P79wfHu/eMQI+YGp65tzTp0/3rx+n+9ff/vWvuwlHZ0ti2ZcFgMAmc2jssw/LwoULXWcF5sFBZkhmENkiWWlkmGoiHpY/Y0cqgfQFwMEUFe+4iBfmFVIX0l0PYPAT+SSulpYWv2BcxB95zqcjXyZ59z9lj3KLe5523g07ZYcomzl5psRQgAbAUGYXXnihXXXVVT51FuCMuKEXNPP0eIcEZu7cubsADMrTABhGmL0AhhLqyUbtuLpTbVUH921vUl2o2HtS7N2yVe1Sy6QHDk6s9QgNEL+VWn+tRGJ/jYRD6dzAqgESMPc8gHH2XvNR86pbppugzkxM2FkvHUjNqwMY2f3E61oH6mQVrl5ZMepvUOY56ne8y98ZNDFVDe9hUMPFYIq63dra6mCE1UEY/KG0y4pIwDzT3SyBPv74473tw3tYRQRwgXfs+0Zl7AZ+nRV28IF82qO8cGv0Pu/3C7OTNH07TGzYRi3SUFKJAAjoSZKcwvubLPlAAKSv0j9IitAHo3+Y6YlkodFjFIBRGKQ8TZJ+FNZusFQD4Mrshyx97gWzHZKFqL5xlABKvNRc18XR6qO0/wAr/PynksRMsMq3JFmXYi0AxKeCPtpm6TtrXbk2+YY0kPvp6ActfaYomb4ijUimADBsTAdYcQBTlXRKiUs1lUT7SDest+pvHrP0ifma0nohO3CS9Ci850E/ySDtunzcUZb8+aUCMqeZtR3tZSMqmkpSHhUPba8CYcXvbbHmoyfe9hjAUJmjQgdjoIDCDXsovNKIo8LHe56xB1BhigNpARIVNpJjnpnwhAU0MO2Bki2MAgbBiIbpEYAGjAY7I55YDk0Y6NenLeKPeIkDN+hFGDp+rpBQ5PMV6cYNk88XNAnDFfFGGjLf2W8jt/z77uyEIw7SmY83Ty/slAfLOZFssefEUp1iysiRskM/6LrrrvMyDT0j4ow0c4dOuGFHAsNux0itmLJj08H8FFKkxwP1/vSsElBVSDUvAEtnSn2nRtBdDCqdDWdZ7aOtRJtgoA5S1N7ZHyRXhxzAwGTdTXSoY3BY+KxuYRiyUPP8NGB/qHnAk3tnJK1OgUfn/iQOcf8nPAZaxMMVdZp2E/Z4F274h4fEHi0c1opuC7pySFJoL+3t7X50iae7RjumZeEdweOw59s/tPcPQ3l9klLyGSb7Zhl/CLev7k6iqHv8CghIZ4W6VdA2/BzOyBldSFYKzy6ywotalj5U0pK2I6w05hTV1b4CB7WDJiV5KUlhhDoJrQKgYf2Hli5faV3PL7DKEu3Ai7BDFDW3ZEmZeJgJUDlI1yTtO8CKk8+zZOwplqqfsSatkKJ+lTus+sYyKz/4hCUtw6wwbrQVho+0dOAggSWBeeJSjF0CWVTgEiurvCJnYVOJKatFrSrSyi1bsdzK//IfZr/TSqiV62p12Ku37AI/uopa3p0cNtSSc8dbev65lp4zASjnaWFVlQMYj5Xv5ZHrp+eaPQYwFEm+YuftUVwwCNyDcUTjp3NFHyPAQzR+/DK/zIUfnqOzhjGwFJFnGAfTIgAeJArMMSPxYLSEjgx+In3RECN9uBMvkp+YruJdvI87/iJsMLp4zr8L/0GDNDAXTjrIF4Z3+bDuuAc/+bgITj4j3qBP3igXlJHZZ4IRIgrLlCl+2WuCE7Ovv/56Tyfl2ih9QS+SCYBBAhMABglMABjAJaY+TITtve/nJSCO75JwWD+iaTF5OoFs/h+wi7REdRxX1TFVBNlxyeAI0hGca69g3wT2X9xqVn8vDuwjV8T+4JNaRO7X/fE+6Hp8hGc0numm4THqIfU6eFB9W8QdHkQ7YcCU34EbIMPUNtIYBk2XXHKJTZw40aW+WULIyye0g0fhFvGTBp65sEeaIvz+dM/n66tOd1YFqFsY6t1OCfI0gKvqe1OvBDTS7Zp6ue9BswfnWHqYJC/fPdWSaVK6HSAwU2hyqR4VqShAgQEMOMWO7VaQzkv1vXct1WDP56aodKrjCZI//3a6KfIqG98d0Sox41Crwu8YlKuPSla9benz2qvlnoctGaEjH74rgDPhDLOWw12KSFivyIAL/bHxXyYtFP3KdiqrZpcEtNausar4td3xa6suXmLlTVsdhni+6UbUxlj25Aq7mqMtth1u6cU/tOpPf2KFPtp0j/QAuOTVJZf4p9RqfaEeeqTZKwCTL5HuKjnuMIswgAYYA9IBpBwYOlE6QaQn3GPqJRo94fELcIHhwGyYcqKj5jwk9F2YAgpGEeEiTtKQTx/SHcLCuKAZacz7CXBA3Fw8hxu9cTNFAAAaUElEQVR0w15Pm9UHgCp21owprDzdSNPe3KM882kgz+QLoIL+DscbAF7yyzqRtqAXBIC54YYbHGRR9vny6i6tAWDQgUECE1NIKPEC2DBR/nuTt96w+2gJwNC9A0GSkQETcU25ZWNMT3XG851vqjqK8WcTQjBu7zRQjvTOPMsjFMEgYdRMFUY/Qi8uaOddXM6M8am2TPwgKt7BstWRQTfaRb4exkAIqUi0VdoNAxj4EG2E6VWmr5G4AGrwywCE6wQpbbKyEIVcpogwQScfj7+ovcPOO/wF7+B5fzXd8YSvIj98YmqbA1psSCpwQGGVVU9SAUjXrbF0xq8tnSm9keGHWjrxLEv//mdWHDrMEim6qsby0VRTqDNZx84eLhAqej0CzuCAFE8xAtKdvlctfUOdT6WrWNSUlICMQxHRSzqlcCteaI8/ZZX/fkzTVtJ5HHuilf96uiUnn6Tl4P2EidDZkYTf41cUxO+ggj7JRT56ljTpjdetqtVHhQces/Lbq1znrElhi2W1oY5tEnsiFZIOjUCKMJA19VdaLp1q1X/8udlB39Tybk4s14yFGoUPm0k/bQPFoh5s9hrARGOOMqrvVMMdRsLcMfoqKNAGs+A9HSua++i3cMI0yw6jwUMfPRWUazlgMfRdcEMh9fLLL/cVPwAY4u7OwEiCJvvFQIvzSLDDzELsG0wQOvmGG2HjfcSFn6ANDfRv0AtBwRhAFuEiXVFeuNe/Cz+fdY804SfC44adaSKYMQCDMoYZA/xIH9NH3JHAMKK8+eabHTjGyDTiDJrxzB36AWA4fBNmz0m5KAKz2godAMI1Cpun02vfX0tATN2ZrZg8c0h0IN4peC9ARfxUxhxXuBcxXTHvTK8CPz42dL+7/IjhZp2HotAbcBLjbEbLACWfLnJNBMUrEmpt8qORr1PBwaFO9pRLR9TFaG94CDfsgBekuOyIyx5S8BfaCrorDEAYiLS0tDiAQTGfZyTA0f6glbdDs5HBTz7eRn563bovARWf1wkAjEvn3CK7ntlHJdVqsMqC+ZY+/LilTz3nZxgl48aY/cWPrKDlxgVJTfwQR4LwLbzmCAhkNUmOgCL1G7ro/CXj8KsiXkmURQEApqnYuA+tF44/cOVgSboT6Uum9/+PpY/Ps3TRq047PWyYVa67wpIJZ1nTEB0GqSkoQQ4d1qgBMPXTuyilW1YmwByM6568v8GSFavNFr4sXZgNUuxVHddKqATFYk2P2Trp60jB2DfYU5sqSsk4mdSufE6zyuiTLR0u5V7FA1xBb8elSdxRRu7B5gsBMJRPfWPON1zsK6UEitLs/PnzXfE2tvGncdOJkhCkA4zoAQHMPQNskCigfEpYQAdKu0hgGB2htMtJ0e3t7b7qJ88oIj313y7SgmIrZyqRLhgXaQimVB82D1biXX1cPOMPBVmmVgAxTGth6v1CA7e8e306Gz3Xxx10wi/AguXkLElngy1WQrFcmmklJDEoJgaAuemmm7wM6wEMtEhXxBW0A8CguEg8bNDFhn2xjDrKKPz33ntSCQiEsF+GuK5m8b0LcO4uxgvTzEzG+mGXMGfvbySBUU1SuAAZGTOFWuYjC6vqJpO9Y56feApIWQAwHoe4PiNXpwu92mCEiGrhAhpRb2nPABTqOxvGMbAAlNAWkIriB0kw0lwAP1OjgH3eMR0NH0LXjjDwIexIGaET7SLfRsLOO+zx7LnKMoe11+xBCahIVeb6ylQVfW5WIHF3/RM69MWvWNc9d2vvlJctWbpC9UXlLx2Y4sTx2r32HEu+M1Y6Js0KwJ7BECMRktZ5zarVL0C53hYUSXawIucoqZ7p2/k+Kl4PpSisv4R6CEzYpKXz76y2yp13Wfr0s5lCcJdCDR5kqQ6ALJw/UccPjNVmeM0CYIAihfW6QWZIhtLgd9Vllppr8zzboqmwNWu1GqlDbtKZ0aqk9M3lVtX5TOnK1RpDdHrYTPdL1hOOtqT9dEvV56QnnuSKw+wZQxFJiOR3RdujzV4BmHxjppR4Drfo0HhG+jJnzhy76667HITAOHCPxp6XYNDxs4cLK1xgOIAVTqCG0RAOxoN/dE04P4kN6AAwSG3yJtJCHJhID2EZec2bN89uvfVW38+BDr7eRLi4Bz38hVuEgXa8nzZtmoucOU0WZkh8vK8PE2F35x5xBC2escczy5xvueUWn79nJDl9+nSXbDG6pAxZ7RVKiXkdGMLnafNMujG4k34ATH4ZdSjxxl48u5OPXr/7VwnA8yuMVMUSURKE0bOiQ9uR6Yp60qy6wvx+1keALRh7AmA0RPGwsvIvAxMnvJi37PjIDIE1kMhxXeggcQnQwrtsFFyj5fHUBrYiAq9BOss0Koq4AHkkhOeee64fjsjULnWaNg+4YWfvZcuWOegBpKDkjrSFthttK9o3aYy2Bo0w0V6gGQMh7Lg3GiBEuH3lnsvK/0sS3/NrNxS1LmqaDrv22sLUT7plk1XmP2Odt/6rNa1610rbJHFGhCfJd5+2I614+TSzqZNtZ1+d5l3SUnaFBxdDK6tiesBBoASQ7dhE361Q7rKyVhGh9wJwcmAjC+Ca2HGzt9427e5oXXfOtPSlP/iu09SJah8pdI+RIu/3JlrhZ5eZHTBYQh7xUyJXxMWK4hM/VeXI0kG7YlqIPgSdHv3RJty27E1JX16w8m13ubKxKq2Cwu/VHpXPRKutCiMOteI1V0saI4XeAzRYLbECSVhGaaTVeWFx76FmrwAMZcJH44qGHeXEM+4wCZYcslndjBkzvHMFhDQyhGlra3NlOQAMnSh7vMCMkJTAmBhd4a+lpcV1X9iALpZUR1pgOPUm0gdNlPSQUnAWE5IgmE2EDX+Ex63eBO3o4MMf4WBWdOhIJUgTU1xBg/cRBns+nvo4Pus56DXyE3vbQBtGTRqYtiOvKN8ivWI0efHFF9u1117ro0qkXND8U+mpl8AwhcQ3Ir/oLUEjyqZR2nrd9t8SoBUwVuVfNTfjid4TZACFnAFeYLvujXe6xEczv76kWk8QwhHgUttoC8cMKwuYeIeR0cjE6x6hB/JOQ4GzVRaw+JoRvY7tHdrv6yNfwQggYaDDFDU8A15DW0BXjsERO3hjqK+AHd4jraFtImFhYMQVenjh1wPpJ9oJ92iLYc+3o7CH/wi/T953FWaWuvyjsvm1Gjp0pHAZK6YOUSd0Z3fFxb+39Enpn9w9Szstahk1EhClNunbz4qDpI/y4wu0X8pkqxw5ypLBB6pTV91S1eSSDrCABA9M8PAtRVMAAqeCQEZF710NBsVYxad1T/JDeHno0gKUZ5+zymNzzOYvNFv+jidJxKSfIhqHHmKF9j+z5O/+0mxki1YkDdG+LAB2ARjR8Dbk5aqYyY7iRtqTCpyQV4C/dnKx6ixtsPeo9oRZsNCSDR9mekAUgSj5eVLNGjAcOMBKf3uFFb93nuIaadV+zUo7y79pjUTiC8F175nmCwMwFA+NNRosDZgL5gBTmTlzpgOYGKUgXeGCWQBM2H+F6SLcmOYABND5onMBDcLRQdJZkmgUd5mbnjx5so+soAMTIs7oSCMt8ekiTcQDg0OfBt2QADDhL/IR9PJ5gzZ0CBP+Im0wQFYtoI/T2trqIz/84o879CIM9z0xkQfCRj7DDUkLejDsZwPTBkBR9ojIZ82a5Yq9eQBDWcYqpKCB2J0yASjiFmlnuToKj2yIhyQndGAAML1KvHvyJfefMDBMuhH+Yb7OF/0ZB97iAeab1WmYMBIWZ9S4fQrA4J92QMchf94uCMd2CZw7lvg28x0dOo9Xa7UrottXjLpfc9H66MyYonQgxOfdOCW1QwDLq5LUcjgrK+9o2yjpA05ok9R5pLpcZ599ttdpCET9jjqeUc3csUcbxV/ehHu4xXPeX7iFn331HlmrFWnt2/pnUf6//lQ7kFU94QswbeSYQ/aqplls9izXP7EFL1n14w6qkqt8+CofwMaks8x+MNHsTIGJEYdJn1WKr8IRfCetolaVBUCItsA20pVKuWQdHyf28aZU5zVpparqFvWYE9UPUB0cMlj9T4mpng+t/MijVr7nv6y4QlM+WjHkNcTRiGSEGsjaKaMt/atLpIcjwCwAVZEOGe2jIIVd1HhoLezIi0SxKPEMyc32uQHA4N5llTvuteqj86wqKWJhh3ZR90jkDx/6OExBKXHWdNGFVhx/liXHHGXVAzRFKvGLNHWcttR9KTldPdPsNYChWOobLs/hRoe4aNEil8Dce68+iDpxxLQofzIiQsuf93SO7FmCxAapAJ0vwCCU6+isEQUDEAAuhAXE0FHTgSL9iDgbAYV8mqALOIqVUHlmgz9oBTjIf/bwh598HBEv7+tHcPiDFlfeX57u57UTnot4Ii0RlnhQRmYlEkybMuSO7gvTbwAYdIgQjzO1dOONN3q5BYABsLAi6/7777f50lNCuZlyggZpD0ka0jTcYydevgV5bpSmSFvvff8uAVhtbB1fSMQQxUhxA7xkB+IBVpj6CRADp4WBYsSZdfkIlyA4qsPw7dRVZyUJFyDRSBKBtzqRLVpZumFT1d5autM2rFdHsq1oI0YWBEIK2uepagMHVK2Zw2pEs6KR8nbpCcx9Yp796o47/WBW+A1tgPpMmwC8IIlkJRH8gmnnfNsJe7StfPvCjgk/ccc92n/wiQgf/sOvE9gHf3al17Oosbq+i3+bSGu3fV5WJvIdPr/UOzWFnaDR+8j2BlL8muJJxYfK/zbDKnOfli7Ke77pm0sc/JuRRtXGY47UZm9jLJk+1ZLjj7NEkhAy6d+vpgzsN9Fmb6NNOrNpsVYyL/itdDbX77SNOvKgJFA9VGc1tbWYNuEt2LHDtlhp1VJLZz9i1ftmS/ynlUiS5CXikUyzklYOqbSRI6x8xmlWmvJ9azp7vKaRAENy11SWH1EgUFZNdwiQFbRCqa9LhAAx5BFAhdJwIuXdZIniKgs0SRJEkfv5YwwWoIWRom9h1DFmLa1WHaH9YZoFkOS86+uEP/fc836+EAATxULFCIOdRswUDadI04FyoXzLKdIogTJ6x46SLlKC2267zTemoyMGRBAeRgFwYZUSei4wIzpNgAydMQwkmAV+I17SEe7Y8+7xTEeMyfvjOWgiYsYPdIM27+I9fqGLH9KMIiDpBjzQqQeogn7EEXfC7q4hrsgHdMIOHeyNDNNvbEAXAAbpVgAYxOQAGAxpR9J1++23u9SLUSz5Ii/ERf7xQz75hgFgAKIBYBrF3+vWE0pA9U7LSGGLicAGxmubAxhJUZCo8CfG+imj9xkrzQCMeLvzcF+ZhOhe6IVqi6Jk546qpoE67ZU3Srb49ZKmfzo19ZzKvaS236X+oGLHH6Mds9uK1jZKbVDD0Wq5Kj3HHaqvj9ovtK0/UhfqKBJIdFgYKHEKNMrsHDHCczA80hltKJ/mRm0Kf1xh8BP+wj3vhr9wjzD70j3Syr2qb+B9q/LHypZMx4KesrsU803ju3brqbvAu+2epZF6U5uupI59tMls9SrruuNuHXj4oiWbt7hUo6DOGsDjS/EFAtRx+LRK8hMp1Z4+zgojj1CHL6CMH/nEsOMzZbBhY2rPvpjY8wsr9vwLXbZeUWzdpqkjARitjrbhQyXQGZ/a6Yd/YKO2vWIDn5lrTU/MhQIfGywviYj6Cl0F9msZcpB1SfLSNP2H1ucCTe8UJWXRVSmq/SgLpCCtdCk00z0CP5o+RQ8mw1XqbzTFmqxZb8lGKQvLDy+Y0qrNRHm0pJ8GlQ5QArVxXjpIuwUz+M5CeDxf/hfyVHxtP9GeBexgJbtnIki+sdLR8RxuTD2wkRrLFVnBgmQFAHL11Vc7eImVOvhhZQw78TKdFOG5t7a2+vJqFGTHjRtnLS0t/p74ARMY/AE4iD+/t0keeIQ/3DARFnt9XvCDlIbRHJ12jOjo0OPCD+5IJxBXI9Ghc6dQAQrRsUM7Tz/yRrx7aoImtOrpxTvyhxJ0HsAwIo2N7EhrlBV5oNw5UwplXRSdoQPIIZ+ULX6Y7iO+vBIvU1GY+nTsad56w+2DJZA1GU+YcwpxRlUD/dB2/JYlOufPuS1+YNMoMuqd+LTC0R7wqLrr78w2frjdlr+1ye6Z3d9mz9W0soBIF7v/skKkstmG9N9uE8YOtO9PGmBTLuqnNqhRuHreHR1NUsh/0u74z1/6qiPqLFO48Jj29nbfnZv22F1bxz/1m/f5+ot7POftWSazX9wx4S9zzX7jXXfv836/ajtpI8903EixuthjRB1hSQqgXL5EN2OrnrTIS5ZP8sxV+/hfduIZY+pKS/reShPdfbJ6pdmSV60852lL/7jUih3iSS6VkAKrqgtb6qcFSeC2dCpcfytMOd9K7eOt6VSt2NERAKpVwgPZFKeQhVRadEr20tT++ZepLVysM78+3CFc0E+X9shSGWGohie07rQzR66zi4cvtpZVC2zQa9JNkUQFGonAtJUE8pEO7hQoah5oXdqfpWnqJGviBOkDpAej0yp1GoeDFFeyVRDXBStKp8YkmSFvygcwjClW9vFF78ZBi8Kht1NgHKHvl2rna3mSf4EfPoXcirpoUbj79JKcc59RTz3P7BWAieKggkcjpmFgeOZCAjNfUxJIAAAxABb0W9jKnn1f0HnBH8uamdZgcznAAAa/SF3YRIoDCFHwZWTFChtMxEt47NHQeIdbvQm3vL/wE+94RvqAVAjFVaaw6NgZ2SGRIG46bKatolMHuKA3QrqREJ2mMyq4A9bqTT6e+ne7+xz5bxQu3oUE5oEHHvAppO4ADHkjj+i3AF7IMzSYQuIijygJMw1F+cROvKHE2ygNvW77fgnk20J93Yx37p7x8V1tDLeak9paLZ9yoP3voqNNx7JN7wRg0INhhZFLZehCCK+OVGE6OxN7/bWdNufhrfbMSzvt5aXbrbxzg1W63pdegs6HKS+35qatduTI72hH3BPt0su+rdV0ZkMOFIWuok8dLXn9VR9sEDf7tXCsCBIX2mlIERt9jU/lsZGHOjfyTLr55SLrdDn8qrl4rnDkLU/+mz24HWlVtgKLd/TIWReDl6ysZMEtC1oLs7s3n3gRiSxdQoGiB19Wecv1I7HX93Uq9PI3q7ZmdWqbt3KUimnglWjKzezwwxKdXVjUVJ3CASAg4+tyecBke5twZ2dZ6PrURm26AgkI8Xie3LcAohNSHXBiun1eQ38ioMrhikybsAtv2qEMbN5oldXvWqLlzGz2xhQlcSaSVBB/RflNFv/Bkj++ZtXtAgHjxlrTFZdZWYcfpgISJQFoQiDpWL0ysUUvJfarmYkteUsD1x2srqNPU1zSIfEeTfQOGZzaacfssCt/sMmOHbjevtH5vkt0vL5TkRGfUL8VAGlLtVng6XDNEowcJmCjVXpC74ANPi3eXNrCd9ElSOWXv5ON+KN24YVAuz4jbz0wzuQiM0w/uUf81tyg15PNXgMYGADXLqal0sozBZYxMoVEBwqIgbEwMmInWPZxCSkFAAYJDEsa0cUAJKAfEytd2OAORhQjqXwcYedDkY78c3y8fPrCLe+P90hTACELFixwfRzSEmct5QEMaUYyAYBBQkPnTjgkNlOmTLGpU6faOeec4/tIEEejuCMNX/Y9D2BQcIydeFlGnZfAkA7SSh6QOAFoMKQdf2vWrPFpvkceecSXpwaAAYyGBMYD9P7sVyVQ3wYi8bhH3Y36W+8WYXkf9rh7GHZN9eEz2gl0XnR2Wb1yhi0uXlYHtfXj1J5fsMVm/Ps6W7Jina3dtE4jzdUCJ9pnY+c7Vq68qY6p0wYN/LGdceYku+zyM+2kMUU7okVUxdWZiir7FFdWX+ER9RKVyNfe3n2KotY9KGbliy5DPTzpUK/hIMQ7kOwN8dFZufH+Rfn3FVg1cOHLYaBEWN7J4qBGFux7YNR9KxQdNCN4EWE4LgCCfkZnV8HeWqkFPP+bSuG5Kn4rHdQt2ky0WYcuS0Xk6KOqNvrYxE4/uWTfPCix/nJHuLBDCtUdHWUpVkvSrV44Fb3m5sQGDdDZT2Rf0rJtUoDV1ixayizAIvDDQZ/9+ydSwK4IgArMukIp9WA3jC+hl2Qd3SuVc0xTZgqvSFGEIQSMsfFtXLonwJNqlVLymwct0SKQysJllhx3rJWu+xurjJKi66FDpXeigPoOFR2A9PLvE3tmQcHufiixd96VOx/SlW4BQ9rHBSf9Nknf5OQTCnbtPxRszLEFG3awYic7JKLXfC0l8IUAmBh1BaOLO8wMAMDKFaQvbEOPBIVR+zXXXOMSmJCmIKVhd1hW0QAKkLZMmjTJrrzySgc9AXSCdr60iIc0fB6mhd9GNKCHAiBSBtJJR810CdMm0CYcF3Gg24JUgk6+/mIjOwAM+06wEVYj81lpaOR/b9yYQkK/iPLneAH2gYmjBACEoaQbcZDXyC9upJX8Io1iLx+mAVntETowvRKYKLn95843xdS3g0bu4Ra5I0wjtwC8tI9dhpElfYE6PML56iE6b+/RddijPLJvx2Zt4PXUvKX2i3/6ra1Y+bokBG/Lj0a3qVZ3qCORjEYi/APVyf7ITj35fLvownYbP6FkJ4zWtAdE1L34nyIjnrh408hE+vG3e4ZuLANgPm2gwBk4ER0vU2UWB10ucaJn498LAc/Ex/usS/SXNbAiV72GdhaWkfXud4xQoSQUFitPigpsJ1UOKapmkpd5T1WkrF+xdZuluCrw2CUFVpawF5uKOk28Yt8epe1TzivZuFMEaNpS26hVOWt0+vgbSxPb8IGJL7IyLLXhIxIbfVJRUi7R3p7aa4tNyv9V+3hH2QYMLNohh0pfqS2x4cNSO/gg8WckKLspgeGgRlf4RtEbCZ7nix/KUJesLHImz5Se8Jkl2nq/6f0PLL3vHqvOFoh5b7MOQByuAxDPMJt8gSXjTvdUsKttWbpUv3s2tSefrtpDcyu2dj31B70Y9h4ScU0jZUYARu4nHmd21RVmpwrItAwVegHA5Kp8zXPv7SsqgQAw/wcAAP//VWNjEwAAQABJREFU7L0HuFXXlee5zrn3vUfOOT8yQiCCUBYglCXLki3bkpytctW4qrumulzhm6r+6qvp7pme/ibUVNe47HLbZatsWVbOCUkIECiABCIjJBBJZJHje+/ee+b/W/tuuDwjCWweAutuOO+cs8+Oa+971v+stfbaSaZgpxjIUpktSRK/5xzDli1bbPbs2fboo4/a448/bj179rQpU6bYX/zFX9iwYcOsffv2ViqVbObMmfa3f/u39u6771pjY6Ndeuml9vnPf97uvvtua9eunRcX64r1EBmvecZ1vI/PPGPFn5iuIsoviV+7dq09++yz9vTTT3t7eFBTU2Nt2rSxw4cP+1FbW+v3bdu2tYMHD/pRKBSM+I4dO9pdd91lt912m51//vnWuXPno2VzQdsIH9UGf3ia/yxfvtymT5/u9H/77betX79+dscdd9hf//Vfe5vpX2WIbSSOdhKIW7dunT333HM+hq+99pp9/etf9/FhLKFPNZw7FIjjGlscx7wy/kRxpK+Mj/OYOH7DhDRNy/OGucPBOyG1RJe6UoImXRCf011qTcWS7dyz055//nX73//zv9mmTe/akYatyqry0naW5Hro6Gppvp/V1V1pkyaMt9tvHW1XXpnY6NGZ5bK8yqVkygwhtjHeNz/Hfn5Suub56E9Guwj8lrPyoVP5l62Lkrcly4pKlFMytS/mUX8Joa3lchRHXlqfJOTRdUa+UKJHnMof3slH06sMVVMq6d2YM9u7r2SLFhft2emZPfi42UFV16hn/MxDHo2I6u3fy2zaRWbXXpPaxZemtvCtoi1earZ8VWK79yR2+EhirfTa6NnDbMTwVONStIaGkq1aVbQdH5o1NKXWunViXTolNmJwamPHJHbhxMQ6tFO+VqfWr4wOiJYl0VITwikYxgD6lUQ75hZzyWeXFSh+82bLL3jbsseesNKMmZYc0pzr3MFKwwZY7uvfsNxNN5m1qbOsJm+lJLU33izZy6+U7IGnSrZhC8RLreRjJqrouY+uiFSbFGzC+Wb/4U9yNn50Yn17qDLN95CGfNVwpikAzyUk+lEfm/cn0QqSxyy8tAjcxxcZP0COrVu32iuvvGIPP/ywPfbYY9ajRw+bPHmy/dVf/ZUNHjzYmV+xWLRZs2bZ3/3d39nq1au9nOuuu85uvvlmBwORQcb6KDfWAwPO5Y7/wfMs1t+8K5TBs+aB+CVLltjPfvYzb+/SpUv1I2xtnTp1ctC1bds22759u9/Thz59+vg9/duzZ4916NDBhg4dan/4h39ot956q4OufF4vL9VF2RyRTs3rbsl7AMwLL7xgjzzyiC1YsMD69u1rd955p/3N3/yNXjx1Rhtj+2IbT0Sf5gDmG9/4ht1yyy0ORuP4tGQ/qmWfXgrEMY9jHedpZS2VcTFdfE7++DtrPq9j2TBzWCMAJivoLLCS5ovOTNM0r0c5KxRKtn33Vnvm2en2n/7X/8e27dhkhaIYTqGn0g23pG6CpbUjLF831Nq16m2XX9TF7vxKe5swrmBD6lVeVifWJeb2mz/p2NTfONM+QvM+/UbCE0XQJfoksFEoitGVQsWxrDTl/VLQ88Nig3kdAvcOTFQnjFagh+ozEx0E5BJnkLQlxFG698c7dAqdCs3yshPoDkgU3SlNlYlRl2zzloI9/USDTX8ltZffrFGc2hIqVpom5W20XFJrndomNrRXo930+bxNva7WHri3YLPnZLZ6iwBnE+/11OFEa4GYTq1Vg0BpU7HRdh4o2JFiTu/jtsKfRWuVK9mAzqlNuzJnd301bwP6m3XtSkNDiDSL9yc+0w+nlroBXAG2CNCIpkC/VH1MRVf66If+ZHp3Zw89Ytkrb5gtWekkKNVprrWptfwfftfyd3zJkj5dzFprbASA31llNndeZj/5dcneW59ZIzgS0kfa+G1mrZMjdvH4kv3191vb+SMzYSIS1urQXK6GT4UCvzWAobXxRcA1k/Hoi6t8TzyMPwIYmCiSC6QAEydOdAkFkgvybdiwwebMmeNggPshQ4Y4wAHkRCkBdfDSBPAALgASF198sQMHrmMbqDeGT/qRxDZT7qJFi+zHP/6xvfrqq/b+++/b2LFjbcyYMXbBBRc4wAJkIVXh/sYbb/T6ADBPPPGEQP9m79v3vvc9+/KXv2zdu3fX10ar42hEXYTmL/zY1pY4r1ix4iiAQQLTv39/+8pXvmJ/+Zd/6e2DtrFd1B+vK+nGNQDm+eefP04CA4ABjEYAU5mnJfpSLfP0UCCOcSyt+bjF583jSR+fxbycm6cjDUdJTHHvvr22Yf0GW7t6g23+YLsNGzlIv+1BNkDcrKaW30cqicthe2vBEvvlLx61N97aa++sERPMD7EkP1Ai0P4CMp2sVW0H69WxtV1zVSv7zt111r9Pybp01EcBUhDYGsxGIbaveZv84en4I2zQ2JjZwcOS2K4r2roNRdu2Xe+kUk7vpLz6ltiAgZn17F6w1rViriVx+aNSJ12XAYwDDFiyS6MUDfcNrwfFIW0I/Tm1JqtxWaGclcK4p6xaAYyCbdhYtMcezmzGq4m9ukygUnX7QVKXOJSsRhKjTpKeDOpWsjEXpDZ4ZGrPv9xky97JbP9hSSxUJAFJTU5krxVISdVU2n+4qWhF9S8RQ0dykhNo6lCbt7EjJc2ZnNlVU3M25nzBjvJYxXMo8aP/UrbgnsY2QAXKzlS2S94Ax16n5gLAd+ceK736mhV/eY/ZyrWWbN4lsCNKqJGlfGI1N11v+Zuvs2TKRMt6dVfenO3eV2Mr3knsnl9qHi4yW781B+Uc4EHMVBXXqJ8TRiR21eWJfeWO1Pr1STS+jNFvO1Yf3d/qk5OnwO8EYKim+Quj+T0qJIAJEhgOpCVRDcPXP/eEhoYG27dvn77I9ANUAKAAAEgbJzpngAZposQDlc0ll1zi6qiYzgso/zlRXOVz2ssBKFq4cKH98z//s73xxhtGuz/3uc/ZtGnTvPyHHnrI7rvvPm/L5Zdfbn/yJ3/iIGXXrl32gx/8wPPs2LHDVV4AhOHDh3sbKZs2xHqo+0wCGIDY66+/bjNmzLB33nnHevfubddee60hQamUwNCuSN/Y5hjHef369a6KQg0IwEOFVAUwUObcC4xvDPH3EePiXI3xMR3nyjlc+Tzm4bfZ1NTkalV+y7t277QPPvhA826FrVyx2jau3ybVzyV2+eUX26WXXSTALxWRmDUMaOPGbTbv9SX23IwjNntejR1qqLemUjcxnrbWSl/PnTskdr7AwdVTE/vil1Jrpy//upxzXmdkKsibWtmP2HbiKtsb40/1DNnUPX2USRrxniS2Kwq24l0Bg828k1L1p8ZGnZfYyOGJDe5fsr49E+vZTe+7Vk2Wr1EbjI8F5/ahPQ5egsopNJ4+BAnHqbYtpAewqIFOC95rsH1kFrWSKhRt/YaSPfaQpC+vmwCMklI/IKY8HfSWcplRJ6l5BnSRiqSvJCzdJZ14u2DrNgMjKIt8tJJrZRTwQSLjc0D3sSxABuUhharvndmFo4r21TvzdtWUY9LykxoTqtBRDMMrlaFukDBRt8ADtcAxUkGcXMMhsxXvWemll61w772WbN8rPZmkYaRW/pL+1YwZbfkrLjb76uctGzHYMvGYUlYrTUFq058/ZK+/abZwed4OHUEVpozqW5tWJc2/zK65LG9XXpqziZMy69gBKZRoUG6XUlbDp0CB3wnANH+hNZ+QvNCiCgnpCwcBBt5cvUJajlgmaQA3nGNcLJ902M6gsrn77rv1UrzSRo4c6Wn9hxR/Raor5vGKT/Anlg2AQcUCGJk3b55FMHKT9KXjxo1zG5J79aN47733/B4bEmx4CPfff79LJ2DsMPUvfOELNnXqVOvVq9cn1n+CJp3WKBgJY4CEC7CFBGzgwIE2atQob1slfeI1NInXsTEAmCiBaQ5gKLMazk0KxPkfx5xxrxx74gkxLt4Tx++QeH6jXB85csR27tzpv5ElS5baW2+9LfH8Kv2WttihA4eVo0Zf4VPshhuusS988XNSx3Ysl5uzhiNF27v7sM16tclelrpi2fJWtn2nxP6qvmf3nA0bktqNN6Q24YLE6gfCsHToWRBW8C3+8aGy3TFl7FO8/6RzQRqD3Xsze+P1zB7+NSqVzLbo/rAkMiXRCfVR29apdZGtx4CuBbtc9iM33pK3Xt1heNBRLF3iAEgKzcAZ0aYmtIVeEBlOn9Se33iufGEcdQE4cfWWmH1akGQkb5s2J/aM7DxeeEVSmPkwdbWFKivrEyDp2MpscLfU+giAdehkNn9ZJqmEQJoAUSaCJ2o7ecgaAsClXEjsgu5llyDpTM56dxOoG5TZH31b9Lj22Pw6KfqjpdFRQuOoPuX0ngZKcY2kpyiAIa2W6mm0/P7dZs+9bNnzM3XMspJQCIDRP5GVvkh+mQSkI6Wa/O63LLlogllfGfxIitPYIPse2QgtXZ7pg08fbB9ktlPF0VUJrcVfEps4zqS2TK2jxjeXC71nDCsIUaZH9XSmKPA7A5jY0DgZ44uCe65RIcHwULNwxOcRmPDiiyHGkYaDMoiLIcYDNiKA+fa3v21XXHGFSzzCSyHUG/PEdsX75ufYHspEhfTDH/7QJRZ8OWKDc/3119s111xjr8lw9amnnnJ1GFKM7373uzZ+/Hi3dXnggQfspZdecinM1Vdf7ZIbDJBR10Q6UG+8jn37pLY1b+tvc88XMYxl//79LuVCZYRRdBz4yjJj+2JcZftQIWEMjARm7ty5R414USFVAUyk2LlxjnO+crzjnKQHleMe08b4mI5zfEZ6jNz5zSBtXbx4sa1cuVJqR0Dzbr3sM825DtatW08HMFOmXGlXTr7M2jnwDQwNRlOSBeb762WH8L5UyhsT23tATEdMs0N7s14ymBwr9UPvXolAgtqo9LAwVyXwnnBI8/H0j+2Nffn41L/59JDURotXlmzGzMweechsuxjefsCLJAKihhghEgcZtYq5dZJ5xQWjU7vyipxdPdlstBhgIoAT6AbDxYKDPsD4obn/hUvrIKJ8EH2yoTwmsawg7YHho1bKC3yl+kgr2bMvFu3Rp4t2SPYqDbLjQVriFarOnFRQ/XpkdsWFtdZefdCrw+YuzGytJDCY0lY2LDSRvwrUHa68C+VLHlgfAZjzBif2R98CwBx7n1fOs2Ppm11RpY6CUAg15FGR+ZWoJ7UdFFcXLGnYL4nLZis9+LTZzNfMFi+TNi1Io1LnMaI1aiQk/n37WP7OL1s69VJLxo1SeVJ5qSwpw1y6tnZdyT7cldj+g+pRWrJuSKP6CNAJ63QSEA12TnxYBxDqY6VSquHMUyDysVM24v2opsavsjg5kWS8+eabboeBMSnPw484/pgDUCF9BCukicAmGujynDiABiokmDD2MaiQLrroIquvrz+aP76oYhsq28qzj4rHiPcnP/mJgxRWQyFhueqqq1zdgo3L/PnzXQ1GGahhUF1h6/Lggw86wEE6A0PHPuZLX/qSDRo0yNsU+0K95OU+9quybS15TZ3UfSKQF+uN7aukUYyrVCFFABONeKsAJlLw7D/H+ce4xqN5q0nTPBAX8zKH4m81pkO6hwr2Rz/6kZ/5vQCWO3Zsb3369raBAwbq9zpM6qPLZFd2vvUfMMBq8jIk1SqYwBACO3SmK46A8ACGhcGm22dIMiATBgcIgYmKeakPRUPOj6Li5Awp6QP9/m3Crj2ZPfFCk01/ObOZr6SSvKh1AlhupKuvew8wNQ4ZKXfrmFr/nmbf/+PUbpLkATWSi43UK1bOALtCLtqkKwcv3nG6FLp5Sg2F20OvwNgZRiQ8md6ZaZqzRqm5tu3MJEltsn+7p9G2Hcjb3iOScvFuUE5AVdt8gwxUTYbSrazQmNiaNZlNn4NxqyfQUDAPUNzwT01UntBUjZniaQHjRjwhk0prgEDn+PNy9u27cnbN1BDPs5MdB9rWSFkqvZb+cS1apQJgAFm/37fTso1rrXjf05a9udCSHZvVPqnQeIzojHQak0bxjmKnDlZ3zdWWv/oys6u03Cqt0/OaMiAiqWpSxhJngT9URcyvpAhB1cMcgJB+yKapGj5VCvzOAOZEL7vYIyYoS403bdrky6Nh8JUvQp7zIqwsI07qGBfvKTPGcc3LEYNa1DsYBbNaKKaN6eI96WPg2YnieQ5oYbk3y4WRGiHlwWAXlVC3bt1cioGRL3YlSGFY0QOQWiUxOWoa1DVIbLCdQQJDuyoD9ca2Ef9R7ajMc7quY72xDZEOsQ3xefP6YnoADAA0SmC+9rWv/cYqpFhW8zKq92cXBeJYNx+vGE9r47P40YCNGiCFeY7BfFctJ8FOLa5iQ8KHwfivf/1r/z3s3r1bEsjeAi31dt5551mf3n2tW/ce1r1HN+vUsZMMv9sHVYSTRkxBzMJZkXgErNFXLnHWPwCC2Im+xINNR5KIcei3RCglbqig7GHFn0e20J8dYv7/9lCTvTCraG++zceUvubVjpKkAjBZAAl/HX0ovm2dJDHyAPGn3ynZLdebde+Zt7pWAmysSlJ7PR08UYyWAygQylA5FBO6qIuTDbSCjz/RTUcqiQOli5j6K3YuQ5Ij4r3vvleUeq9oS5YVbM06qcX2i3b6p5XFNnxI0S4YY3b5lbW2b7+WTq/M7L7HJJ1eDlijFJUpMEB7aWBZQUMsNfkRxoa0Ap1a2TR2hCQvMr6+TsuyJ4w7BmCU/CQCpapX1Kn6UwAEYE8hKaksgUXHME1SUe7dLfCyyLINH0gig8oypPPEPjYCazL0zeq0+nKI1P/DBlphWH8BY60WA1B6QaKVJGpAOqeagArxjA1gjJ4DXtQSFatnpzxGoTXVv6eHAqcdwESGx2TjGonJoUOHnLnD4Ak8i88rAUyMI018gRIXQ3xOHp5j4AuIYRUM1zHEPLGMGM85llEZF68x3MWAFyaNLxjAV319vS+LnjBhgqtd/vEf/9GlLQcOHHAjWIAU4nPK5RrJC35gUGshnakMJ2pP5fMzdU1bIx1im5rHxee0iWsAzIsvvuhL4ZHAVAHMmRqtlqmHMSXE8ee6Mg7VI/Oa3yxuAj788EMZ2m508D5ixAi3OcMGDQBPPtSUUYUEyMGX08CBffX7GWTDhg7X77SLtWnbxpmCalUemL/XqmsxJT1xZgB/4IEzE9gFEYEZlgAwLt2QYT9ZFR/UI6QXA2phbrJtR2Y/va9gL84q2KIVUqgUAU1SYSCFoTmy93Cyqh20L68utpbU5Y+/VrJbr09s0FD5lGonOwwts3YAAw0UAoApOJOEOTqI+a36wpiK+QqouIQCHBQI5VJfniYCNfsOmH2ovixd2qjxLNqHe2pd+oJh9MjhRdkWmg0aktMKssRWr5WN32MlrQ4ryiapJFsRyXhUPvYwQQ4TJV9euiqgR5wyq8uXrHeXJrt8Ys6+cHMrG32eVu/0LycIyT7xLyOMHASwEtSG4V4RYS5onmTiBy4ZaWqw0tZtZno3yypL+ahL+RzI6VqDU0TaJGlU2q6jZR3bWbFjWwEYwRPKKbebEQkATbkFbnwu6mHmYJlUSF7K7cImKHZasdVwZinwOwGYyhde82bzjBcKZ77i4sF9fEaemCbGfdxLKKaJdZGWA0ATVzPFZ6StDCcqtzINz6MRIlIYviSRGCFpwW8KhsJcIyJHEsGKHvpEPs6AKL5K8QMDiEH6gmrlRPVWtutMXce+RhrSrhgXryufVbaL+CiBwZcP0qnmAOZs6Wdlu6vXJ6YA41k59pWp4jgiQQGQYMuCZCXYtKzzOFS2qFZvv/1294fE/CcAWpDS8NHCb7K1Vni0qtNKwpo6LYsW05AO6Nivkuv479jXfPzZusTFAUrMERhQkFpombXqC0uQQ95gzevNOPonzuejEbo4UVzl84+7RgJz74Mygp1dsjcXiZnLZidAr/AeyImZAbJguBiv1sh+oi5fsD+6s0YSmBobNkpSmXakldSI5dXqhX6GYn9IFQII4s776GeuTyXQGsARQArJBBIr6AZYbNQVz6WEERhgsefBhoJh13P4oN6fYvI4mWvTuqQxk6pGwIul4fsPpTb3jczmvl6yua9mtv3Dou07VJDtDAoaMX6pZTBgDnRFKsG1VgSp2m7yMXa1Vu1cOyVn102TekrGrzXHvjNPqmPIQrQ423JqC8AOR3X0i37mypIRH3uXOmkVnJaLs5S8Rm3IBEycxnrGWqXEGmTIWyupXY2lamAiIOMGyXpCoGwCuVjV5LMV2gFuNA2Zb7pUDylPSi2nqSyeT1J9SdnVcHop8DsBmI9ryke9KIgnxBcl1yeKI/5kwsfl/bhnlB2fx3p4EfPliTEvkhhUQ4AQvM0iBgegzJo1yyUw2PUgsUF0zpJuVvaMHj3abWPwTcOXaVxpFcv/tM+V/Y2ghTbFseB5vK5sK/GVNjDNAUzVBqaSWi17XTmG1HSi8fqkFsQymo83ZSF1xIkjDhABLaxeQwWMVGXX7l0ukZmq38MNN9wgYH+HA3XwS5SkRjcI3HN4+3jrwxycQcBEA3BB/B8iieMyJuIc4kjp2cp/Pb3Kiyk9nSegrOND8/4d//TU7/ZKgDxrbsmmzyjZ09MzOyBpRJN+G/yjQdiQBA+u3AoMCAR0FCD4sz/M2+dvTK2bDJFRIQV7l8AmQ9/IX6ZBRc+80FNoJsDJpRVl+vib1jku4yCm73XgoyWMAM7g5FvQSk0Cl2LOeUlMaPcx2gJ0UtuoFUhr1mpl2EqtUl7RZO+822Tvy6ndnoPkA0qqXujggIEGCwDJYFkaRPumfKZMk++UsVpe7h+ZR9OQ7pMDtAXE4LAOegiLeAx1hBhaC8jQSYdwlZJJyqXnYeao7+pjAG8F5cd2CjAUnh61oVG+40eA5xSqWnRS98L0DNXoBkAEkEICBQ2q4dOgQIsBmE+jM6daZ3yRV+bjhYvKa+/evVpFsc6lKwNkcIiqCp0/X6YAG1Yl8ZIHxGALg60MUhpWHgF0eHnHEOuJzOZ0v1hjPS15hhYso2YlWRXAnH5KV86RyutYU4zjPl4zn+KciulOdK5MH6+bp4vlsGrw5z//uasLcXyIGgmJSr4mJwZX46D86mnT7LrrrpWt180ulQwv98BO/J1P4UcZDTfxtwBDCPYenkdft3jT8MRiOm6A6gwuplfUWRSOCLC8vz6zl14u2b2/0gpLGfWyCqmgziCF8FBm0Cwh7spy6u6p/cWfZXazVEhxvCrfDbF7jEscgxh3qmeHLyoH9QlWGi55cTsRlRSHB0YtxFmQpKhRXpABnzkZsOZSyVNyTTrLHgQGD/gMaEEJirKdyWyvAMurrzRqxWWjzVqY2oZtAcAkrgJUWYADBl5/UZ0NG1Sy7/9ZohVNcuzXSU9SiV9QyVRDlQKniQKfaQDTnIa8RDiiJAYgwzXAJTp9Q82EXQCrqzhzz3MADvs8NbfHoY5KphFfYs3rPtvvqwCm5Ucozj9qgsnFeRPPlXGkORHDY76SPjLJ5nm5j2kog6/iyrSojf7hH/7BAcyaNWvcmSSAfNiwwTZEtixDB48wbGDwlI2RbuvWEqHDs8Kfcpthxnw7w9QRv4cvVO4RsgQWp9+FmCi2C2mKOgVfMmo3z91mgTLProC0Yt9Bs1WrZRPyRsnmv9koqUTRdu2vtUMCMsWS1Bf+dY+Hkga74PzErplWazdMzUkCEaRRLfn719AG+rOVgatABERcGgNRw2gUNBZa2W5bt2hrgQ9KtnuX4rW6hi1lusvvS79BmXWRu/865gVSD+XPkgb3x9NUrLU3Xmuyl15ssGdfq7XVH/A8QBZGKkhgwui2EU4ZPsgE3hK77MLEenRQE/JKf5aO7dk106qtOVkKVAFMBaV4uXOgRkKfj6Euqy8iE+DlE9PABOLLqJKRoE7hwItwJWOI1cS08Rzjz/ZzFcCcmRFiXhEq507l/OPZx82dCE5iGu6j6wGkKaiIAN6UD/AGdDNf47xGAvPLX/7SXR/EFUf9+/ezYcOHujHusCGj3CC3Xft2Aj8BqMAcASCE0Fb6QJxDFj0+pragXUFJQVoxWh0sOUadxEoTXNRXCC8p8qwJ9Ah1Bs7sNskvyoIFAjDLirZ1Z638hmg1z24t0ZWthoRV1rljg02alNh1N9Ta0P5569nlGIBpsQ4FkksSIlWJA5hAa2lzNGnk00VmG1s/zNmqd7VF0NJMACazXbLrKUjCpoVhcryZ2ugxRQHUzOr718hVPiBGypdM70DGM21ly5cWJIFtsvueydnS92RZwtLiGKJ6SO/Qbm3kOXlYav/zn6Y2abz8p8injLBdFcBEWlXPp4UCVQBzAjKiJuJFjhEvnkUJkbFEY2GYAi9jGAFnnqP/xzdNfX29e+GNeyH5S1tpCJFRVMb5g7P8TxXAfLoDFOcNrfioucMc5BmB6wAmzO20mNOoO7FlQgWKpBBDc/wWcSYteQHs7MrOxqWoUbHtYuPSWu1pU5Ov1SGDXG2Cg5QE6wQkLW7T4aogvsj5T92AGA4xUakNjoGWwPDCvdii8vsyZDUbuQUAJqalH2dXgI03Sf2iv/KsdlgqJZyd7dAr4v33tPXOIpl2Ko49AkeeX7Kh2jtnsDwIt5bkoRar1pYOkFaH+y9hXBgftdX9l2jMPtyd2JxXzV6aLd8uMkQuymoVFymSG4nu2nyxVvv9jCrZlMtT+8LtrbQNQipjWBWJYaxCIqnM9h3q56qS/fefNNmrb2V2SDYyqkKBeaB5oXHHiHd4r7xdekHevvs9gSLtGl4rg2ZNGqULQJcc1VClwO9KgSqAqaAg6iBe9BjoYuOCASMvcUJkIPHLuCKbfrgBwMA0WD7NgU0MaqXIREgfmUtkFpVlnO3XVQDTsiMU50mcI9QW51xl3IlaEZ/HMjiz7BkQjgEuY8dBHKpPwAm+XDA6ZzUZZ/JQDsAcySO/BaSQ+FdqL2kLDApMgtYH/yLuVdZZH4xJzBm/JmVVEWmDVAbuR9agQhJHVRBT9Uhdks/ZLECHPPwXEzxrmZxo4MAM4EWLAQDYzCHJ0B5JctVflF97HNb16K39c+TBtX17Wfmon2dEc+K0xpCV3ZqhM8uD1Uq1GdC1Zl1mP/tF0ebMS2y5Nsz0cVA/5FZTfcHwtWj9tAnlReNT+9pXtex5eGq95EVXaFhpGSo575NnXpaTP/pMweZoddJKbYK4TyCuQTYy9LGtNIpd2md2mZZOs2/QFZMzfcxpzohgPk99zCmsGqoU+N0pUAUwFTRkCSgrL9i4kY0nuUfs3pxBcM8RGUxFEe707otf/KKxpQDLrgkAG0LM5zfn2B8YYNWIt+UGLc6lyjkSpSgxjnMMcU5xH59zTTmoQDEwx6U/3qPxMI3U5ahBrjZRxYZl0qRJvikpW2JUBspoHpCyAF4KYlQ5YRXUR1qDowPWB5Njo0I9UKCZLpXx34hSKI+3HOBzdDUM+fU1zle5mBulhGW/AJgy4PHSzq4/jl8AYTJ6DcAstN1b6X1RtINBGSvTLxnR+pLdY0PXch2CpAIqRe1+HQBM8Jcj9212UB7s3l5atP/0X7XKcmVOkpM6l7rQmAzHgD6G7EbdZKOGJHbXF+vsystysuMhgT8NafT3iOx9lq0ymzdfHom1ImvzjpJWJLFjs1mPzokN7adNN69OtGFnogUNWkpeCx0khWO4zwQd1MZq+GxQoApgNM7xhY2HXfY7glG/8sor/gUKo4BBxDTh5fSbACYyETzw4siOrQYQvRNiXr8p/6lkRpXxZ+t1FcC0/MhUzpPKOVdZc5w3zdOShjjAC0v7ccbIDuSsJELygkE6Ni84V0TNOWbMGMM5Izurs4qOvLHsyvrCtcCFgxrOoBO+yPldiIk7NAGEYOeiswfiWW0UgEgiO5dgAAHA4VoMVl5NcdCeyC+HMus/QADwQvlnMZcDJKhv+ADJ8OWCdIkmEy2QxxWkwmur08m7A0A4A6CMDyUZEhcFFEsu8kECIzioBuGEbt7Ckv0f/107aK/GKwoSM8aJNjNugeaM4qDeiV2rjShvuN5s6jQ90WZDjAsABGDE1gMH9uckzUts/UbtW7WpIDVaUaozSZ608eZg2c/06dVo3bs2SfXIcnp8xQCYYi2qrhqqFDgNFPjMA5hKRoD/i5/97Gfu64VrjBtRA7GrNF52K1/wJ2IwxKE+Yjk1X7es3vioUFnWR6U5m+KrAObMjEacj83nR4wHUKPaAaSQBg/UABPOpAHAYKSLFJENRpHCYLeFKgiJ4KBBg46uIgLIEBeNeGMPY92xTu6D6kQMSEwoqlGQsjigkQFu3PsGJs4KGIxzi1qei8phzy559T2gjQMb5Uq/rmBt2xetU+dCsKuROAfo4j5hZADrFUQcFBt0Np3h9w5gZIBMewVggg0Q8XpYlsJg1xMADEAPABOkU6RqsYB4SCpAVk4HAIMRrmChpDJbBTbe0KaM/+2firZyjUbo6NhBciTEABiHlDZA/mqummR2002ZXX2dVompQDwgg3Owr+EfCiic4R06krhzu9175QBPnnw7dsxZj26yl0obpToTiFM+eZhxKQ/D6gC1xQhQLfizRoHPNICJL2gGnWsc2P3gBz9w+xekMbzsEa+jDoJQgJiYhzMv9viyj2XwNcvBly5Lr7EpwG6m0nYm5j2XJlsVwJyZ0Yrzi9ri3KqMA7xgp8W+XcwpQDIgBIBCYL6hKsJXT1QfYe8ycuRIPzDKZV8vQA/zGXBTWQ91US7n35y7ABba5VU5vxZvdNf1Kka8G+4urubSl5IdLtTalq2JLZrfaBvXpbZLK2C69SxY/VCzcRPZyyxzr68wQ9/Xhr2F4HI6nZVB3QsqpNhXtRLmHyNpPIxe/YHJQ6Bg6Fxm3UcJ10K98ypVI8uokZKxQaFakEgatHtv3t56O7X/8n8Xbem7BWtUXNhTirFmzIAWAcAM6ZfaLdNSu+bqol16Of526bikOkjZynqgnPY4ot/cu2dfQI6ufRWZSsMxHofvy+TYCN80SHKgRTVUKXB6KPCZBjCRhJFBAGB++MMf+ssfhs0KjWnTprk6CG+7cQUS+cgTX/zxnjg88FYuo47pYlrum8fFdpzN5yqAOfOjwzyJgIQlzRiVs4qIA4DNj5f9iKZOnWqjRo1yQEIrycNu0BjwcmZTUqSIABfyAF7ifKw8Ux+BOK6j+hQPsyHouZgSzAyG53xNVyEXahWYefjGLsruZc681OYv1IaAy4u240O5rpcPlbbaC0h4yoYNLtmFF+Zs/LicdWwrN/Y1Kg83qlQVqwuVnlV/j0qi1MgAUqAEFIh3NB76INWIB6qyM9Qp3i+ql6H0faMYLwGag3JCt3xlYj/4lyabv6Rkm3bTZkedSovbfMieWAdtQDlOPmu+8dXUJo4vWv0ggFB46jY9umTlWE7IlaLVMdUXDqRPHufx/FFLXE2lZFoFBXgJs0OPqqFKgdNAgSqAKRORF/ayZcvsnnvusZkzZ9rq1at9R+mbb77Z3abDBCqlKM1pX/ny/6h0MQ1nmERkHs3LOhvvqwDmzI8Kq4Hikn6MyxcuXOhzlOX9rCTC6zOqyq9//etuy8LSaOZenFcs62dZNMAbFVPlnAOcVM7DmCf2kmfxOXGB8YgpOUgJTBom6c8keSnpi5z0ltVaQR/nB7R470f3ZPbsDNlIbNFy2waBMZ5r3replZ+Qdo12y+dq7Au31dmQAYl1xtFZ+bkqO0sD4AC7EaghACNPtZBAXaLx6rsAy1GgEsEL7B310ZkAMLSGcVWDXO1TbpcMjhsbU1u/wezRxxptznyzhatS38uJZdQEVnnX5jMbJPXRZRcn9q27U/mC0QeZtkJIUJV5+zXOGn+MrVOMclUPvYMIUAbpS6CDknu0vOa4LZCoJTVamGN6UA1VCpwmClQBTAUhYdLsuIy7/NmzZ9v555/v0pdvfOMbrhKKdgZkqXzh+4u7HMf+RzCMjwIxsbrK/DHubD5XAUzLj04lYKA2DMnnzJnjqiB2gmZXaBzRscSZtMxPpC8Yjo8bN+44kMJzQAqBuVY535rXE9N4Yv3heQyV+Zw5ioG7GgDbBhglqgoxNN8V2vlnnW1aX5DDs0a75/EamyOX8wePYPgJ44LhadGumH2dNna8RMt1r7kiteuvS23oEDFR/1oXoz8KAmIrzpYznBqaRvpAAx2AOgUHMnBuPxRXTubgLzz0dC31B3AlKyjVLqUcxsWMjwcAZqKNGTN7f0PB5r5mNn26DHA3l2ynnPKxi3a71ol1k0pv2tWZXX6Z2fixeeus1fO1WN762KkzKaopxlBjBB0gh9RK2NCgLgrqM8XL9gVgA20gitvPqAz3sKyoaqhS4HRRoApgKigZbQseeOABe+SRR1wkP2zYMO37cp3btUQ7A7JUvtjjC584RPV4N4WwAJ4Thcq8J3p+Nsb9fgAYXrJl6sJ0/AVffqPqPQ1zdWYTGZAnDUyAZ+ErlBd4YFGRPYRCQ3m83E/EqyrnCMVyj6qHM/MhSk6cQagCbEvu//Wv7NFHH7FX576qVR8HrX3bDtapS3vr2q2L9e7Ty/23TBg/0S4Ye4FLY3Aw5wyjXD71ULYDDe9T6Hys85TmoYMafWc7sw7gJfSffuvweKQ2eVu0oGgvv9RkT8zJ2+LVbBGAegnK8iXPt7puRacR+sK/eKzZt7+T2vgLRF2V487QnEGWqesn8kD/GMKYhRSUxjPVobqDWqTcT9VCGu68zzq7hMBjeUY+UsSSPKXumQcE9dPb4jd0QV3lmdJ5AmiruPJqLO+fX9NedoQ+Vgp5j6uLqogJScJN+S+5Q/QJHh6X8vib4wCMt/t4tCCtnh1uKtqqd8zefCOxjVuabOceJDY5a99Gm03KW/BFl2U2YqRZ146pg0w3a6Kt6mjG0nEHl/iNgd5E62NNY++GzG7/o0gAjPoO7VLc73LNFKE5p9al4ztYvatSoBkFqgCmgiCRqdx3333205/+1D3xIsbHrqW+vt69ksbk8eVPnhiIu+SSS4zdqDGahLiRWZAmpo15Y75z4XzuAxjYgl66LNHgHatVErxNs2JdeLHqTe3PicVY0X2cwKxkuC2GhmGk6RoGyZDzHvaVqj78vMD10lbZ7u9C8vjmjAmwQoh2VEhHWNpMvKt46urkAK1GNUmWoZd9k+xB/vWnP7KHH7jPli1eLrfubW3I4JE2aky9jR0/yiZdMskG9BtgXTp0lXfcIPXzCvTnGAMkBiYLiECMX27XqTIR+liW5ghpQUWvwxmXys1YZqsN/0rytqpvdJv1stmDDyQ2b0Vm67STMTYWGHD6xo1qAyAN6NC7U8nGDM7sz/88tUukttATgRjSqYHO/HXm0kvFORs1Y/KLcar3TGfiGEu5uy+1VeI6DQzcMvRbJx8vl0bBaHnmKh0gFHlVr5gwXXSQpHEMZRLDyi4tAdZYqNs+ps6IyQVfBmUCdrSk2sEOdSeHHNCUrI2eAIBKqk1jrCt5SvF0+lPOyxyiJ+XgfSUd8w4qVDyLaT72HHpxLMnxAIZ4UhS0OKhJTT6svQUa5B+mUX5d6uRpuW3bOqvTSqIaOeKLzYorrByoKTPvrnPx/XWMJtWr3ycKVAFMxWginsd76f3332/33nuvG0HCZJCkYAMDkKn8AUdAEkEKz5DWcABkWIlU+WOP6SvjKqo/qy/PdQADEyyJyaUl2YLwpe5qD73QxSh9512NHYzD8aj4GowuvLwBM/onzgXj1RM/4t+AX8WqJF73JaNihoxvyBOkK9zDQLFHYY7h0p9NEzGwZVURRrWTLrzIzjtvlOpwNioJTCrJyyxbuGC+bd6wyTp26GLDtQ9R996drUefbtZLPobat20vxiMA1ozRhXkWmRCMnNYiNYnt+S2mGv3ngEYAAH1Ow55h4HrgNKHtRQG9V19J7IlHcjZrccne03475HF2DNdXWyM9+3Y2u2BIan/2ZwAYilT7SEFxfkUNxAA6oH+ox6UsuuQ2LAFGdaJB06obf6a78JC2wcRVJ2oQZWBMy7UQ6zRxqQp1M27QqpyOJdKuBlFKnwtU6LRUEr/mXnVwrR4GCRAQjrYyb2g7TwAkekwayvZ6iVG5Ko8WQUMkFBTvc5KnPt90cdKBdnDEEOoI84E+hHgfLiUryACmILQMts5LelfD3kc0kTZ4OdAk5oFWPNNIxshYTfVcpcCnRIEqgKkgPCs93nrrLYntH7Unn3zSfW1gCBm/mkkaf7wRjBAXGQNqAOwRbr31Vrvqqqt8eWtMX5mO63MtnPsARs7T7JA0Hdpkky9lBdQhMGUATHhTi5kIaGTadtijXMRSZmowGkCPMyAgg/IgfQglqQz2xuJG8bAoPQC0MH/wzQIQZl8twMuKFSvc4zN7DgFqWOF297fvllHr55Qd9EQ52ndm+xY5odtuh/YdsE4du0oCONhyOAbT3jrODGGAJK0Mqjcynxgd5iAgKrSWrQBOPcDAUHkFSZTbWTjjpr06ZNRJ6SV5gV38VmIzX8hJhZRJhSRoAZNXS5E2OCt3Dqr9cnrn7JLRqf3BH2g10gQYOGCAllGSLgQ+nJkrH9HR1sRpTJFKFgCJrgmxWxorXLWZ2uKO5hzEAJ5CGm8OlxqqotRbqLh8Y0rlymSEzDj6VgmAHtLpFOqmXUiACOozt/4njHkASzEu9DnMB+IoI4CXoG6jUOVjXokegJ6wDJ37ABKo99QCDfJGqQzaTQGh/FCO6BLL1HOmQ6QFUwJ60DlvjwogLUd814UyqwAm0LL692ygQBXAaBTiD/Sdd95x6QseTPGhEcX+ABNWeHDEHzdngA0vCZgUZwx4WbV04403+qoQ/G/EQPrwQokx59b5XAcwMBw3cBSjDcy2zCw1bqgm/LUvCUEiJp1gCOk+NHhWNop0VZKYlhgNbAhVFCojhAr+NQ7D5OtUDC4GxhxQzLJnVrixkgiX/oAY9iTCXwtzCMne3/4vfysQ8x3xO8qhNVol0hT2Iyo1SQ2hjRRbt5JVJfXB92DuSuVJYTSx0vLZ56muw7xTaTCnkENnvyHipAPMK+T3WlWfzqKNKvC2HGWWoue2DxJ7b6XZj++TOml+0fY3CiSIU4YyYKLsD5Ta1ZcI8F+d2JTJZgMHqXh1IhiJlgGLhqhUFFTLiare5wAawqoeWkMbFCcihFYxfiSkrYyVaEmliDWkDvIHpPcxUg9cnQSDD4/019umLhyL0HgDOAAYHlzKQx8ol+IjKIgjQDrqkI5GEhwTYC5j2pA/NE5l6tbBS4j28lRPKLMMEmKR5ZyffKroiCc+Ns7MA8Jx76DQBa/T+6z6YjqP9PSeLdDIGx37G+Krf6sU+DQp8JkHMPEHyxk/MP/yL//ifmBgNBAHJ2HsG4MBLwCGr+qYJxpeun5do8jLAffsHMOHD/cv65iWQY4vD+Li9ac5+KdS97kPYHhbwyB4S4fXs/M13e4/VLL9B+Sn5ICsIgQW+Hrv3CWv8ZO1Ra2+zpXGJS5lBnNUtQDzkurBbS78UxbGczyAYWNQVhMh2WNOoTpiFREhenkeMGCAffub37Gbb7pJ5cGQaZ/+lJmdatEl92JIZWbtqg7FEBsYLqnVFsUczanbks81gQDaWX4eGLhuTyF42SoitIWM3CDVUh3UqEbwj1oaDiS298PEHnmuZK+8UdImgkXbu18b/jUB+sMGh717sQLJ7LrJidUPSiRhoouUGaRL7j+EwiQFAXx5+5H+OB2wTdEz1ZY54ONataO+8+eUEwEMyaCI8nibiQ/gD6xD8FbLiR6pkID5WHsaKuG3CoAJ1w5KqEv9pQ1hnKACgXIpH2mcDgcwSHTKY+oV0k5PSobwLoF2qty3H9AzB2hEeIM82Un+KbfRU5P5WAGV7yHiKf5o8H6QN4ZQTkgTEob5Fq6PyxuzVM9VCnwKFKgCGL2F+HFz4Gfjn/7pn44uWwWETJkyxe666y73eIrn0rhyBPASXwp8RROPPQMERSWAXQNpADcR6DC+sS5egOcSiDnnAQwvafGZABBgRzlnvkUxmw82aUnp+sQ2vJ8JxCiN0p4/PrMhwxIZyco2oEYSNn1RB+YoRsceOA4mVKYzp/DCJ86Zlt7zjDNjjz3VPffcY2xNgdSFgKNDPOiyC/RFF13kW08MHTrc+vTuK2kDjYQ5UognP8psIuNQ0Wx5A69X+pCGvwFIh3kVWA3t4In+iAkHSRH3rNY5lQC9YMwq25myLilX9RdErEbK5kaRMOG8rnPFGluzoWSLZAcz4/mS9sxJbPd+OayTQGLQoMwuvbJkk8YnNnqEjEb1+3EJC7SkfOUv4ulVIZ9C6wCTtCukrlVP1kp99dqExSAE7dJyXpKpDW4X4+OCZI12cQQVFz0J0jhKVR6B1VQSN9SKjHuWNChOdUrSEn/fLP8lF2UHYMTYRMNflSggB5AhHyop6sgjzSsPWCrbK3aELsn+Cskd88hxLl3xRofRKhZDn3PaH8rzxkH0uk/mD63kIOPxmWNfwln1Q7NykspncY6EcygnguVYZsx3Mi2qpqlSoCUpUAUwesPzA+Zg115WH+F7A/sE7Fiuv/56u+WWWxyYAEQqQ8wX4wExGPw2d9Ee88QXRXh5HP+CiWnO1vPvA4BxPgjDkOqAdSFbtma2ckXJ5i8q+e66++R8TeYqmgslbUaXyltszi6flNiwoSXr3ZeVNHqF8xVdzNuRhiN24NAB2yRD3CMNh7W3Twfr1rW7de3U3RkYTIxxRvrywgsv+KaKANz6+npfks9Gnyy558zWE+07dLQ2rdsIlJRZZZQkUJra46xEiEVsB66nOFhV6MuxmRSYV2Cm3lrPR1ucsTnQYIadOoBxEOGginJlEi3Vzr6DAn2btCx3dcF2fphKsiQnda0z698vs8H1mSSWeWtsSG3jBpMre0m4GlRzXWYdOylN78x6dWO5roYDJObdUstFXxh8WHGkaHF6X+2jDgNMnHk6eAiggr15iGP1EpsTAhSCXRORrDPS1gpyovfhzhrbuF5Aam3BDkhCRB5tc2aDBifa3DK1dm3k7E+4xW1nVD6qQGhMu0jr9iK69ZVX0FNtxly3SfZShyRQ2ypnfWtXF2XnJL83kuTlhcO690ys/6DE+vXKrKt8rOSENh28UC7NVdvjEmyXirmECciFkTQVK90pBebK8RkcCJWj4vsnpjj2jHzHMkYQQ7pK8HIsfSyheq5S4NOlwGcGwMQf6Il+hDzjYH+Zhx9+2J3ZAWbYURoAg00LKiRsXMgfy4j5KuPidUwTz6TlC5n7CHg+3aE/tdp/LwAMQgSBF5jeYXkmXbQos6efLtqcN4u2XMamrJXRTNA/LYIVB6qXkennrjWbfKXZRZeIiRUarEnqn4P7DmsDux22edsHmjPv2yHZsvQb0MvGjB5r548a6zYbfLUz1u+//77bvmD/wvzB+Rz7EQFekNLFOUWtIYhr6ZJ7eBhtcT8qNF0czY1n4X4KPGN1VWB0YnwhqzOd6P018kAvH6lEuQwv4JT+IPIAOAlcCCSgEnrnvcTeXlywNxc0acVeImCQWsf2ORs+omgXjCvYxLF1NnhAjS/NFd6xBv1JauXITlIm1k7lFJcDFOmaEzazGho/WEoOaCgSqYekqtXyXlRJeOzVXyXUgmcyKLDrMsufsWHKqAzRVK5GHoAbbcuOki1dJp80izXOS7Qv0C6kIyaQWrBx4/Pa0qDW6gViumvv1Ro1ipKCtI2SVZfqcACjYl2d6I3UqjJF7juU2Lr1qS1bWrQFbzbZls15ORwUBJFX234DEjtvjFzyj01sxBAAU+rebl2BRbe87CglQm5F+xUPgKLDHKcYeM80D/EdRHzl82PxIvYJwrGiQkOOpT9B4mpUlQKfAgU+EwCm8kcLjT/qh4jB5YIFC9yJ3dNPP+0O6VgO/dWvftWZDiCGvPFoXi4AJUpgkMI0Byqk/6i6P4WxP6Uqf38AjMwr5dFr0zZ5I51Rsv/x86Jt3SUbmMMih77YnTFqnGBUnSRNOK9fyW66IWdfuitn+3ZvtC0bV9uSt5fakqWLbdnKZbZnb4P7b+k/oKfd9vnb7EtfuMPadWhjtXXy6aL5gL0LxrqsQmI+oD5ibsQjzofgewRGgnRElYsR85UffKbo2u9hcPKBgroEji9ul4mhI3FALeLeUHUF1IEJcoYZe4AzCvCEwLNTDOoLtOE4eERgX4Dv334hu7FlRdu0s2BHBAiL8pdSo+a3kVfXLpJufOWG1KZdJknWCDFu0ZKtBDKpfJAy5dW+FP8xypOJ2bsAxdsqmYnqkt8+AcNE0i3lrU2stfbo6YBnWMijbrhKS2DUVTDqGpIb/Mx4f+mmfqfsyLxeEqK3BFQffMRs9bpMkiCpvMB8akur2ibfeXlkfWq33V5jEybmrHN7gRSRJ5CL/krOUvYZpCfCvzRAoCN32PYeztvaDXl78rGSvaU9n1ZvSASYZALuWi2VLzp0aCdj5UtLNlkAeNIlNfJ2W9ROzRLzaWz1x+mJzAWVZgBg6ltB13pcYU6ltKceKt9PcZ6duJQ4L449PSZ5UTt8CpXn0bEk1asqBT51CvzeA5jKH3Gk9kf9mFnmunz5coueeGFA/fr18xVFGFri1yWqh2JZnGMdMCjSc7ACqZUU/ieq61wEMuc+gOHTVtIMjddBgZUVK4v29PTMfvorMR2ZHviXvDOV8siKwbXW13ivtpldOH6XTb5qk8DLm/bBuiX2/uo1tnbdWqlPNmjsW1lnt2cZard/4Xb78u1fkTqonQOYOC8q5wDXzCueMV+49/ng9h20DpsPwElJq5BSV0/s2i2Gvr8k1YQUX8rTupW8pnZPZWsl1YccjwU7CgBPBSMC5IgpHg3Of5DAECriQ8TH/wX7AD50Kqm977xXtNfmleyX95m9t052QzLODeBGf8X5ARG1MmqZdqHZDVMSu/W2nHXpAu4AqAiEqZ2ofBKkK2pySWlpOcBl587Mtmwr2ftri7Z9p6Q6h/LydyM3910Sq5dEo29vsx7dJcWUv5lj6heAgOCa2kg33RGh2omK55W5mb00K7On5Dp/84dS+UB7B3ZKq/nQQSqtvlJl3XVH3qZOSW34MDNhT6WAnAALHOgdVpuhpw6Wi1N3esQ2bq2xxUtz9otfFAXkMtuxP3h8Cf6CQluQik0aVXAA84Xb69SHkrVrxQol1cCh8TwGYEQFn6bMC9VPI37H8JtzEEp9chApj4bK+fub5R1NVr2oUuCMU+AzB2Aqf4zNqY2RJSuR2Ebg8ccft71797phLka67OQLKMFAFykLTCgyn+grBsByxRVX2GWXXWZjx471VSakqayTF4AzrGbxzdtytt2f8wBGjEgWLlaQ5AJ7jNdfa7TnZ6T26LN1dlhfzIG1x7d2YMI1YiAdtGdPx3YLrEP7Z231yqdt+5ZFYmSBmaOzad2mkw2qr5ea6WK7XirHaVOnKU6qIUlZKgPzhQBoaR58PiBhca6hL3y4l5LtkZpmqyRFK2SnI7xkmzZmmntF2VaYjbswb0MHpdZfdhakBTjgB9c5oNqXsHkeD2KXlCz28rcDMI41sEG1J55qsGemF2z2/Lxt3xWkCN5mIAqb96leXMh3ryvZVZcl9vd/V6utDvQ7UFsC6Ag2PaE9gMo62dRIxSQboUWLczZvXmJzXz0siYlocLDOundKrL6f2SUX4ekap3c5qWgaBVhYnl326YM0piQ/P4pLU7k7UBsaZJ/y858JvDxntnhNTlI21SWgCG0cHag9wId2rTL7/LWZXTfNbMpVWiUlyQmqLXeDr5lRtCO6lmGtVjLRBzY0xGHfsuWp9hVK7JcPFmzVWlFfgChJBXKw24Hcusd3Ts/2TXah1Ejf+15rG3NeZt07gpgZGx1YLwupIIGJgwUAPJ0hvm9CmWEeHh+nNjQLEcAwFWMgTzwi+Nm+jK8AAEAASURBVI7PqucqBT4NCvzeA5iTISo/SgKGu88++6wfs2bNcvASgQrgBJsFwAs/3hhPvvgyIB57mRtuuOGoHxjASyyftDFUgpoYdzafz3UAw5c0Ttiwc9mrL+V5bxTt2ZekWnhKagrJ/GFTsDOYR/in1Ud6r7cVYOjacbkkALNt1bLHbc+Hy2Qr0cn3IurTv58NGDjUBg8ZbCNl5FA/cJD1k0FuLo/6ECNQgETgAHEOVM6H+IxxD2qgMA8LBbWpMbE33miSfYnsN97N2VYtYNp/QOtmpNtq2yaRelO7Bk9ssOuuOGw9e7WzDp1wYw+DgUFRLyoJMUaKVBNohtvL+C3MsoIz6e5jA2WoIKBGQUDhV7/WPkdPl2zhO7W2e9/x89tVO0pO6R2k9plyaWr/29/X2KD+ghS0zRsiCtNM2kurdN67W2q9tWbPvJzY9Lkyit1WNPnv09LrVKqezDq0lTS0R9EulZrnc9dLkjG4pA8KtUk7JbvvGJXh4AUQIUkJkqJG2cL86IcFe+IZ2etsysmImNqoGIbNoTwa99Y1RbtifM6uvSonVVKq8ZYqjA4gIVK5JrAiyx1FSIXkuQKAef211F6eldhj02UcvJmSdZTfJcfEJ5mrIseOSuwPvi17G+35NEBGvRSr5GqG5p0DHrXZI9jskrkY6tPFSQfmWJxzx88t5kMshkqbB3p1fDjajaP5wvMwjymPB80eHl9E9a5KgRanQBXAiMSRueCng2WvL730kuG/I35lxJcCoxFfDDFPZRzX0RPv1KlT3VCTOMJHpQ9Pz/6/5wKAqRynyutA//A1jOkIPl/efKtJKqRDdu/De2VncVCsQ0tkUBHkOujoonGuczVIpzZNEvtvsBHDVtj7q6bb4X3vW/8+PW3wsCE2dMRwqx8yTCrD/ta9WydrVVPrK00C8wqMPc6XyhGOc+H4Z87+PNne/Wbbtqf22OON9uKMgtzx18jeQioRMWccwOUk+amVHcnkSYft9hsO2MQLO9ugQW0klSA7RqFIB8sgBU4kZgO/CeBGSfyZV3XCP5EtlbMGRisJEiuDCvK78otflOyxp8yWrK6xPaJlZHYUBkTgLxKhNkKAVwrA/Ne/z8mYVzIGSSOCVAgAI/qoURKS2N5DTVodpFWA8+W9d6bZjDdVCu1VSbSFdmPg2kp7Dk04Ly9pSSubPFUGsufrqQxpVZvSYwMjPODVh/yNsq/55x802ePPlOzdLVodpD1/AsAq08ZzFrVpYdEuVrnXTs3bHV+Veq6zAIwK8+0HSCOQwdYOSHWoA/pCi1dmJfbiS4k9NTuTOknxtJll1BGokVp97NgqsfO1XPxb39Quz+dpVVL3nBXUFjwjJ7kmq22Vk6EzkjfoBlSS80Qfo+OleKr6YwPzKs77yrkV4sgKcZoHKMxBOPYcGxiPjY/iM/qmA2/V5EsE1mP+yjEjOVndt09Iqb/VUKXA6aXAZxLARAYSSRl/7KtXr7YnnnjCZs6c6ca8SF0qpS2k455QKYGJ16iakL7EvZBQO8XwUS+X+PxsP58tACaOHWPR/Jr7OJbxOt7zQvXluLJdOHDosL29ZJ89/uRabZi4SBvabdWzvWIm8tNRN8bSNtfoxdzJ2ta1sb6dC3bNtEb78leO2N4d66x4ZK/2JWpvnbp2sY6yfamTVK6urlZMUBsq6pWNDAem5W/vUxpU2VWIMSA5WLc+sbcWJPboM1ohJU+2h4StithjiEnDFNRz1VOygb21GeKwzO66s9Yuv0S2ImKUOW2q6DYaAmOkdP81zgwD0xbPFDOG4ftjlSSaeTtJS7khly7hU47F/LmEAl5urtEefii1p55N7bUlJdshCQzwIgQyhfyQoK3IeeWlif3nvzcbIglMDQxWDJ5EiSRURdnpHDqS2vIVBZsv0DJ7Vmor15ttkB2Mp/H2q11qCJISFi7365mzC0bU2le/ntjVVwlyMubeH9LRB1WsOE4FAZif/mvRnnhW/mjWJbb/CLsky5+PVFYu4RBYUDJro3ZeL6B147TEbtRuDtISqy7KAYDAqLFZke0LdkVkUPth8PPnl+xlgZf75bDv/U3E+0OvH9VRIF7Oesj4ePzozL55d0EqP5XcUKOVUCYDb9GkVcl69ZMqcKBsm2SsDDBNoJHGWi8bCj2lEOf9qWQK5GKw6Su0p+8RAOsyxkMv2ibP46V9+5RMK6e0xQVtpV7ZHittGAdWmGEoXXIJU5RdQZ8yjU6lgdW0VQp8BAU+kwAGWvCDIxxlcLretGmTzZ071w15cf/eRZaHeN8lTTw8k/5Uvigqy2KZLA7KWCqLi/gTpaOMynpjmWfzuaUBTCUNP44OlenidTyTL9KVuMoxOyzQsnvnHlu/4V17f90aW7l6pxjQRpsza4287+5UziPiV+0t33qa1XT4lsa9i/Xp2cYukUO7aVMTu+ZaSUAOH7BMjmLqJGmpac2hlUbO0VBaiDHBQMvv/1N+T4vhASYob8VKSSFmmD01QyqkpfrahUF4gWJoMAb+CDZ00ubLfbom9sd/lLfrr5HkAM/BUofgbA1mS6pUTtZgx77RIHyJnCATSlFdfqlrukG5lSwm0FBJSe0SExhSwV5/XaqTV8wef65g66Q6acQwpkyHyJ5YETWsT2LTrkjs3/07fKGIiVG5+umyJqnCNm1KbfXq1F6fX7CFSzJbsSq1XQcyOySjYFrjZTl44RrQULCeXWRo27/W7v5uYtdeI3imVUX7dOyWvVCN7JVay36lWzfOAmNarv2MVF3Pz8hsxjyzHXukAsN2zQ2laXNJqiKtmJKR8Fc+n9j1AjAXTTLZMFG72uBMXGepkPwaKYxoSwCqvqeVWPPe0mqsBzJb9l6mLRP8kZ4pVLxfhvSWtGhoZhddxo7Z2uNqc50dkJStUf3ET58EePI1ZDZ6pBYByEi5nQAV2ydo8EKBLf2X6SCA6Adzwueb5rPGPMxn0V4X2P4ku3ZbsnmrlVausqy1PvAuvtCS9nLmU1Mnsx5mMLQRdcp5ixoD/SwcEAIK+VcNVQqcLgp8ZgHMiQi4a9cu9wWze/du34Cvf//+7jEVEBPVSUhbmjNHyiIOR3akjV54Y3xkpKSJRyzvRO04G+NaGsBAV0Kk1cnSAHpGCViUjp0o77at223F8nfshelP26zZM2WzsEP+Og5Yg9QX+Twbdorhp72srs2t1qbzn1qPzp1s9Kg2dudXEhs3Vkymr9oGU6KZBTE/if4tL78wYnIYYOYx8nQJAJ04UQs+IQ5+SfFiFIsl2Xj6qcxelKHxondVocqm0GOqCSooWSsxDJZ6/4d/X2O33Jiz3mLctfKzAmMORqHkEmOCg8CM4UbOgGFW6oPiWPpMKpYOUz8cyB2ZeVrmOmUptQBRSYxN5jm2eXtmC+T87yf/o1EOAOUTRo7cXP0mSY9KVQHs3VSy6yfl7Mapqd30+VQG7WJd0E75gWpHdPPqHPVRBraz5zXZmg8AQtiBkEiMXWWF30pQp7hhrKQnPTulNrJ/jX3j7pw8GGvfpTWZbNfkTG99k353qexiUhszJi/1bUFL1hs15mZzXs3sgUczjbkkPk0AO/pMU0rWXlKPvgJFd3/HbNrUxAZJGlIjmxueBQCjtCQXEXyuOSAUdUWL3XtTe2eV2c9/ntnrb8sORsvxyck/mDUgLqd+jhuZswF9ZDeTHbK1G/O2fJWWjoUiKVbjVrLh9SW7/Us5u+wigZhucqrHkDsxSdnCwUkukCb3zpl852RIx1SlzJ0Mx9DqihtvM/bJynctN3+BlZ6dYVmXdpb88Z2WDhwsSUw3AWNUhCTXXxkpI6UqCFQyp/mHWTlSymqoUuB0UaAKYCoouWbNGjk2e9o98m7cuNHq6+vl5OpCVwvhA4Yl1DHEL/14z8uNgBqJI4aYLp5jungf053t55YGMB9FlxgPfSLNYtzH3ZOG5zHN0iVL7bFHH7dX575qSxYvtQPyzZLKWV27dm1tyOABGuvBYnqjrGOXida6/SVaMl9nvXvlbdggeYvVEuC2beBggAHGWfMAbix/HtE2AnUDYMF3pfYv/GNzgLZ/YqB4HQX9WSIA89xzRXvxVS3PXSWAJk7GVzGs4WgQsGgrx27dZdz67/+k1m66Pme9JI2pFfMlGdIV/dV/2uzsVHFqsw6MXT2R0mTyKsy1J0fSEFiXopBBRA4aGscXOOash47U2Oatib32eqMteKtkixdhV4TPFpWjPD17JTZEEoUbJ6c2aVxqfftLaaPlytQBgz8sycOug5k9Lv8pDz1ctHVbirZb+XHtj5Ql0eGrfpTB90TyxtEWefDtntlYlX2xVD7dpY559VWz9R+UZIsjsCBm2U4Gzn21xHzCuJJdfqlAntRqH0olNeuVsMJp1aoaN5CG1m20+uj80UhdZBB9SWJDBwdjYXbrph/BBkaNBsxBSx0SLOgZUcH4e6dAy8IFeXttvoDSa7TD5PnXc2vJd2Ijh8mfkFZRHZHNy8IlBdu4xWzXXugdxpNSW4s2XTpmdvUV8hnDMTnnaiyvSM9bMvA78f2yRH1GHPsol8BwqWe+wF3zh34XQTTPv2QJBlALlskzn/xi3Xa9JVdcbsmYMQ5UfNZonmRlANMkSRL0ymm+4nE5/h5bsk/Vsj87FKgCmPJY80PG++5PfvITd//OztT19fW+qujP//zP3akdK5Aqf4DxOjJLiuKaI4aYJp5j/Ll2bmkA81H0qKQlaaBjZRzSF5ax4yyOg2eME8vdo5db8r298G27775f2VvzF9na99dLUqbluT27Wr+BfW30eaO0imiUlvqOkJv7PrJr6WodO2f6gi97ZXEGxtjC+BWk+4eZ+Vc6r30xM+xKkG4kAgGJL7n9LQCM+IN87Nm775W0jLhgz2iV1Dw5YTsig8ki5WuJrvMY2qB+9pRL/mH6sv/WN2vsqinyteIqJNqnxxzMQ7UZduosFcbiAAZmRSARZepMhNqOnYsq8kPu5nTmEfMZuQlrtZCRCAQ0pFopVLDlUnEtlHpmj5amS0unxFIXCbCM0qqbS7RiaJCu/dcgGuLADjC2V0x+w+ai3Xd/yX79QMkONGkfMVQO0FXghTazH5DbVigH+Rn3tlrVNLhvZuNHyfBWqqK9B1N7RXVv+xB5lLKppXnV0U4g7tIJptVKAicX5SRFlZO51Q3aEVz2NsvknVftpEx86FwgFeEkOZnr0ysnL8IwbI2f91+MXG0KsgOV7FIEzD/EzEUvnxJycFcsFuRuoVZqZwGYV+THRjZBB2RwLfgjaU5iF4xObdMOqcfWyHHirEy+bTSWsiM5un1C+V2B+mvcsNSuE+j71teQJKkvgfxqacsF5ggqRfrn7yiBFZ8PXmUAvDhFzLTEPTuwx7L7H7bk3gfMPtgejIUuHCcQc4ul116ljbe10VUekKLfCbQTnYqy44FWNarDbXocjLZcf6olf7YoUAUwGm9+xBz4gPnhD3/ou1Fj0IsK6XOf+5z9x//4H92JXVRRxPRMFX70/sMvz5sTqUJi+piO++b5ytnP2lNLAxhoQog0OhlCkAdPt/jroX3YLQFmcNM/ceJE93qLNIwyN0iiNm/ePFu8cLH8qWzS0uf+NkKfx+fJXqlT5y6SxMi/T00rSc+0BBopmr42UxkgsipEf9QcvkVhaM7p/esUSUb4koZd6bmS4m2Wpc7pqb6olRcS8KX7oZYUb5BK5b77Sjb9JTl0O9BgRyS/z+S/xL9incHKMHSU2bWX6bhOahNJElqJCUa7T8rBwCVIW2AqfFkDBqCzDpiwykGSEAPPEPd7f2mLX9IXRZXHxxupvhX1rFHAAzBw6JDYvuw/wqoaeZrV0vM6Gae2b1WjJdCq13kiQEo1SE20XYBj6fIj9siTOXvyudQOFxtkm6ICBZj8d+E0jhIK4jOrEygZJKY+cnCivqb2plRYS94pSZLD/lWsDmJ86IHAgXzRDNIy83FDU/v612rtYvmOEfRw0HXoCMbDTgHvV+s2RUnXtJRaLn7z8skSQSmNDjUDurjSE43RfmxXsOkVTeqkrkPiBWhq0BLtA1rm3iDJQ0F5oW2d6NRGx4NPFe35WZm9/a5WXElSBBDOQWedizqQeuTy8pUjNdtkqZD+pz9IrX6QvPjKmLjlg4+62kvQCBV1xdxgzMr/iupDST6ykiWLLXn4SUufnC5bsAYryXi9JJcC+Ttut/T2W63Ut59l7fDBI5UsFAD4YB+lkAJqKNQlTx5V/VOlwO9MgSqAEQkjwEDqghfeF1980VchsWPwtGnT7Pvf/77hibd9+/ZiEHpV8lWhH3U8KkehOSOO95VpuCbvuRRaEsBU0ujj6BLHab+4yJ49e2z79u22efNmBy748Pnggw9cfTdG4uw777zTpWbRCHufVk1s1lYRWzZtsf0CPD16dLVevXtY79695HROO/MIuMDSnTOJWcPI8Ax74FAm77AyAN3GMmalkGClbbtEy6bNesoPCS9qQEAmpiX+ppe3xOW8p091eFUn/SvqRX9YDJKl3jNnoKYp2XtrGwRqAAoyFVYDWskTbxfZTUwan9pVV8omZIQ2n+ypehHR658zXm+A+gGI0T8AWAAwoY3OpOiPnnhT9Uc9Vl71wvMqwp8fLTGkO5ZDAEc1wYgV5+oWbgX8Qj0CgCAXgIUboyLZQT2U2K5diWzNTHYpqT0sPzyHJMVooiyl9RZRv99D0aL1kUpoSP+cjT9faiMxecDh87NLNk87Xfs+0CoT65ui+hpATMm6SEIzQGn/6O68XScD565dBTSkqlEy71cAotAiqM1kxaS6Nbgqi+DPddkkYHVEQG3zBzLyX5/YFqmADhyiJ5m11zzoJvXikPpM86mkDV/pu8pwJq2KsJ/WSqOf3ZfZEy/oA2k1S8bpZ1TNhNZyl2rS9JV9z+SLTACmJLWmJEIdWl4EQ2uC3RHNEm0d+epazWfVHnOSlUTZqncteUiqo5lzJc5c4n0oSdpSAvjdcK3lbrkJT4OW9eohEBQkTA7iVaaTtAxgAHbVUKXA6aJAFcCIkpExwgBnz55tjz32mD3//PPS29f5l/w3v/lNicRH+a7BqCVQUWAP05zZUg7POSqlNRHo8JzQPJ9HnuV/WgrARJrE7n8cbZBuYSiNpAWwuXjxYlu6dKmvGtsizgJIQXU0bdo0+6u/+isbMmSIe0P28VUF6PZdmiAGwn9n9Xqxop7BlsU3YNQXKFoMcV9JF+TfQ4xrxQr5PFmMkakMEbUCt5dsPM4fk9h4AQjcd+D0zKUPOmM/oYLDETt1Ume+d+VnRYaqsDWY4MYNeXvv3URSowZbvw4QJTYtBtmxk9mI0UUbK+drbEbYvnWTO3tL+OKlcjH4wKD5Cj5WOStJuHVIAzbQ4c2lveIr2rxAR1i1xL5Cvisyc1bH0dU3MGiAiYMTygbwoDJQPIVQVgyK99UrAAMHCg16XLBDB3K2bUsb++X9if1CKqS9qrKB9njrdFIZLLdO1ZZUaporJ9bZtEtqZbQrDymyL1molT9PzcrsDa1cQqlFlXm1B/scaIcqqk4d6ygt1Pe+mbgqaVC9xqqNABTG16KTc1VvK5IBVe5xivd+BKYLLz/UWJTNSsFee0WGurO1OefasLO2/AxaZ6nsBvYXiJwiac8FmQ0dUhAYLv/24doS9ZQaivarh8yefMHsDc2j3ZIYMT7qoA7oj6QH+5CS1ffIacuBkn337kYbNEBq0HaabC0cIDvTnWFmrrD4Sf+dPAiHMnbVzLT67vV5lvy3H1tp1XtW2rlLY8OcELlE59z4cZaffIUld37BkqFD1W89YGKBVZgqmnf4zdGvT2UTWQ1VCpweClQBTJmOMDmY4Pz58x3AYMzb0NDgu1ADXtjfiL2QADX4h+HLnjxRZQRgQV0xVD9gDtKThhCZcmTW8b5c9TlxaikA81Gdb04r7gEvqIjw04O/nhVCFhhbI5GB9ixbR/oyZcoUu/322328GKsQeOHCwPWWhunqBJtnpQjGoyUxMB8X1YPUYtu2zFZpBdCLMzItudaS3x1ikAIwqsY6atnteTLOlPrfLpbIv36Q4lMxZzEjX6Krc2AD5apP6gTrhQEjBdHLX0z/wEH5LpFNxe7dRdsjCcy+PSyTZomwSQKTWecuiQ5tdiipR1BJwHjVN93TJ9/gkH5SnII/8yu4CjTQQw7qUyKMdGE01A+zwbON602QbDjSUXK1z6QGAiyFcrGKEdBQWnJh4xKkKJQqansVNECwibbpjKdhpElPyUPuQzLkXbquZNtlQ+MF0pwyBTq1047O8r572005LXGWhKJPZps3ytZklvzQzC7ZG7IjpUQCrv9pP0yVueIARga8f6zVSjffIKAxQACmFSo/sWuBFGijahQAWbRNfaW/FMA8URxQbu26zOa+wt5PUgGpPnbhbkCdp37WyIi6o9o4fCAO+wSUbgySufaypdGuS16PFWts5pyCTZ9VtMdeSG3LTiRh0APCQKMQhHvsYjnmu3ayNsH8kiQ63TSuNbSpZQMk8CngtKDrZVUfjVMf2ZkyW/G2ZTNmm/3iMStt2yF7GM11oTtSMFusR09LRo20mu9+3ZKLJ1qxazeXKPEr8A6Wf3fMC58bxFdDlQKngQJVAFNBRCQwc+bMsaeeesolMOwgDEABtEAovu6RvHAPOOFZJYBB8nLllVf6fkgTJkzwJdgVxfuL9VwEL/ThTAKYCF4i7aBZJYB55pln7N5777WVK1fK7uCAxPc9XF0EaBw3bpwf7EXFGEVJGEyJb00YnoMY3cI8YBG++sUZmG54Iesl/sYb2ghwjvyIvFCytZtTGZrmBHJggLJ9EFgd2Duz0fLt8aXb85KcC0x00q7U6I74kscYlZf/KQRfIk3dvOzFRGGQtNDbCjOV5OHwobDKCMaZl72Lf+UqDV/O2Kg4WACAIPI/CmDKLEPJj0pRvNcCIrAfnRq1k/TBw6nvvYTKTMWFHaXba/fs1rJnkeolkwFxAEBIMLQKS/2khQAa1DDBKFXMGZsHEQk6OclFcGeQDhIomT4FG5qFC6BxZnMWFbWTs2xIBNi0ktfLbdtWNO5nNnaknMxdY3apaFynfq9dY/ba3NQemV6yOQuBCaozkE0ZabtgoABXJ6mQWB793T/IuQqph5aY18lHjq8UEwBDghTsegA9FMB/ekT7AYBqjxwIviVpz6/vlaGy9qNavVm9VdlI8oLBcdHtXzqrrimX5uxrd+SkztPmkL1F1ARpE4Colb27pmBvaLXW/Y9p2fWaxHZqFVKgsupVee20/Ltb59Sun2rym5PaFVph1V7O76DhGQk0QxX5/NFYAmKAod4AGcYXn37KsudesuTF1yw7eNB/Q0Ftym9HPUEs2bu31XzrDkuuvtIKY0cJ6Neo98c64LhQ98dizkjPqpX8nlOgCmAqBpitBB588EF74YUX5Kzrdf1+w88NkMIXfrR9idcwVZ6RLjLZW265xTimTZvmxqQUHxlyLK+iynPmsqUATKRNJESkY7znHOkGrZHCMDbTp0/XqpJlDiinTp3qUq/otwdbJUAm48UR6tCLWT48ZGLqgIWRdcYPg9X48QJnuLHrwGX/v/5EdgtPmvbQkaM0Gapi/xJWyIj9Cuy0EjPtrK/vb2oX4xuuTu08Mdo2+sJ3ROCbBZ7a17Oq9HYivIGR0A5sCIJPFhlMyji02FQnY88Gfd2qHgAKDBLgFVCZrnUp5gtQAQDBZHzXZ6Wm0KKc0BFyrDxSGl91pDJ2atfn1WtTW7Y0szVyzkY5ffsmNlZqsqFDMi0nBxQgcWGuqwzyKx80I3gbj90RE+KPtgs2p3y+wkn5vJOSLh1IbdsO7fkkR3aLlxbtHdnFNGhlUY2eDxosY13537lYko0Bkrx006owpCbbtSfUe6vN7pGB87MvaydsqWnQcoQ6qcdvbEjv1CaOyNlXv5HaZZdLmiEyuSGpZgA+bQIrhR6AFo2/5gZ0T0qsftJ4S9q2RQttZs7O7Cc/ldpym9Q/smcJ/WBcAHG0Cemb2QQZFt8qW5vJkxM5stToaNsD6CKKydA8L7Vnas8/l9nM1yTREfByxu9tabSh/fPKX2e33Cap3gRJcTqwWWW5Szq1dKBXAdqpS1IjsmeVww+ds/17relf/s1Kz7xk+ZUi/BE549O8pP38XlxlqnGxDh0tuW6KZTdOteLN0yzfqo3mWZibjHeJ36I6EmZGS/eoWv5nhQJVAFMx0thVsBcSzJEVK9i6AFYIMEEOmGlzJhuZMPG33XabH6gxkAzEEJlwvD/Xzi0FYKBDJf0iXT4qjngkZfjsQeWHRGzEiBG+Wzi+epqP2TG6i5XIuKUk6UhJTD98dBMHwxPI4dUqpn5Eq0n2yU7hH/9Jrvxls7jzECtLeO3q0JdpYEkOD7QJYGK3iGndOC0VYM1Zpw7l8gAVMOlTCN5f9S0GmApt9291rarBSNgyLeOX7xkkBAG80C7lcXAV2IOzcJBZ6JGrVvy5crCDMt1gdQjSlwYZp24QcFmqJcBztWkkWxhsF6AgTZdOJRvQT5snyhndhAvy1r9vanKZo2eAJ+pVDbRJ16GrgAHaQlyI14UClKU3aplLNsp5FFsSXRuPJLIzKtqmLdrMcavYp4xLMEbuKX8v2hdTm2Vq+bRUZrIVdTBwUBKiXXu0JHlGQd6A5YNmhUCNVm01CMXkxSRbCX90kvRi0pjUrpU045LLSjZYkrK0JMBBs6Gd6FXuARHOkF3lQ7yDM8a8pJVgqb34stmPf1qyrarjEF0U3bzPaiPghXL4O3p4YjfIoPp6Ld2eOB4Ag6RK/yWRgoHv2y+QqOXxywXSlsuuiX4UVEddbcEG9pHkZkheeztl1qe3JEVCRD5vQyOptAVDeWxUA78E5g8B+Vqi9iUHD1nxpZlWWrTYsGBOBOyQMPr8VP9zJNeHhb4YzMaM0NI4+YOZNEEehmUYz+/Kf1/qCPTi3xnpk3eh+uczQIHPJICJzJHxPcbg8BUR9kKaMWOGb+ZYufs0eThi+ih5oQykAsTztX/zzTe775hJkyb5VgSkIz7mI/25GFoSwJwqPeJYxHGspG+Mg94xHdf+3tQLGVuODHsOZ2L6GndGw+euvhJlQIuNw/YPU/u//j9tpvis1Ct6AbvfD72AwyteIEaAAgDB/keXjsnsuimJ3XFHjXap9lc2kyocp9QxGCNzLGSiCAL3voeT2ufeaWEwXjwJyCOu6uAGZqE+KCPGp/jiUIzACqWo7f5M6Xmmf7jU37s3s5enJ/bCTEkz5jRqs0M8sAJusKkpSFXWaNdMbqX+1dnky1L5ShFjk+oql5M0SwWX5ATP572y8OXu9HEjWJQHAANFeX3O7hyA0GIC1JSpTmif0rD8nJVI7u9G93WSMrlBqQMilaWCHJzpCpXPqtVNtuDtoj35VI29u7Zku+VRuZU2FuzYNm8DtSLrSjmmu0nLy3v0OCLVLxskCgXxO6R7zlRpMw1UUHmQiTukPFi/NMj2Y92GGgGYxH78M9no7Mm03FsJAvmVFhBLCbRLfm+GabsJSXpulh3MpIkAAM0R1GmygcGdbeZ2SWYHpSbbKw++ONdjOXY7SfG6ypapuw4MecO4K1+cAKqyZYM65FbrdIy++6zxeQdWTWXEbNs3WWn3Disc3KNmCdrk6srPRdcmDWJRAFt0TXpoSVa37pZ0663+Uo7GU31KNa45aMHv7oz1q2WpVi397KDAZwLAVDK1jyM7WwigRsIwdKuW3GLTwhd+XFUEo6wM0ai0SfvjEHjOypf6+nqphHv7lgLUfa6DF/p2NgEY2hPHlOuPo+9R+sOhNBa+IaEzLNQIGjMHAHr7iuvDuPbJzuTDPTn7P/9fGV0+rS97vZ/135kxzEpXOsinL2Ux8yvHF9124YuyhcGOAePGwHk92Sn8CeWeKEPoK7VTv0L5FNpSzldGC95NPYfBHp8UQFGO02nn3qKtWVeyX/0qsbkyUF0ro+UmtR2mw4aHzsbErAb2ztuoITmbcklR9h0ypO2rfmpJcsf28COAOfNbPAyacu3AMDD3IJrhN0O9oUWhBeUu6CZ2hXgAioZIkWJ4lOVPlUJxRHPrZ13u21cSCEBqVLQPNpdsk9qfU3vzkpjW1smGRNKiju0T6921aL26Y2eqlUmyqcc8ifaqeD8iyKJ4CnfbDs2Dgpjy9h21Nnuu2U9/XrA12s16p+ZGaCCtALbonxdQsgvHpvblm7W9gUDMeSMBsuqNnrG6DUNx6iSXbNDlt0aSJ3nmFZ52VZHcqUgSQ2k0gIb4Hy7OUGCGE8IYHa2f5iBxOSIHkTLcLRXZCJMxZ3boGe82nvvvSvfeEUli6mQ4rw6ThvlEb6C3E+H/Z+9OwC0rqnuB1+1mlGgQFeKEzSCDTA44AIqAoIAIivMI0Rjj8PK9JL4ML5Of35d8edEML0YTNcY4EwVHxJFRFBAQMSgoIAqiUREVRZDuvuetX5272mK/c5se7r19zuld3efuvWvatVZVrfrXqlW149K7ngMLxYEewDScvCOmRIxCHY4GlOTASIvi2Q4YfvlLW5h8dmU46scGI5efmlfU2zWDajdgjJ/HDcCsN6sI0JDTA3YgMbW0ys/N0KawiZibef8iljB+cusW5Q1vvKN8+GOryg/DTuOO2HUyHFMSwMZgGYLZV4yPP6qUo4+YKYcdtiyWLgCYAENm+Us9BlVq1u2P9ndDnIR7+VdXlze/bVAuvjwMhMPGZjiMYdIQkDuHeJst4wyV+FbffnusLruuiBNrH7Cs7LnrTNltRYCZ31gWxr5BasyyV0Xbp/0JDsTPrDvyCUCx/owYDnu/omTI826fkf3qQAB33LGy/Ohmy08zsbQYp/KG3cpP4wvXPwtNxy/iLJ0d4jC4+wWAefBuJT6wOlPu98DYXRXFqqAiXlXfFuUe3igtYBJLjaGV+NmtW5cvfXmmnPrBVeXiWGb7xvUxKMd7K9Cq3Ipt9ZHXDgGUDg3D2+cHiN17j3hfLAOpfkN3RK88GePm8CtW93c9ByaMA5sFgLmrOhnOcIexgBXPuUQEzOShaT72mKCFtsVBd365O0maDE9Q0wrefE/6iTMpbuIBTIwkVVNu0T4GHcOU7+7E1DIGmK3iF54BbBxp/4tVy8v73nVrOf2MO8pl12wRWplQm0ddDWFLJIk0W8YSy6/H95Fe8Tt3i3NGtohj42fjTJiYbdOlG3PHtGrNiC3XfPNbs7EEEx9kfOfK8qXYHuzs1KHGJAdf2hBLSQb8OFXWibOxdORcloPD0PSwg7coxzxp61hWiiWl2PXk9FkDNq0M8i0bBLLZgOY97H/DhCYLCRrxfc5XtnHv2fk7YaZRl/4+cNqq8tlzVpdvBpj5edjWzMayBaXpvcOeZ//dVpZjjoqPXh63ddASptzxsUmuakkAjdCWAGLLY0kR7Kh8mt26XH/j8vLF2C31kTPC5uZzcepMLJsxGmYNVQa/LPfYbnU5cJ9ty9FHblmeER9jvPvdYilrS40tPopYG0HcBw1DrtZX9n96DvQcWCAOTDWASaCwvrwCRHxX5xtxXOjVV19dbWMsKQEygIsf8OFcmPuHpeEee+xRl45WrFixRuvSvrsFKvwzrPVf3zIudfyJBzAGv1jOj3F2+IvHGMrjj10XcUT/HIDxLaLQs8VhaavKRRevLudcOBuDfdgs3ORDgzFAxzi/bRhe3v++s3WHzoknbl0edWAcLhcfVdwy2kQFMAbYDRm7l6BSDczOmgkb6HLxpaW85d0ry5fjgDWGzUIqKqgQRGGGRPwKhwgP4977xW6Z/WfKSc/douy7ty3AuVwghcEagJlLvt58kNAvXQtg0v9XcACIufa6QflibFM+48zV5aIAZT+K4/5XhtYslzq2iW3gv3HPVfGhxOXlhKO3LHvFjrGdwr5ezmge8oTdTix9xe4h64XoCDhTbgkNnK9vX3jxbPArzgf6ToCj+ByAnWq/FrY18dWKOCF4y/KwA5bFz6GGQyuS4VpVvKDS7896MyIZ0F97DvQcmIcDPYDpMAa4uDXOOgBYzjjjjHL++efXE19vuumm6p+gw3WHHXao30tisOv8lyOPPLJ+f4fdTGpwgJ3W9QCm5cYS3tdxMYaqqLd6G+NJBTABV4AOvxzM2HL8LLbzfvuGUs4821eMZ+JE3C2qzYLdMDvcI86Aia2yBz6qxEm4y6MNMOkNQ24DXyCk2kbGdrwyYK8q1103Uy65bKa85T2ry2WxPLIytBWWTYYfrNRmDeiuAVoqx+JCG0KbEIP3bjsPystPjqWT+M7QnmEjE54RIWKiX9R4rMqT9eZDrZ2aV+Qgp7l7eQP/HoGT+DsXdG6c1/P2d4RG6ethy/M99AU4iUC6oCE8CZ/4f2B8L+pJh8yUJx+7LD7gGaEiVktVS4pRsdIFbyBcS4G5XXh1RIwvUJRvBVC6+r/ia9I3xZJZHFizY+weuv/Oy8se8RFGu6bufrfQ68W27soye6ur0apc70wHn971HOg5sPEcmGoAszb2pBakjQN0MMy9+OKL62mvTny1tdoR9exj2MC0Lg+0u+c971mAGOe/+Iigk3jTGczk276PXx3kMtIEXCdeA2MEq9ugAZj41cHPCMZew7bqGHBiOcIRZjE8xTLLsviUwEydff93LEn88PtxsH0cbGah5O5h87BTzLzvH5qI7UP7cLc4yGwIiyxMWTKIAT1ijqWDAOL3wx+vjG8srSrveNfy8vmLl5XvxPee7EyqI31lDiAW1FZ7mOBRPZyvUheUxdksQf9zjivlCY8flMc8WpbARfBhmW9KccGLDUIw6sRv9KCfIGYIXoZA5mNnzJa/ef3qcsPNoX0JuxefhKhaFGUCSLg4iG/3+y0rj9y7lBefFF/KDvA5rLVhnVsehIjqicZaSC3GsK3gym1hzX3rbbPlFz9dXncPWYbbOux/to26/7X4JpLt21up8mhjw/LLAIjRFqI8Q6bEfe96DvQcWCgObJYAhhDkuiDCybs/jK+uOon3tNNOq9/Y+VF8yY9GBaPYujhnBJBh7OsIe0tN8gNaDj300HoGDG2MLdjsYboAZhLBC15NPoCJYagOLglghpBD3ZmpLzNoR7Ng91FP3GUrEwPaypiJ3x4HmN12q9NwY0CKeNtsOxugxbd1YigfRpsboAx18asD97gCmGERfxGA/L9vXlk+86kty+cuCG3Mf8W26lgauT1WUFbXHVnAAbhmQc2yiCU01LkPA974MvRTnxBbyI8YlMMPD1+kA4IBYDAFLBguJ60vH+IlKqKO+KNH/ey/4gAyp314dXnNX60sN8UuoZ/9MjwqgJGNfOYATNCy847Lyv67LiuvfNlsedzBEc+yWUTJ0spsuQyjDVQAVtMDccBNTEJCW6P/Zgl/VcYoR7SLqtGxLBm014wr/8iA8Kp/4tq7ngM9BxaMA1MNYAi6LkgZ5ZfctGx0ySWXlFNPPbV+Dwk4kd7JrnvFwrkfo13+DlKz5dqHBWltgBtbp1/ykpeUpz3taWu+hDxqCcn7uuXKMozrdfIBjJEqBhfjUzAZbGG46Re7oeOpes6xP2JYWjBoxQFoBvHYUB3jUmwRtbTimPgY/GZmtoos5RZRDZrhjHkVvwwfq99Y/VHcGF+dz3FbWKN+58ZlcWjjbDn9Q7FV+Po4ffbm0DYEgKGBqifmRvS6VdqYHglXxzKT82geEGDghCNmy5MCxBx+eATRYAVvfI25LsUFr2lthstQ0q6ro8kZHXdUn9Gf7Rb7q78JQPazLcpP45MIUaXhIpMIs5TkSqu2InZNPWyvLcvvvGRlOSTOiXEwYK35AFy+AcX5xpP4gOxM7Fir26RXRzz51INr7oicmfAqJG1T0ii/8KogOZhVwYusyCBtJcJ713Og58CCcqAHMA07Gez6SGDavtC2ONflCU94QgUvD3rQg6qNiy3VzozxJeTLLrusgh47lMR//vOfXz8k6Fs8bGS6AKZ53UTdTjyAiYFkOMLE3zrWDAccy0mGXsOLwYaztDAEMDxpISwBOmx9GHOmfmtobpBzwquBuwEwbsd1vEKi80cqOAu6bo0dVt+Lc1S+cdXq8uNb4syym2fKFWHUe+W1tg2LmzzBvSHNW4Vd1+47z5QXPz/OwTmolH32xEscRDgeRRoAwP16MiLrIDJZM+in33wg4Nz42OLb37GqXBon3F4Xtirerw5r/CDYv9CllQP3i49CHrplOfbo2bJPnNVSt8/XYkf90pwodhh01+UjaQCWyrCIhKyhiiVC5rR0FaCxnRnSXkmt2pvhG2uGNEA1nqWk3vUc6DmwkBzoAUxwMwXk5ZdfXt761reW8847r34ocKeddipHHHFEedWrXlV23XXXOwESadjHfOELXyj/9m//Vr7yla/U82NOOOGEuozEoPd+9wsjiY6bTwh3oo3d4+QDmGCpAWo4Og0H1uHYXHltCMp24H5uTJIk/GPZwKS6amViYKuz6ztCe+ODfdvGLzQxkciwxcV8uyavD2P2Bx7xnR+nvi43IFeNAxpDqxDA5Ce3LCtnnxlf4T53tnzy/Nny89vixNjYmjWEBEFbDOTbx9e4D9h7przyd5bHDpyZcq84a2XIsDVsk2EM+MGUysz1Y4J6aPvJmnqZBwxdeeVsOfuc+PDmuYNy6VdDV3aHJa0KYWq9bBEn4d5tm1XliY/fojz7hC3LQ6Ls991pbskn+FDBaoCSClbXfCcpvL1PxYfWqaKaSsvcUprzg+YATNZ7/S5Q5ON5aMwsb9uyhyB3/bjQx+450HPgrjgw1QBmPuJTIGa4Z4a2X/rSl8qb3vSm+rHA66+/vhx88MH1swC0KpaO2MK0adnA2Gr9ute9rn7F+vvf/34FPD4ncOKJJ5add9655ptaGGkJxVY4ZxnG/TrxACYYbEytFgzGpSHiqJCjjktzwKbeG8zqYDm0dxBpOIBbVjI8xZepLStVA9e5ZYRhwnhL6mnGs0aDlABemME2ZGicq8S1XQcNd8Qpsd+JnTwXfjEAwRmlfP2bq8oNP4hvREX0reNQu1/fdovyiANmysGPjqP6j15WHhgfWtx6C0sqlo7mbIIqt/Bw/TUwo7iWfW7YbxSeAxKG1fSzn8WpvDetLKd9ZHk589yZcu0Ng/KTn6+KMq8q28bpsDvea3nZd49BOerw+G7VE2PLe5wivK3VwAo2LA9a7gIyoryRqff51SWwCmLU+dBZThsuIdHYRBqAR91rP3H1SQUamjinOX7xLwspsHc9B3oOLCgHphrAEEKjwEIKxOSkZ3YsAMwb3/jGcuGFF5Ybb7yxHHbYYXVn0fOe97xq4yK+uJmvNAb21772teWss86qW68Z8h5zzDHlWc961p0AjHLk1upRZcqyjOt10gGMAWg4lhhcLAkZrOYGlTVjS9yYkUd4HczqoGOgEsESQNzH8DS089AOmmWlCoAiXuRrQJNiXN2wDc/RyT5jTWnZBIUGI75v883rSrnk4lK+9nW2MavLz34RX9u+2/I41XaLOO9kthwQHx7c88FxZH98ONGpuz6SWW1m4BaAYG7pZLgja+M4obxcBQr1btgHh34BMr0/6uKCC5bH4Xwz5WvxRe0f/CgM7eP7SNvfPT5EGZ9DOGDfZeWAOKtl39hKbXM1IMLVbeORnpakatZCyya/YR9n3zKsSQBWO3DYXW0frrZaR30vC03WXAkjilOM5Rcf3qxp4rFmMc4tIsrYu54DE8iBqQUwQyE9GsCMAhDACHuWVgNjS/Rxxx1XXvrSlxZbpbuOLQxj3r/4i78o55xzTrWLOeKII8qxxx5bDXlpYIaCcPKF1zQAGEMPWwgDLOPL4chi6KFpiV+cheKLycMlBQP7XPwKdhjzxuAWnk6bHaaNSx254o/lJYExqJnI18RxGTsHDFDBBBqoxa0aBdQDAlH+GhQn68ZBcLf9cnm5/lsry3dumC03/3hZucf2y8ouuy2Lbwv9stzzHitjOSl4ZAlqdWik4hTi2ViCqjxzOOBsbGda5ps4w/NVNpQPCV6kT9DhPv31ZaUHGXwc0Qcqv/nt0MjEJwVuiQ8w7rTDqnLf2PL9oF22KtvGpx5iY2DEp32SKsoWNPueT6U9eOEjldoASBKsaBwAO6dhGrJPFuE80LrQYgFBwBHv+ifCtDppPfeu50DPgYXkwNQCGExqhdxdMU3cK664ovzHf/xHBSMMdNnAHHjggdUod++99y4PeMAD6jKSbdS2XDP6vfTSS8v73//+es//+OOPL+xgjggg8xuO6Wzc+pSnSTYWt5MOYDBxOCAZ6tzVoXbOdzi41EGsDkgZLtYQ9lT7iLkc7gSAa6bxx4y+DlqR17iPVVWjMSxnDtSKbEiv5BvAgxbbqX8eH0108uztcTT/VlvPBIiJc2/CnmTrrYIvqcWKuIyYHfxWSa8ajQB0od0Zorm4bLSrjB6ZyzAk3h838WmkOLcptr2Hxii+PxhlXV22i4843v3Xl9cvacvAEs/QDQFJvc/sq6FuF7yIgbIhf+qTx5om/lSQ4v20b5lRRvA8l1bC3vUc6DmwYByYagCzvly65ppr6i6kT3ziE9WQF+DwqYCDDjqoApl99923fqTRoXZ2ITnw7otf/GI9L8bpvT7i+IIXvGDNLqSu1qYHMOtbI338ngM9B3oO9BzoOTCaAz2Aafjygx/8oH424AMf+ED54Ac/WA+rY4ALiNDG+PYRQ15LRwCL+D4x4FC77bbbru46evnLX16e+cxn1jS2VQMtd5qxN++bpNtp0MBMEr/7svYc6DnQc6DnwNo50AOYhj+Whewk+vjHP14PsnNQnZN5LQ35bMA222xTT9dlL0ML4+demJN4H/OYx1Twwvg3T+Ftsl8DZCYR1PQApq3J/r7nQM+BngM9BzY1B3oA09QAYOFnaejMM8+sQIZdDA1LdweRZ26LLbaoW6yBlpNOOqlYZmIrkyCF9kVcz5O8nboHME1D6W97DvQc6DnQc2CTc6AHMCOqwNKQTwR8+ctfrktKQIyTdgGZ22+/vWpSaGMsLfl8wAEHHFAe+tCH1g853vve946Pu8Xe0jkHuKRrl5La+wwf52sPYMa5dvqy9RzoOdBzYPPjQA9gRtQ50GHZyHKSZSSGur6TxHAXiKFJAVLsMlqxYkV51KMeVc988T0kS0epaZF1q4lJMDNp4AUdPYDBhd71HOg50HOg58C4cKAHMCNqAtDwo21hFwO0sHdhvOsqzNKRL04z3vWxRxoZfulasDKJgCXpyGsPYJIT/bXnQM+BngM9B8aBAz2A6dRCAg/XXDKijfHsl7YvkgEmLThxD8j4MewdZcjbed3EPPYAZmKqqi9oz4GeAz0HNgsO9ACmqeYEKbzsLvrud79bfvSjHxXfPPIsHChJB9ikgS7wYumIDYzt1q5ADCcdl2DHc97XgAn40wOYCaikvog9B3oO9BzYjDjQA5imsgELgITRrp1ITtplB3Pbbbet0bwAKcBHAhfJE5Dw9wHIRz/60cXJvcncBDCtbUzz2om47QHMRFRTX8ieAz0Heg5sNhzIMTY+mjqnJthsSP//CWXzYrfRGWecUc+B8Z0jB9XlEpIUCUIAmNSitADmaU97Wv2cACBDE9OyVfxM8/+/fbx9egAz3vXTl67nQM+BngObGwd6ANPU+He+8536CYHTTz+9fPrTn64GvMALB4j4tQCmSVpvgZMTTzyxPPWpTy2HH354Pb23G8fzJIKYHsCMqsner+dAz4GeAz0HNhUHegATnE8tyVVXXVVOOeWU8pnPfKZcdNFFFWiwY7Fl2k4j3zriMn7ee07tylFHHVWOPPLIurWaHUyGZVzXHsDgQu+mnQPDjyb6ROSv7Mbu9CHFZEA1EYuDIX3RW9z4KOKsPhVPta+4qV9OzDOVqgfPcPxqzPrU/+k50HNg8+HAZg9gAIz8XXbZZeVNb3pTueCCC8o3vvGNaoS7ww471DNeHvjAB1aNiqWj1kmby0kMfB/2sIfVQ+0e/OAHV9DTApg23aTd9xqYSauxTV/eQVkZ8AIQ2TIKMwQdg8FQoznjS9XxFeshNgkQArzMxOejB1tGf9wqjOZ9NTygzxZiCJfTXN+rX/0e0jf8+rM4vwJJw5D+b8+BngPTzoEewAQA4YAQJ+8CMF/4whfKddddV0/YZZB7WHwm4F73ulfdHm03Epe7kQAULq/i+TnUzocfWwCTccSfNC1MD2DUWu/WjwM+oQF+LKsYRNqZOTAyM7OshtXHGkADA6AEGAmAMuwrQ83mrDzit2zZHOARp6bhP4xT0w19+789B3oObCYc2OwBjHomBP0uv/zy8ta3vrV87nOfqwDmmGOOKU95ylMKw1zLSOKktiVtYdp28ithGuI07GEy7/Y+46dfPo/7tQcw415DY1i+OeChZHFb/9CYVK0JjUosFZXZ6Cf+x28QfkNAE9cKZobPsxXQLCvLukbw0gAwNQMv6F3PgZ4DmxMHegATtU0I+l155ZXlPe95T/2Qo/vjjz++HHfccfXH/gV4AVwSfGQ6DYZf/roNSLyM0w2blOcewExKTY1POQdDZWWZWTZs/xWpFEtFAuI3iJOrLRkFEAkkE9iFX/Sv0NjMADAATYU+tDXLwZT6pDsBPH7VIy410LV3PQd6Dmw2HOgBTFR1AgwH11144YXlIx/5SDnrrLPKHnvsUR73uMfVnUU77rhjNeLdaqut6tJQdwmpC14yT9du2CS2rh7ATGKtbdoyD+ZMVoZ2Kh7mlohqseI+QEmZjV8AkUGAmsHMysAsPsexRQNgRIZUuEAu9f/wWb+q6CeDh5H6vz0Heg5sJhzoAUxT0b575EvU733ve8u73vWueoDdnnvuWZ797GeX3XffvQAxvn/k53MBoxy7F99EyiUmAMZ9Po9KMwl+PYCZhFoaszJSoKxxK+PujvhtFb+hAW9dPhKHpoVWZnmEh0am/uZACdPdqo2pqpY5RBSAZlDVNrSesQy1BuDEbe96DvQc2Gw40AOYpqpTA3PaaacVZ8Ew2N1+++2LHUV2I7GDAVyAlNTAZPI6G4yHAw44oP4AHluvUwMjnjipmcln10lwPYCZhFoaszLSlgSAH4QV7syy2FWUS0kV2MxpT2qRA5jU5SImvhWyRF8Bciwnhav2MMMlJjHCnDeWc+Udi00Rr4KYXgtTOdn/6TmwOXGgBzBNbV9zzTX1BN6Pf/zj9UA7whdQcRYM0GL5iHaF33xg5Nhjjy2Mfw866KB6Em+T/bxp2jjjet8DmHGtmTEuF/ASP7ZjgTRCCxmf4Ih1pdkANKtXCQvblij+stC+hJIyftGvlq2OfkLTEstIlpgCwgxBjPi5BdunPALAhAHw0CYtEvcAZowbQl+0ngOLw4EewDR8Zbj77ne/uxrx+hZSaktabUtqWvIqTt7L6oQTTqgn8dp6/Ru/8RtVwOYrMr82foaN+7UHMONeQ+NYvrBrCbsXh9IFMon7LcodAVxuv2O23PaL1WX1yvCbXVa22HJV2XqrQWg3Z8pWW64uWyy3/drSEAATy7EVxAAt8gF0whvyqW4OufQAJhnSX3sObDYc6AFMU9UOrzv11FOrAe8ll1xSNS5pu5LgI59zO7XkeQ+YPPnJTy60MI997GOrzUyClUwvfvq5nxTXA5hJqakxKmdoWwAYBrqrQpty2x1blKu/MVuu/eZsue7bs/GpjpmyKrQo2245KPfeoZRddyll911L2fkBlpzYt0ApcU8bE2Cm7moCYOAaCIaGJwAQUFNNYcaI9L4oPQd6Diw+B3oA0/D429/+dvnsZz9bzj///OJUXjYslo7y8DrAIwEMvwQiVUUe+Qh7/OMfXw499NB6Ii+7GS7Bi6s0ma4GTsifHsBMSEWNUzFXAyABYGJZ6Oe/XFa+/+Pl5TOfnI1zlmbLpZcPyk9+PiihjCnitmwlAABAAElEQVTbLV9WVjxgpjzywJly1OEz5ZBHz5RttgvYEpqZUm4PfLJVLCdt1QCYYb4AzOzqQDP6ZQU140R8X5aeAz0HFpsDPYBpOPzzn/+8+KDj9773vfKjH/1ojQYmAQrgkSBEsgQmmYXn+9///vUHvLCZkRaw6abNNJNy7QHMpNTUGJWTKcscgPnaVTPlgi8uK585d1C+cuVsuenHq2M5iR4ldCvRr7bbdqbscM/QYB66qjz5sNmyxz5blx3uo+/8IiIFeInfMstKoZVhJyPfqoSZjV1LoX7pNTBjVO99UXoOLBEHNjsAA2QAKrZM//KXv6y7iuwuYqgLZKxcubL+fIU6bV9aoJL3QIl7v9SoACvyAVyEy8M7brnllnpvR5Mt2LQ6k+Z6ADNpNTYG5Y2+oU+sDNuVc88blI+ePijnXzZTrrsxjHhnA71Ef6u/uS3R8VCOfOSqctyhs+XwJ25Tdl4RRvQztwchzobZMkIBmAAuMzQz0e+kc24M9CKv3vUc6DmwWXFg6gFMAo4EGZZ+rr322nL99deX73//++W+971v3Sbt+0VO201Q0gKTtkV082vD3Od73ANJP/7xj+s3ln7yk5/UZSUaGkxv44k77q4HMONeQ+NYvlXljpWDcsuty8sZn1pZ3n/qynLlt7aIpSSaTEuw0V/iX/1WUlw9PXT3Ug6NpaRnP3952XvPADCzsUOJhiW2S1e8EvY0s3GezLI4L6ZqZGhiakb9GtI4toC+TD0HFpMDUw1gWrCR9wCM03Yvuuii8sUvfrFst912ZcWKFXXZ5373u18FNDvttFO5973vXTUwNClcpnffgg/+nuVLe+MgPD/g6MYbbyw33HBDBUu0Mk9/+tPLfvvtV98ln0lyPYCZpNoak7IGSLFMdMsvlpWPnb6qvO+UVeXq7y4vP/wp4944dbdqVGhXhuAlPMveD1xdDj6glBe9eMuy777Lypb6F21LRJkNIBM6zwAysbQUy0nLqubGAXnRR5fJp3c9B3oObE4cmFoAA1gkuGgrFNA488wzi7Ne7Di6/fbbyz3vec+y884719N299lnn/KQhzyk3uf5L3nuS9qyZH7y8qMmt1Rkaerqq68uX//618tVV11VnCtD22Mpaddddy2vetWrysEHH1x22WWXzGJirj2AmZiqGp+CRh9cGQDm1l+WcvrHZsv73jcoV91Yyg9uWRVbq38ZoAToiJN54Rd2uRF/7wesKgfvP1te+OJtAuxvUbayOmT7kfNjqhYmQEzEdybesvqtggQwk7csOz4V1Zek58BkcmBqAYzqSBCTVUNTwg+4OO+888rb3/72+tVpSz00MWxh7nGPe1Tty33uc5+61INBdiNZYmLDArBkvpaHbr755vLTn/60LhV5tlTk97Of/az+gJoHPvCB5cADDywveclLyv7771/zb7U4Wb5xvvYAZpxrZ0zLFn3NGTB3hA3MWZ8dlA+dNigXfa2Ub38/bGDqYXXQSfwAEQAm/hyy36AcdUgpxx6/Vdl9t9DAVAATKMiW7NCyDCJ+xGbLG3oX2hn2MIFoKhiSR+96DvQc2Fw4MNUARiUm2GgBA9BBS/KpT32qXH755cX5L8DHrbfeWu6444562i7tCzADvPjZVYRZqXGRb4IVAIahLtBCG+Nd0osP+Pi8wKMe9ahy+OGHlwc84AHVkLctzyQ0th7ATEItjVkZo4/4Nxtg5fLLSjnvnFI+HVuor7h6UH76y1h2rUtA4MegbB0KlHvcbVCOPnSmHPuEmfKwh8+UnXaKQ+4sD1WQMgdgIrbj8RjwCpkJmxh2NMND7+LSu54DPQc2Gw5MNYABMkYBBSADUAFY2MGcffbZ5dJLL61LPrZPCwNUpLVslEtIbV7y5lwT1Hi2w4g2xym8tC2HHHJI1b74KCR/nyJo85FmElwPYCahlsasjLWLBPAIkPHDH8buo2uXlVNPu6N87qI4zO4HM+W2VYBH9LHQquz466XsufOgPO34ZeXoo2NL9fYry7ZbBzRZHUtMdb2I3czy0L4MAs6sCgATNjD1Hy1M/KPJ6V3PgZ4DmxUHphrArK0mAQ9Axpkv1113XXGInSsbFh91/OEPf1i/Rn3bbbdVO5kEQwlc5A3cACS2RufyEw2LJSM2NX4rVqyohsE0OIBL/tZWtnEM6wHMONbKmJdpblmohM7ktttny09viTNg/mumXBHnwHz12tXlJ7fMxGRhedkuPiFw//uWsu9eg3LAfsvKng+Oo+u2+mXZIvrXzGx89X24XkTvUgHMbORnASlC4x8INPw35tzoi9dzoOfAAnNgswEwLfDoakCEASr//d//Xa644oqqiQFoconIkpM4AAvQ414eni0V2bHEZmbHHXcse+21V92WDcRYehLHT/wsQ/f9C1yni5JdD2AWha3TnSkAE32lApDYdRQnwpRbb9+6fC+0L1dedXu5+UfLy+23bVHu8WslduYNyl57z5Z73H1Z2XYri0p3RNroOwBMXSuyGMXfEXaxTFv/YV8PX3Chdz0HNkcObDYARuUCH34JKtoKtwxkJxE7FktLDHv92LfcdNNNNZ34QEgCGEtL22yzTQUv7GVSE2OpyH0ehAewTCJoafnTA5iWG/39OnGgamDEZMxr51GAmDhR97bQuvzkltCjsL8NW5Yt4wiXbbcu5e4BZEKhWeLLApFimNg3kEAWW6cBmgQxNC+BXcIPQBrqY3j1rudAz4HNhwNTD2BarUcLYBJQ5FWVJzDJe+e60MwANQBO5pXNAxByvgvwQhOTgCXDM5/22X37zm7YuD73AGZca2aMywVcVIARmsvYCj3LdmVmy/BaFga8+sFsnLRLmzJcDKqgZM6wt4KTOdIC/sSdX1XFRHoTgniM3yB2J7mXR+96DvQc2Lw4MNUABuBI0AFspGv9gQm/jJf3nhNouM+lo1wOyrxcM173PuPk+zLPtiwZZ9yvPYAZ9xoaw/L5XADn/Ja4zLJlAT7mAMggNDJ+y5bFxxrTCDe+Ti1OBTBxGYKUOa1ndOFIHWn8nXNrbtKjv/Yc6DmwuXBgqgGMSgQa0iXQAEY4z+nXxuvGb8O68fM50+Q10wjPe9eMn9eMP+7XHsCMew2NYfnm7MWcBRNbjWIFaA68RFFn6iF0w74JvMAslo34z4gf/cbPzqPqqtew30bAEOQkjOlBzBhWfl+kngOLz4GpBzDJwhY8JIAZpQlp441Ky0+cjDcfEBHOtQAm42baGmFC/gAwzs358Ic/XD7/+c+X5z//+eX4448vhx56aN0ePiFk9MVcSg4E3rDEUz/cyJCdcUuAjgpQYklpuHQUAGUOvDgvxikvTt6t/SbAyyBOghnqW1i/ADD6FcQSeUE96Zrb9OqvPQd6Dkw3BzYbANOtxoUEEfMBIu9o35MARln4c+nXxmvD2nvx83m+tPxbJ76f99RBYe6+jTPffZvWxy8BmA996EMVwLzgBS9YA2DyI5hJy3z59f6bIQeimQ9tWAJh0KrMuQpi3Dd+NDBiN7FEEGvODfvM8KH1z/D+2nOg58C4cGC+sUr5Fmqs2GwBzEJWclZUAoS15d1WHMNg32LKn7A8V4ZRMAPhNm/5JqhwnxokfvnuvM/3+A6Tg/l80sAuKwftARwMj0flLd/WZX62lX/yk5+sGpgvfOELpQcwLZf6+54DPQd6DvQcMJk39uR4NIojOTaNCltfvx7ArC/H7iK+CsxBPysyk7SVyw+gsEXboXmunC3Yvort4DvnyIwCGYAPB+y0Tv7C7IYCbqQFjuyickifU4blKf/ddtvtTobJ8snyZZ5t+S0hnXHGGeUjH/lIueCCCyqAecpTnlIe//jHV0CUafprz4GeAz0Heg5sfhww3hh/jBvdHbnGFj/+PYAZw7aRQKNbtKws4QkQ+AEs3/zmN+unDHyL6YYbbqjhEOWDH/zgsu+++9afTxIAHdLIo31Pq4HJ9wrPd7rSnHzpS18q559/fj2gz7eZHve4x5VnPvOZVcNDI5N5Zx7tNfOTzyc+8Yny0Y9+tAKY5z73uSUBDNCV8dq0/X3PgZ4DPQd6Dkw/B4xt6Ywn7ZiS9zlGeF4o12tgFoCTKibdfJUjjkrOK1Bx4YUXls985jP18wVOARYGDDjF99GPfnQ1kPURSM+pURHHfb7HM+fKz889JOxAvksuuaRqTc4555z60UqA6FnPelb54z/+4/ouS1Wty/wyn8w3l5ASwDz72c+uAOawww6r+WS8Nq/+vudAz4GeAz0Hpp8DCWDaSXWOJem3GFzoAcwCcrUdxFttS75CuCUdX65+17veVTUaV111VQ1WEdRr7FUs9TzoQQ8qj3jEI+pSzYEHHlgPysuGkA2jBSzpJ457y0Zf/vKXy6c//enygQ98oHz/+9+vS1a+1QR8/OEf/mE9LZgGRnx5cbk8le/iJ8wSUrsL6XnPe96dAIx4ves50HOg50DPgc2PAzn+dCe+yYkcX9p4GbYx1x7AbAz35tJmpXjMihoFYPixd2GP8uY3v7l+BRtQ8KVqYIW78cYbC22JU4Dve9/7lle84hXlCU94Qv26NbDRdfk+ZUh7F9oSy1KXXXZZ1cD44jZgRNty//vfvwKYP/qjP6rPCWDkKy9llFcCGH6e5dkCmBe+8IUVwDz2sY+tGpgsR7d8/XPPgZ4DPQd6Dkw/B9pxELU5JnTHwjZextlQ7vQAZkM516RTIX4qIyskK6l9pt3wteuLLrqo/Pu//3v56le/Wh72sIeVE044oTz96U+voAXo+Od//uf6UUnfYnrVq15Vww844ID63aV8T/P6Nbc0N9dee205/fTTy2c/+9kKlHyQkrGwcvg+EwNeS0gAjO84MQTOsiZokWH6Sec+NTCMeO1COvnkk8txxx1XHvOYx1QAI22mWVOg/qbnQM+BngM9BzYbDiRYybHEmDCfnzg5Pm4og3oAs6Gca9LlwN1WRvplNM+0IGxS7Obx85VrIODoo48uhx9+eAUAlpTe+c53ls997nPVyNeBcYxlD2tsTTLvBA2evZuWxA6hPGwOQMnt2DQ7bGLaJSTbtAGYttztvbLnu7oamBe96EW1XIccckivgclK7q89B3oO9BzYTDlgrMixyDgCuHDtmJL3Oa7k84aybA2AiZcNNjazDS3ENKbLCsoKpX2hUTnrrLOq/QsjXss3v/mbv1mXiCwh4T8NisPiAJyLL764POlJTypPfvKTy1Of+tRyz3ves8bJvMV37wfM0O4wCnZeC+0OrY00zoKxjOQwOgbBaQPTApjMq9sGsvwAjHxpYPIkXsCqP4l3GltvT1PPgZ4DPQfWnwPt2DQKwGSO3XEm/df32gOY9eXYiPgJIgRlxeSVn3DaFxoX4OQNb3hDsevIjiBLRM5S2WeffWq8FiicffbZdYkJiDnppJOqTQytSrpsLJ69j20NcMF4lxGvpSL+wIvdQ/xpYJ7znOeUP/mTP6nbqNv9+t0yZ76ulpBso/7Yxz5Wl8DkTXuUmiFx2vJ47l3PgZ4DPQd6Dkw/B3LsyDGgfebn2S9BTS4xbSxn1gCYGGAHo4xEN/YFm0P6rLSW1qxAfsLZoQAwdgT93d/9Xb3feeedy//4H/+jApi99967JqclSU3HmWeeWfg/8YlPLL/1W79VwQc7FnnLM9+b75I/EPODH/yg7iayFdt5M7Qyp556arn00kvXABi7kCwvpRGvhkVLZKlJmttuu63mr6EBOQAX2xcAiXbniCOOKJaP2PAAVVmWlgf9fc+BngM9B3oObL4cMC5YAdhxxx3rBhKnwBtzFhzAxPLGwODYu4XhQHdAp4FhUPuf//mf5fWvf30FMJZzUgPzkIc8pAITAIamw1INDcxee+1VjjrqqPLbv/3btQF0AQzw0gIa79U40g/YsJX6gx/8YNXAeKdD7F796ldX4KExiWvXkyUuO6C+8pWv1N1SAA0bGUtNPkVwzTXX1B+QA1jtuuuuFRABON4rn2lzycdRdK0tbFT8Sfdr67et77atZ5zWb9LpXt/yJw+km3Y+JK1te2jpbsPXl4+TFD/pbGnP8gvLdtDeZ/g0XJM+Y4/7fDYxNvY5CsSOVbtgfcZmodwaDUzMuAft8sRCvWBzzCcrD+3ZsFXij3/84/L+97+/vO51r/v/AIwlJK5dQmIv0wIYyz/54cQaOf5k/vlOV37p/7Wvfa0CGBoYO5wAGMs//+t//a+qgQFQNDoaFwCLAbH3fu9736vIOcEQgAPEOMOGMbCG44TgX/u1X6tFyfdnuablmnzs0jef/7TQ3aUj6XVNXuR9+5zp0i+fN6crvqQgT5X5NNKfbQJt6rt97vpNe3toaW9pTf/06z5PW7tI+rL+0a0PHHPMMeUZz3hGHc/ufe97j2wvG8KLNQAmljgGZtq92zgOZEOVS1uZAIwlHkDCEpItzwDJK1/5yjU2MNLkbh8aGEtIgE0uIUGvNDDzvWOUfwtgGA6nEW8LYJTTGTIA1nvf+95yTmhhHHwHtBDEnHvgBcgBZBgHQ9KJptt31wRT+AcvEoiyMaKx2n777SsPgLkctKaQ9EpS257TKP2nP/3pmm9sESa+4UUjJ3wanXbe8kG/0Ce0B8DepzrwQD/VHqaVD1m3eJF0WromI8gSPCAjTIqnvV8kL1zVt7O+tAeygnzAC8v1aW84zbJSe0hzBGOc9oAPtP7MIHwiZ6eddlp4ABOMH2hovVt/DmSDTOHWCji5pRoNgLHF2TkvacQLwNjJA6hI55tIeWAcAPPwhz+8brO2bdnBdjoC513yTQHS+qlH/uK0AIYGht0NDUy7hCStdUp2OldeeWXdrQSk8JMPYazstoCzo7HbyfkvD33oQ+tSUtrRyGeaXNYrmvABwMcHdkCXX3553THGzkgd6ZjqZtoHLLwgiIE3hyXaKcc2ar/99qt8YBdFS2gQmzanPfhln3MPvPgkyH/9139Vfhx55JHloIMOWmNwr4+27WjaeII+8oEGNzcKfPe73y2HxbEPlgxsVABisl/g3TQ59KjflMX6BfmtPRjAfQrm4IMPXmP/Ma3toe0XAIuJzXnnnVf5YDJszPmd3/md+p0/IH+h2sEaDUwwtt9GvRE9K4VUVkz77D6XYBww9+53v7sOgAZ+H0WkYSH4pbWNmr2KbdR2Dwmzjdphdzm7lV/+gJWc4bTvzHKwgUkjXhoYnyjQmP7gD/5gjQ0MsqUlZFLDAszwk7eBm1ACqOQFCJ144on17BpGvATYtLqWp5bb2P/YiZWdU904KRmgM3DjId4n/6eRL2gzsyKk2Wtprz4Q6iyjY489ds3W/WmkPQeq7HMM3vXVc889t57BZKJx/PHHlxUrVtTzkfAg29C08QNd+AG4G7De9ra3Ve0tYEuuOZzThMn33ZJv08YDfQEfso71i7e//e31HC/L8JZOyG72grTVbdxp4wV69AuTFxM9G1bISRtLjDlOld9ll12qfFgo+ZgABmN7t4AcAAj90sXANmBnFAfUDWIL8yDOaBnE7GQQ3xQahF3MIFDrwDJegIPB7/7u79bwWJYYRKUPYlfSIDQiA3mIE8JiEMs99RqNpb4ntCUDv/ad3h0AZvCP//iPgwBIgxhgB2EsPPjLv/zLO6XNMuZVHgG4an78PMeXswdvetObBrGlexAdcfD7v//7g7CVGUSHreXKtNN6Tb7iw1//9V8PYoY5UD+hFh3EzLPyU/2MqoNp4An6kwfojNllrf+Xv/zldi8OYkt9bR8B8Na0m2mgu0tDywdhoUkdhEZ1EAMVDXbtF6GlrO0h+dXNY1qe0ae9aw/48Od//ueDOM9qEEC/yrA4tmEQE6I17WZa6B5FR7YL/eJP//RPB2G0WuV77DIdxOGigxjQRyWbSj/j3He+853Ba17zmkFoqAexjDaITSgD7cG4tZD9wljkN4OT04gIl4KmqJD6GqgykSV25r1AcfzaTwlYkqFihdB9Wwh6Nat94xvfWG1hzPip3cxq7fqxrGOXEpU9hHuf+9ynPPKRj6zq+zTGbd/pve0SEg2MGZGD7HIJSbo2jXJnU0h/1281H3P0/vZbSDQPXMavD1Pyp8uL62I2YSeZnV3qz8zCeTjO8jEbwINp5IPqTF64Zy+FfrMsM87UFJp1W+OeVh6gPfsyGtl9MMynhaGhjMlHcXr2HnvsUQ3c8WxzaBOWCZxvRSNHhgWwLS9+8Yur5oF9WLppbBdZx2i0bGSXKfnATICmmjbK9+4snUy7wwtLSManf/3Xfy0f//jHy9e//vV69pgjQ4w/a7QmwYyNbQ+ZVw9gNqJlzQdgZKmCUvC7EniWiVSutVKqV1vMqBrZFsQMv6rkAQtC8GUve1k9cwVYsXzB9sKXrN1Tx+kg0lpnlj7fle8GYLzntNNOK10jXmnSfiUbkvR+qSJ3LwxwStuc888/v3ZKJ/FaNtgcAEzyE4A55ZRTKi8M4MBgHui3uQEY3/QCYN7xjnesOTHaTgMAZppdC2AM3NqDgfucMH4npH2pPQFMtpvsX9PCl1bOoAkf/umf/qny4YorrqgTL6eM77bbbmsM/ZMX08IDdCQfsn4BmL/927+t8qEFMI7JmHYAgxd+AIwJzr/8y7/U7/K1AGZFLK0ybO7ybUPbRAIYGfZuATlArerHhcCr967Ua9HZB//wD/8wCNuJQVRAXdoJoV9VjmHnMgggUpeQLCWFgWBdXpI2tDeD97znPYMwChvERxkHMesfxLpzVdNagsr3tMtJlpC8Kwzq6ntCsA7+7M/+rKq42zRZ1pYF/HJJJDQwg7e85S2D0AZVld1LX/rSunQS1vZtkqm8T766xlk4g9e+9rV1SS4A4CCE9CBOV16jKscz8abdhe3HIGyBBieddFJtr9pFaA4Hse4/1aSr2/ypa6ry2FVY+7IlpN/7vd8bBLCtqnJ9Z1pdyoZ2CYlcCYP2uoQUmxMGYeBdl07EnVaXbSHp0y/CvrAu1Vs6IScD2A5iZ1JGmdorXjA9iN14A0vJltKYSjBdOPnkkwdh01mXnheSAf0S0oZCv3nSReXUEFeo3M99PkclV4Nes3dGunYwhBCsxrO0HgziqFx9G4lhJO2M7dOcHUpmN1TWDMSgWbN/RqTSSc9lGdwH8KjvYTzsQ5GWrOyUsATEOJemJ8uWs4g2jwxjxEvzYqZp5k3z44A9VvaMeNu00k+La3mJJnVFLYoX6sLyHi0UI948E2caeaHdossPT2gOaQN9+ZwWRhvUrrQJ5zxMq8v2kHywZTaXj2hgHDipb6TxavJs2viBD8kLtNE8OIKB0Satr8+V4INNA/pFyqZp5AOakhdpzEw+0Lbn0uruu+9eNQ/aw7S6bBM0MPjwvve9rxq3G7d8sFibcIwHrUnya2P5kRqYfglpI1pVWxlZiVkxroQ/1/qxVrcMZEePE24t0QgHXpwPs//++9ePMQbCrEBDvoSEARTo0UCAEVt4cwu29PmOLAcBa1nKYCMtNaa8bXEkVCw7temSDd0By24La9u2ELvqmLYQU5Xn+UH57sxj0q/JQ3TglWf8tJUceLkulpPw30czqYgtpU0bD9CO7mwPyQdnnqCfoPbpC1uHtQfAW5vdHBy+6IcmIkC9L8FbQgPmLKOZVIgzqn9NE3+0DbsXATineGsXPjXieAh8mOYJjnrM/uHeNmr2L0AcGe+oCZPQ0JhXIDeN8iF54Iq+3HF7dpwkb6wwbuEBO0GmENrDQvWLHsDg+kY6lcGpPPfdysnwfE1WsrMTGDtp6A4+IgiAAZXiEChrhQCGQUMayFYaDcI9G5Y8UE54vj/f42o7tMHGmqTOJY38NSSuTdeWO+/FcZ+o2qxCmWmFzLRzdiWfaXRZd0lfbhHM7eZ5YJdBu2sQPU38SD4kTbEsUNsV2wfA2EClTWmPXbuqTDNN1+QHYQ3c65N+NC94oR/PNzmYBj4k/UkLPrD5IGdsNjC5wgfyBh/ET1mTaablirakL5bU6pETgC2ekA/kZPJhWnmgLrNNGMfwwVhBThqz8ECbAOrb9rCxbaAHMBvLwbmKywEuGzPQwWXD7t7ns3CDgUp3lU8uB2Ve4mZ+7tMJT9e+f5Rfxs0OlM8Z15VfG97N03OWNYWzdBnP/TS65FXS6Vl9uSa4TLozTj5P03UUH7QHwgpo0SbSibs58AK92RbcZ3vgh/5R/Va8SXfZFtCBTs/JB/fobmnP9jCtbaLlhz6Rz10+JL8mvf5HlR/NWc/C8xk/yIZWPoxKvyF+PYDZEK6tJU1WmobrXqd2P1/HFYfLq/tMy0+6FBCj8sh0o8Iy3zafUX4pbNs80k/89M938UuXYfk8bVc0569bj8nXDMeLaeUHGtOhMWnm19Kd8aaVD8kD1+RB0uqq33AtT6rHFP/JOm9JTJ5kWD63cabhvqXPfcr7ljb+094e0Jh0oj3ru/Xn57kNrw8b8acHMBvBvFFJ2wrKe/GyQkelmc9P+g1J182vW472uY3bvmu+OBk/y7YYjTLfsdjXpLGl2zuTtrzPq3ij4gpvXTdOGzaO9/PxIcva8iP9XLvp5ovXphmn+1Hlz/J16zDjZnj3mvHF8xs1CemmGZfnpC1pmK9c88Wbz18+Geb+rvIXZ1O7LG+WddQzP+F+Gd6WO9Pyy/DWr407Kfc5oZ2PjqQz6WnjdcPEacMzzYZcewCzIVybwDTZiLLh5DNS+OVzG97eZzzXjJt+nv3EzzTCxtl1aWjLmrTwW1u8DBdnkgasLq3t86j6a/nRxm3vk0+j0rfxxuVeeZMuZc7yt37Kmv5rK3dLc8bPPHNG3sZZW15LHaa8Lc3d8itP0tLGa8vZpmn92/tM2/qN233S0ZYry5315zkH8+zzbfyM1/pN2n3yIWnp0rw2erpp27jC/OSbebfhG3LfA5gN4dqEpVmKRpUNc5xZc1dlXBufWrrafAgzjjDj2rDqMUF/lL3lwdqETBtvgki8U1FH1VXSJWLeZ922fniT4fzn49Wod4g/Tq5bRs9JG7pa2jIs/drBPGlq82vzyfBJuLZ05r12gO58Rsco/iRvhE8q/W3Z3acbRVuGda9tXGGLwYsewHS5PoXPGk42prYR5X2Gi5N+ed+GJWvSr312n+9I/3G7Jm1tWVu/LG/S0aUzwzNNy6N2kMt4435t6UualDn9kw9dOtq4wkbFyzy6acfxuS1rS1veoy9pbOOiJeO4zzitf+vHf1xd0qG87tvnpCH9XNOvq2HKOBnefR5X+pWrpcu9n37t2tKZYdIknXkV1vqPes64NeKY/slyZ/GUOel275fgNeO0V3FH0TnKr023vvc9gFlfjk1o/GyQedWQ2vtsWBolp+O6z46bA7Q06Zd5jMpnXNmk7Mrb0pNlRU/yoaVJuOf5wjL9pFyTti5NLf1Jc9KUtHf9PY8Ky7zbsMxrnK7Kme1Zudwrc9s+khbho+gR3oZ5Tr/Mp0YY4z/o9mt3FyYNaE6a3OdzS7P7Nn6XVGGjeNeNtymfs+679LV0uberRhy8kobLes64/Lr0ChNf3G6Y+OPi5qMhdxw6LiJpR4dfpmnv0w9dSW9eheX9xtDdA5iN4d6EpG0bUt7rRHmfZGTj6/oLX5fGti5x8l2b6oo2v/nKmv7Jg3weVd51iTMq3Tj4dcuez8qW92hfG/3duElXmz79xvWqrDmoJD1Jdw5O8/Gg9e/SLG3mM660Z7mUPcuffjkg53Mbp0t30tnNo42X+YzzNcuv3Env2viAlqQxr136Ms+u/3zxu/E2xXOWueVDe588EY9/hrVlHeXXDW+fN/S+BzAbyrkJSZcdUYPisnG2jXCUXyuAM1z6boPNfIVNkmtpUu62w60rTW0e65pmXHiUZW/LzS9//PO3tjJ3468t7jiGKX8CGPS27d6MkzPbFG+US/51+ZDxM3xU2nHwy3IrC5mQNLtvy97GEzfDWjr5ZbwMb+O6H2fX0qIdcOhoacnyt3SOCu/GW1teGXdcrl0+eE4+JK1d+jNN0pDx8rmNz68bnvHW99oDmPXl2ATGX1vj6oblswbW3o8iu22E4rbPo+KPg1/SpCxZ3vn8+BPkrm2cBH/yaP09c5nv8Gn8/ipzW8akr/VT6ozHP+nMe8/JG3EzbabhN+4uaVLOpMsAjq6WtgxPetp03bCMM0nXLj0tTcIyPOs4r+JluCueZVgCgMwr/T2Pu0t623Iqf9La0pL3mSaf27QZlldxRsVr02zK+yxnXrOseVW3wtr6zvK2adz7ZbqMk9f5/DN8Xa49gFkXLk14nGxUSUY2nK6/8PRr47hvn8XL51Fp+I2rS/qyfOiYz4//fHSO8m/zzPtxvLZ0Je3p1/Ij/dCQmokc2IW559p47rmWP9VjDP9kWbO8nls6s8htvPRz5e+Xgtz9JNDd0pD3SWOWP5+FJxhJTVRLZ7aXdfHLd43zFR1JS9KW5eXPtTxy38bLMPEyn7xvn9t4wsfNKWuWt0tfC2DmK3emafMQ13O6heBBD2CSm5vJNQV0NjBkt40sG6fw/CVrsvG18TO960I0yHzXYl9TKLeDcNKXg7QyJL/SL2kXNkn0Km/rktakp6Wl5U22h+RDfr1cXm2azDvTChsVnvHG5Yr+Lg+SN1lGdKDLL8EKP9oacdOvm4/06Zd5TcJVmf04tCWdCWBSS4UHwtNlOv5+k+iyntGKhqTJNWlCc8Zz3/IAzcm7TJP5CMs83E+Ca2lR3qTdfdKFF+7zl2Gui+16ALPYHB6j/DXGbGzZEPm5J5R8+NHXsX1x2Yf5fJjO58+zoWZj9tzm0/qPEbnzFiX5IAJBhRZ+6Eo++Iqqj5HtuOOO5b73vW/9mqy4XWElD+kmyWV9KTPauRyckg/54dCvfvWr9avpPsTmA56+lA7EdPmQPMi887lmPsZ/srx57fYLfPBxwquuuqp+tPJBD3pQ5YOvCyeNeU0y8zl5mf7jfk0etOVOv+wX3/ve9+rHCn2kj58vC+sffgYT33HjkgcpJ/J5EniQNLd0JE9898vHCclIvPDxSrSRE2Tmve51r8oTfSRdpvWc9+PMj6RfGfM+y540qXsfB/Yx1xtvvLF+jFjfyY+65gcskw/ySdozL/lvLB96AJM1shlcNaB2wNII+Rm8fA1bp/zABz5QhTXw8uhHP7occsgh5W53u1v9WF8rjKTlpE23sY0x81nsa8uH7oCFDzrlRz7ykfK1r32t7L777uWhD31o/Ry8L077quwoNym0Kzv602V7wIf0R4uv6frK9Omnn14uv/zysscee5SHPexh5TGPeUwdqJIPbZpJ4sFd8QFf8AQfvvWtb5VPf/rTFdzvv//+5eEPf3h51KMeVb/E7qvT6fAiedDyJcPH/arMWe5sD/jA75ZbbinXX399AWj1C1+e9rVlX6N/8IMfXPbaa6+y22671QHs7ne/e+WddCkz5DdJLunOcqOFzMMH7eEb3/hGlZMGb3W+yy67lF133bX+AH1foW77SNsu3OfzOPIk24Aydu/xBYjDh+uuu65ceeWVtT34Ejte4YN2gBdAra/Tt3xo+bkQfOgBzDi2oAUuUzbCNlt+bQO9+uqryxe/+MXyn//5n1VQa3RPeMITyjOe8Yyy33771caY+WRa+WUe6ed5nF0KpixnlluZ3RNMn//85yuA+fKXv1yAlsMOO6w885nPrIM4TYS0bXpp89n9JDi0Ju2u7UDj+dprry3nn39++ehHP1rbxfbbb18e97jHlec85zmVD4RT67r0Z95tnHG8V862rN17fDjrrLPKJz7xiXLxxRcXM0ugHh8M3NkeurThJ5cCuxs+Ts9o5tRh3mf5PNNAfeUrX6mTG9dvf/vbVVsrzAQGYNEeDj/88PLYxz62gjvyA+2ZX7d9ZP7jdFXWLGeWO8vnmbbliiuuKB/84AcLDW3yQRyaKFo5gzc+ALnaB4DbzSvfkXmP41WZ/ZS1LS8/4BX9JrsALU0UMMuZ7OIDAENuPuIRj6g86WrmMu+Npb0HMBvLwU2cXkPg2kbWLVLG6frns/Cvf/3r5Qtf+EJ517veVa9QNuBy6KGHlic+8Yl19k1NuuWWW9Zk7fsy/9Yv817Ma/e9nu+qDDmwZLw2jXsC2mybkDJgUYHig85IMNHGUBUnH9CXeS0mrfPl3ZZ/VJz5wvm3YS2AcW/J5MwzzyynnnpqBTLo3WeffSqo1SaSDwRTm0+WYZRfho3TVTm5rMP2GR8A+0996lPlwx/+cDnvvPPqgLT33nvXtpAC2mw7BXTS1uaTfuN6zbIqX5cPBiaD1dlnn11OOeWUulxw++23V2AvnUFdHIDlgAMOKAcddFBtI3vuuWddbtyUAC7pSpruiv+j4me/oH0hH/HhYx/7WF1Gs5S03XbbVc0MPgAxZENqKrUPmmzLSpl3y+O7Ks9ihyvT2njTLTNeGBdM8MgGfQKY4bR/PLK0iA+APvBCY/v4xz9+DR8WmqYewCw0R5c4P41KQyMosjFmw8tnRUq/LJ6w9HNPPWzw/rd/+7faSW+99daaJw3Ec5/73PLkJz+5HHzwwXW21eab+W2Ka1t+937KluVrw5Uvw/PeVdw2nhnFZz/72Tq7uOCCC0SpgxZB9cIXvrA85SlPqR0TXzK/fF+NvIR/vF/9t3Xfvl54W0b3XNLchrXp5JkamPe85z1VWAknmMy2n/3sZ1c+HHjggVVFLKzNO583FV+8f11ct8zStH7u9QsDFz6cccYZNVuzajNN7YGGct99913Dh+575TEOfGjpyjK2fu6zLQnPcrNzePe7310H7c997nMV0JvIWFI0YOkvlg/IC26XWEKghaGhOvLII6uGJtvbUvOhKxuTJuVsaffMia+MWc7kiWcg7e///u/LaaedVid7AFvax7GTwgfLzwZ4Wilg7nnPe96aSY885JdlyHcM37z0f9e1LHjCJQ+Atje/+c11gmcpER/YSdLQsqHkhw/aBnmhbxg/gBjAznszv3qzkX96ALORDNzUybNBdMvR7SBtvDYsG/J3v/vdOuvWOA3gGqGwnHlD0scee2ydhZtVyKObT/usPPnOrn+3rBvynHlLK/+kw337vm68+YRaxrOma5ZlKc1Mgz+AQBNDA4EPwJyOqeOmE6/77gxbrGuWOenNZ+9r/dr7tZWljffNb36z0m/w+sxnPlOTEcwGbxqIRz7ykZUPbEK0B+/2yxm3e/llnmt776YMy3JnOV35pWPjYGmVZtLMW/tBI17QzLETO+644+o91TnX0p18yPyW6po0JF2j3pu0Z1hLe96TA2QC2r/0pS9VWxcARf2bddNQXXTRRTXspptuqu0DHyw/+4nHsFP/WVtZsgwLee3yIJ/zqjxJZ/e9WVZxaZxuvvnm8rd/+7d1aZmNnHZPI/uQhzyktpdLLrmkamxpq4AYA7rlpKOPPrpqsGmk2IPIL/PuvnMxn1ua8z2jysIv/bu8AV5oWP76r/+6ambZwQBqT3rSkyqt+oZJn40gAB0Qgw9oP+qooyof8ITGMt+RZdnQaw9gNpRzY5ZOg+CyYXQ7SYaL04bx1/ASwPzrv/5rHcDNODRAYYTPihUraiM84ogjqprYTDyXD+TJtfl6nu+dwjbWJZ2Zj+fWry1LloMfejyn1qJN494MAoB5//vfXzujgYpLPtiFAsAQXjRSZuK5zi3/9r1ZtqW4KntLy6hyCOcynjjpl2XMdNdcc00599xzy3vf+95yzjnnVBrF0SbQazcSQIsPBjQzMf6TCmDQhvbkSfKIIbMBmgbm4x//eAX0wvQP7Z/B5lOf+tTKB4a92R66fJD/Urn56rT7fvHyl7Rr55zyCzNg/fM//3O1hTIoWSI6/vjjyzHHHFOBCblhwgPkGrwN7gZwIBfYf/rTn14HOSAm21a3HEv1nLTm++Yrj3jJD3GBOHQauAE5NkG0SzQL7KFoZ9FuqdHyM9BrcNdX2I0BMQZ5WivtY773ZrkW+pp0t+9t74W3ThsQnm1YmDjopm37kz/5k6qhJhvRdfLJJ1etNNosu1te8tN38EE8shIfABl80Hfk35ajLcO63vcAZl05Nebxuo1Qw0i/bCT5nKS0/pYMzDTf9ra3lUsvvbSqR8VL1C2u9V2NkMA2+ySU5Cks88q8F/ua753vPV1a54vHvy27HTcMNu1CsqRmtsDhA3U6MJczzBNOOKFqYroGreK3eXpeDIfGUXyY793Jk0zTjZfh/Bkr2oHEiNfMO2kkkKjMCSUqdICWgbMBS5z58l4M+jc2z6S3zQft/JMO/cLgzCaKUXNq3WgbzMzxgR8g1xr2yrPNp8vr9p0Lfd++V97tu5Ou9p38uDZMGgMwAPOmN72pDtwGacaZAOtv/dZvVWACyN1www11AH/f+95XBzBGnQBtglw2dLQxS6WFSXrQ1NLumUs6DdR+OZBmOmkyHT/93g7N17zmNVUuGMhp3kxkgDnGupbQ9BkaCG3FvSUVGohdYlntRS96UTksbGLs1sKHpXRJp7bKtQAFfW14Alfxkk/u8QONbH0AGBpq7YM9nHaPNm0D2NNOLLuykSFPxQM0VsQkWLshM0wETXiSz96xIa4HMBvCtTFN03bAvFfUbCStX7dxUvt98pOfrJ3vW7FNkJGmHRbWMc1ALSkQVpZRzMIAGXHSsDffsVSsacvvnUlbXtenPBlXR057B+v9DNTsJiCEOAM5mwgCyICND2Yg4mwKw96ktRZu7k/S0vq1922ablxhfvgAzNK+0MKYURq08AGQA+y0EcIOH4SZWTHaY7C4EIKpLfNi3aM1eZB8ySt/fCCMGTKbWTN0J7DVdfJBvzAwGJis8xuo8cFyQRp65zsWi45uvkkD//bd8/mLl2F5VbfoNyClDQwAZ5btaAH2PwYt9wCtvmLWTXupzQA++gkZQVP3/Oc/v7YN6ZfCJR3oz/t8b/KEPxo9Z7wME1e4Z3LPdvrXve515UMf+lAFbECremYPRg4wWjW4aw+AP4NvuxjT4JnGyo/cpL1eShCTdKpTrqXZs/CkNeNkmuSNqzavPdBE2YEExAMt6H/a055WNW7aPS0NPpj8aAvAnLS23Jv8An7kBT7k+5RjQ1wPYDaEa5swTTY0RWjv2yLxX5vrNk6N6JxYJiCoDNw6nY5GPWr90rISNbGD3aBpDY8As/af58S0HX9t717IsC6dnpVPWQwqrkmr9/Jrn4XnL9PSvvzDP/xDHawIGWpig7SOyRbAlloCG8/w4aSTTlpj2JsdUl6cvDe1u6uydMMJN/WvPZh5G8DF+e3f/u3KBzykpTOgWyrAI4PSyaFGNhtlqEeojAPt68t7dGo/6lb5DVzAO8N2V4Pyi1/84jWg9p3vfGfVTKTBu6UE4YQ524hNxYduneJD+iVPuvUj3E/9u6pXcQw8JjaWTmgWDOTotITCoP1Zz3rWnXbiADHaDdsYAxkeGKxe9rKXVVmSmrwsx2JfW5rQ0/7y3Ul7hnnWDlo+0KZo9wCMtqDtA7KAGWBiEoMvZIMdfOTIG9/4xioztScDPZn68pe/vE4Mxd0UrqXV+9E8ymkHeJByVBy0kQ3kID5YUsQHsvElL3lJbQ/aPdr0HZNiy2r6D60cB/ACMK9+9asr//BmY1wPYDaGe5s4rcaYLhti+uVzNkSqf6pPHVGjMUs24Bp8CCsCh/oTsmawRjBRk2pwF154YR3Q2ABoiBotf+uaEDWtDEPOpXJJo/clnemXV/55L557HdIgZBaRfq46gdmBGbPlM4IazejUMRnsmWHZhQLI0dKYbencAJ61foN3Gva2783y1Rcu0p/2ffmKdXlvm058bSUHMLNHfMAPg5iB2WzakpqZFQDDcFFbkRbt8xk4Z5nG9YoPaHDNe8/ai3OB0GoZybkfr3zlKyud2gMjb4AW2KOlwjt9Qb8xuOOJ5UZ5bWrXrWvl4WdQ0h9oUNiv6NeWhvUFcgIPzKZpVt761rfWe3KE7Q+bH8uodqNJZ3Cz5KbvWII1GZJeuznxxBOrdorR51K7rFfvVRdZH+mfda38aPNTl+hnq0E20ETTwGoHgCt+CTdg00DiA9sOoIaMsXQC9NFAmASQMYeFxuoVr3hFnQgsBZBr6UOj565Lf2F5b4zAA2CVPzqNE374oN3jg2UktkHC1avJLDmIDzSxZCQ+ADvSADx4SVP5B3/wB1VriV8b43oAszHc28Rps0FmI3P10xA5woNwouqz9KGx5WxRYyRcLRNZBiLIrPPaJuiaAtg6tvQGMksKOjGBJu+cVVCbG7wAIh2eyzLUhwX+k3S370m/7ITJi3w1AEfoWPrAh4zvShj7ESo6nZ1I1OXWvm2FTA2MDqgjWlIwyyLwgRh8oI0ioPKE1uRDW8Ysy0Jfu7Qm7/Oa70ua0z+fs4zqlB+atBfLSJaLtBmCibAmcMys8IeAZvSMD2wedom1frNRAsog3raHLMM4XtGcPGnLx19fUNdAinZPI0fLBMCw/QD0GHwDcwCOyYDlBQMaPoxqD+07lvK+pdO9QTrbu7bNcJvRKfs2ciENLQ1o6vwd73hHBSf6h7ToNImxRIRWS4xAP1BLW5EDXNoI4Z0luE3h0Jsu6zp5oMzkpDYPiJqkCdMPyElyISdo2jsNhIGZHNHuLR/qH3gHrNFAkJnaBrsggB8P7ch66UtfWmWlic9iOzT4odevfc53p7/6pDUBXBjfog0fyARtmpaFjGS7Qh5YFsIHNJKrgA3gYkKLD/oI3uEDQGtcwQcgEY8AOW1nY/nQA5isyQm6aohcNr72PhusBmkAJmzMhAxGBLHZtDCo2cBM9Un4GIShZjNODVRD1WghZg07BblZuZ9ZhvebkRu0dGCNluDL8gj3W2yXHdMVXVzywZXwIKCpM6l/8QEPlE18s0dCmyFmbvMTBx/MLNCoE+MnIWdWRRtDtS4fnZeQY5xGPaqDtjPvxeQB+rjuO+bzr5E7f8T1yzxc0aqOLQMAtwYhZ9+YmWtDhJxZOZ5Sl0tPmKt/fNAe8I7QG3eXvOqWEx+0/aTXYI8e/US/wBcCGnjRFghpbUY69a89MXAG/DyPi8v6RhvNqy3iBhlHw5MF6o9tF5BGU6uNG6RSKwe4mhBweVK1+IcFgMcf+QP5frS6eMVO4uRYZrT0tJROWdSHa/Z5z34cf7KNfZN2DKjhCX+yAYgjGwy2wKg2TobQRqtzDmDR/y0RmcjQwhm8Lbmb9AFy5AaArz3gFa3VUjs05Q/9KSuVgz/AQu6hS10D7PzxwMRFf6ZtolkkD2lhxCUD5Idm2js8AFaNIfhFhgByb3/722s7IkuSDya+G+N6ALMx3NtEaTUqLjthW4wMS3UuYzIqPI3RTFkaMw6DOqEKuBhwNSQ/Akuj0xjdm4VwhDWVovw0WgIvj9IGggg91uiEtXe0v7Z8C3mftMrTvV++N9+DDzqlcpsBAGgEC9BBoAknqM2wGOURLHnGBcEkrDXGNEMh6C0dEGLylh8+EXCEE+0VcKgsXF6zTAt5TZq7eSZv2ne3fu79Uoh1w/DGTzsxC8MvQouTp4E6t1ozWjQAGOTEoUqmgTBYmZ2Ou0teJG2jygvE4IW2oF/4cdoPuk0Q9AtgxjIKB9ADtDQUhP+4uKQXgDGT/qd/+qeqWaSdBOC1f2VWfuBe20Y7sJaglUaWBgr9ZIhlVgBGu6fRtexmYDMQAnyAkUFNnKV02a690332B1ftW9s2wTMpQZu+DbhnvyD3gBOaAv3b1cQOXeKbIAJAeIQHKUfJVnJW3yAnaHZoKPCAxhpvl8Il/ejN++RD8kI50Ykecs0SOdkOpAoTz3gAeKCfFk096wvaO/rIVeMLvhlPaGGMCwAtPosD4JOV2hTbQW1B3I1xPYDZGO5torTZELMBdosh3GzxnFB728oG/WpYBiEzJo1VuMap41H1AyAs6nUsyJk/123shLVBm2GWjg9d01CYdfzv//2/60xFubJsec28XFs/zxvqunzwnH7odU+drePoQOxX0JwaEwLcrINwFp8KnJAivHVAYIw/pxO6z7JTJVtOsnzg7AMaC53b4M1eBBDKuHndUDrXlg6N3fyTB9IJy2c0cMkb/i1NNTD+ZPw27ah3EP6ACz6wnQJqtS2CC5BjzDpOA3fSl9eWTrRwLT+Et3FG8SDjEMwAnVmmmTywb/kVLxhA61/j4rLM+gL7DEbrNCUmOZzB10wbEAfAAPkEbECOwTu1NgZv+RjgaCrMzv0AOv3CoGbA0qfkp38ttWvbfftu/R8AY3SsH9O8cOSZSRy6yAdxOOCOJonhrraAX2QrOsXBI2nJAKCOnMEHP4DfBCmXkICZxXbquSu3Rr0TODceMDp23lECMkCNbBTuhx8cAKN/Gy8svWk7+EczJb6xQ5s5LAAKOmlwAF7ASD5kIyNeY00uzY0q17r49QBmXbg0xnFSwCpiCliDiNmRXUVmQhoW4QLtEi60CAZgjYpAMms2yyBoDDq5pKQTZ77ZGTRQMxSNVr5+Bm4qVg1Wg8xy5LVmEn+yrF3/DF+fa+bVppEv//zpLJY6DCrUnZaR8MEME+ACOqxlm0UYfAggs0c0ENzoAWIAPC7faZAzQBFu8sUDwg9/Uz1s8Eo689qWdSHvlat9R5Yzy5xCyFXZCRdCJTUq4iXv2nK1eaZ/N2+zNIMUgIiPngkm6nTnY+DnOLsuPVnWLu3tszR+rZ+2hnaaPn0DyF+xYkXVQhm43G9q19KqLJ7JARoY5QZGuVwKMFjTFuSAbGDSZwxwwCo7KDN2kxoyxYBnEuBnYqOP6FMGPMbw+tJSLim29Lr3S4BqYDdo68MADO2s8mq7tIdkHzln0MUjGglyQL82APvRQrAJ1P9N5gzm2oQ2L67+RWslX0srQKxzUHaJpSSa3aVwLQ+8L9ts8sMz8I1Gdkv6MdlAPloCBVr0bzTiAZ6hD+36uAkKzYzdZ+fEhNlkBt84y8kABp5rD/yBQG1Ke5AuZWtNsAF/egCzAUwbpyRtA83GScgYUP/v//2/VTUKpJgBsVUhTAAcDZYdB2FLABncqATNkjRMjReoIcw479HpvcO9Rk1I6+AAjA6tYYuf5RjFJ2nXFj4qzSi/Nh/36bJ8ZtQGFOp8AkrnAurSXodQRo8ZqBmzjkcw4wN3WIAXSyD4tiIGH4N+d5bumQoeMMJPndrMlco8+bAQtCZt812T/nyXZ2UzqKhbdUWQqndCVacnUP3cE1iEjHR+mU9e2/fmu/hlOD4CL9TIeG7WBSTiQS6/tXmM033Sg5akP2lL+rrlzXjCM07mYwlCm9MeUpOBx9mPunkt1XOWL9+X9FoCAWAsoejPQEqGGWiBcjuIGGWTB9qK+mbkyV7EBEkeZIwBiibCu/QX2ggDln7EGB6woZVYKpc0Jz36RAtg9A2gjTGq5T90sd/4vd/7vVpW/QdIA+4AFG1bXuxBbA03yQHQ2LdIn8v0gAztjrj4ID75CMAAR9nnlpIPeKE86VreaLPoo31Bq3pG32/+5m/W9kAuAig0SSZ8ZCS7Jm2DPDVmkC/aPABk7CFzgHp84AAV8oZcBWD6c2CyJjbDa9v4RpFPXUkY/Z//839qw9SYCCGdBzBJ1aA1TxoEsw+dmdPIdDZrlGaOhFi+T3gKAw0TUCK0dFKd0uBIQGyo8x4/78j3tJ2uzTfjpR/h49cKYLMFmpUEMLQxhCkDUyDNDEFnBMLwwpq9zowuIIS25uQwPLSubVAmAL23fYdOit+EGz7gLT6IsxSu5YP7dGgwsNjOaqDBB2UicA0iVPnALKBhoBXWppfPfLzPd+RVOkIbLzizV7xIPmW8abuO4pcBPH/AG8GND35L7bJ8rlmX6aef6i8A+N/93d9VAG8ABrSEoUGZLTkbcJyma7ACSrRvYFibN7hpX7lkBNiQDZZQaHtpc83SAZmNlQ8bwz90Jx9StrBLMfmwPRwQww80vupVr6rl1ZdpTyw9WyI1eEuDDvRYEK5IUAAAQABJREFUHmT3555/aqXkaUAXLyd3qa2ggdIusj42hqZ1TZt1nnQnkFPPwowVABhbScthtEzAmTNr1Ld0Jn/i0OrTWunv5IixIk9aNnbICxgyYQRqyWB80BbIUXxgK5TtaF1pmC+ecYebCUJ+Jf3mi937jwUHsqpGdQJhBmWNxwF0kDNkrNGw6/BtEqpcKkyDNeFjV4GGa8DTuaj2CC2N2JJIV/BkR/CutjOMKs9dMaxLi+d1yacbj/Dh1wIoA6qOlwfxmW1ZJqMaNyMkWAEVcQgdgopGCk/kpUPig1mZWYZyZf7u/bzXDx9yoFqX8t8VX9Y1PPngyimLwYVq2+yRlk09U+Eqe/5WhFZJO7D0RxATMIAHGtryu5e3QclVenFc8535Xs/it79aqCn909KPxOQV/wzb1LzIsmQ58tkVALGM/I//+I+1vWgjJjgGBe3HxAeQ2SUmMYAueWCJRR9S/9qadmFiYHlBOzNg6Qu0DgZrwD81s9Iox1K4lv/5vtbPPXqV27eeyECgn5w0yBqU3QP8wD/5aAAH1IAVfQV97GFMBAz6BnZxyRPaG/3E5IBNob5Gnki3VDzo0u0Z3X5ZF+7xgAbVUjsgR1NGLvjSunpX/9qBIxUsGdLWuQfu1C2QdnJM9Gi1jR80UoAMcGtyh15jinYjrraxUCCuBzBZyxN01eg4DYMQyWd+eW9dE6I2gGmUGqxZkbVHqkyDt/Q6sZmDuAyxgB+Ni3bCabtmI2ZhqTrOzpfXfKf38mv9hd2VU35uQ9Jm3vluz0l/lsNMSMfEB3RybFwY0+GDtV4AzYyCcSIVqFmGzskRQGZZv//7v1+1CgRavgNP07CtO/DXxEv0J8vjakAxMDmzAy0GKLygEVFW4YSRK1oMSIS13RHqXDx0cZmvdPjhqm2Ioz1wbb2Jn2kyjxppSv8krUkeXqRfXlv+ZLylvCqHX1sOfU5dGogBdgM4cA94/OVf/mUdsBjp0jgYjPjrBwY153wY4LUBbaF13sHl+zLM+xLgL0W78H7v9C5lcs+PSz64muDoK3//939ftzoDbJZGAA62KrQxQAc6xSUf9SkahtQs0OgCdmwHTYbIgXxfvj/5kvxY6iva8zfq3XgAfL3+9a+vsk/bWBETHMuG5AJQSzOHB8aLf//3f6+7qywVAShoZqhOy08jQ+uYfG95IZ52wCVvRpVnffx6ALM+3NrEcbMRth3CwOuXAgLC19gMUDQJdiHZMQSYqGwNjFaFINLhdE5ghw2IzmmQh8jlQ/NwciBrSykEWAoBV2XwSz+sacu1rqzK9HlNAedZ45cnv/kavnhrey/emDGgzbkUZkZoA1wOi/VYfCCw8MZyGK2FXUtmXGaU4hLYgB8tRWuE2NLfvV9X+jcmHtq79BNGZoCEEeBKwNCw0Dopo6VCoMasGb3U5GmwR9tkxgXQieun3Uhjic2MCnChCjajpEIWt3XKw0m7ubrkwabiQ7YL/aYtS5aHn75l0KJR+Jd/+ZcKVLT1P/uzP6tLx2zDaBzYh5kEcGbbZtnaCVsv/SbbSr5TvOzD7rkMyzY19F28v+370Kmd00oqF4BCPiqLgZq/c1oster75IM4JjfACVkJ2Bt8LbExZrWcRANhuYyGSVzyYUUM+q1RqnIkzdkf+HH5vHhcuHPO3oveBG1Cyf4EAOjOwwfZcOGb8QEoAeRMdExkc1wB4shTcckY7QKvAJ5cJktaWz6k30LRn+Xvl5DuXN9j+aTy86fRECwGKx3JrFqDpP4DNqwxarAGb0ZqBmODm6Ujg1keNEYrY1D6Viw5GdjMvDRODd2My8zCAL628zw2tjEmTZieQjf95M1vFIDJOCkwPWdZ3HMEFNoMwIzUqHjxDc06JZCm8wEnBJe4ZqWnnHJK5QO1spmIpTeaCoN9+4689658Z+vHf7Fc0p/vcwUyGNO+9rWvrTSbKavD/GYNsIo+AM0gRXARAnYMsZEihAxMhBWhDbywk6CVwhtaG3kR7gS7Qa/L9yzPYtE9Cfm2PFnq8ma7aPvFqDLQIlheBtj1CQM7w02Al8bNcoGlFctJNDH6EnnBeFNbAXYtnWgT3mXQ47rv3RTtAQ+UF3jRftGqXJYwAA39P8sJxJEPNCzkA9nKrsVkT99Brz6BDpM7PKHRJVv1HfL0d3/3d6tsoLHJfPFDmlH0j/IbVUcL4ZegRd+nZdKnvd8EBNgwJqADgLOM7odOkxeTFUtkOQagT9vAU1pe9oO0d8Yc8f7wD/+wyhJyIWlczL7QA5iFaCFLmIdOoWHpaCzGaVmsN2pUAIwGpsPpfAZeDZZxKkNdg5bOZSa1IjoxtMwa3PpkLqP44qqTds3QDWqM8F7wghfU/JCpUfqlsMrnDWWBxp0uG7y8+Str+omTcdOvBTUZnmEZ1xWQI6jNJv1omfgbpA3ClojYuFijJdh0eBoMMzNqdnww63TuQZ5j0S1jvi/fnzQt9ZVw0h58MRYQNSNUbkbZOdhQA1syVM+5c8ggxGhbfeMHwKpNALUGMuDPbAud1OsAHRsBPMSLbl0tNd39+9aNA2071X8M7NqLQVsdAuj6hDolOywT/Md//EcdrPUFoNbkiD0d2WECQIun/bTOe9p3bYp+YcA2uDoNFx3Krt0C6QZtAziaTezIh7e85S1VE61PGIDJSUvtloikM8EhS8hGWu03vOENlUb9BoAB6AA8Lul1bXnhfUvtgE/2jeQB4GHCixdkQwJSk1X93YTYpgeaJpMhfDA+2I2Jb+ocPeQMAEeO0MQYewC5v/mbv6mTQRMntCcfujTLY76wbty1PfcAZm3cGcMw4EVng3wti5gVa2g0MNkooWEzCJoFCFsjpA7W4KhBqQE1MAAHwtbwdglDLYLJerCBjcbGgH5YLLMAMDopl40yO2U+bwyr5JVOfpk3v7aRZ1j6EbKj4vBr8/RshmkApioG6PABUCF4gRI8SD5QndqCrmMmgKFxoHlIACP/7sCd78zyee9iunyfdyRv0AncAjCAB4GpDmnczJDMJKVj72PGhReEGlBDqNsKDuxoO4SbdgD40sC4lx/bKEJ9RYBgs3b5ef9S0b2YPJ3GvLN+0JZtJuuKPKGlIBP4ASMGdo5MAXDOiR0l+QNqpGFHZtBzJDztZZ7/JP/uO+SV73O/2C7LoB9ouzQFZCZ/wItNhyUwZTaIA3LAjv6gz/h5psHRJwATwN5SOlCDL/qDgR6gocn9n//zf1Z5Su52HdqTJ8KWihfKD5yR+7Qq+jmAwk8ZTNbI/F1C9lsSRocJsEkLLa0JMg0tcGKpTH2Tg+7JTbxlomCiRy6QnybA2oPxpaU16V9o2nsAU9k8GX80ApoWAMMR1QYfnU9DhJ7da7SEEdCiw9EcsPPQgalKNWSI3OBt8NF4rXHqpBomg1f5UiFKT3VoHdRs2/s1QL+FbpDd/DynX9sRRnWAUfHaGm3zYhcC+FEZA3+WiHQ22gm8MuMC3GgcbDEHCPDBTNMvjZ8zz+SH943ya8ux0Pfe14Io94QTIWULPW2T9gKIqF87JoBWy4zaiJmYJUNtwpo+Xggz2wRQLJmJpy1Qr5t5Elz4QFiZkRJuWSfK07r0b/36+8XlQNZB8r7bJu8qvC2duAZofcBgpU/Q+AKy8tcvaPfYgFh24idNtkmDWvd9bf6LdZ9l0KZpHXw92uBNNprc6cMmZSYjAL1yKjN7OYM2GxeDuEkO+k1ogB39AcAX34RQn3BP2w3AmOStCFDPKYMfnmRdpH/7XCMv0h99X12pNycGkw3oNDagS98GRo0fgCstC3AHxOCdNMYKkxtjS8oRfMAPPCU7yFNjCVD4V3/1V5VH3tHSOR8/Npb0HsBsLAeXML3GZtCBcg2u7qFdHdLWNGo9mhlXKmGVazAmXPw0UrMM6BqY0fkMQgZvamNoHNAxUGngGvTJYcQrfx0/OySSdQROHlwbVj024I885JsNP6+yci+cyyu/rn/Xz3ObhuEiFbEZpZkJfoijAzrAibDCNypnszAdUYdlG2BZRZx8f5svPqR/vrO+eBH/eJ9fSzMhbUYNmBAsBDFHKAElVMBmk+gCYqnYc/0fUAFiCCoaGzvQzFAJOvwQBsAQXtob0Jz1r96UxfNS0b+IrN2grLMu2sSj/Nrwhb73vlFuVJ20cd37ZX1mHvy0KTLFUQOWok0CtB+gmHzQL8iP+d6R7TPzXIqrcmvPtgfbZeWq/Sq3tkse0iZo5+Se/q+dk31kIDsXssEkx+BtkmMphQyVt3gmCuSrQd8unBUBXvSXUW4Ub0bFW0g/9NMm0ZLo4yYn6kr/J9v0aZpYAEW/JttMYskImifywSTImOKTLOKQjya9ZKR0yQfgjZy0vEzrbzWgSzO+8XMlLxZCVvQAZiFbzCLnpUHpUH/0R39Uz3fxOoOSn0ZlKcmMw2xJJwRidDzChdGdGYc8IOdzYgAHgKiIdVCDkdk0kESFTBVKc8MeQqMFdNJpgH6cRpj33Qab8df1mg1bfHm1wlQZCSAdScdRbp1ApyKAlJFw8azzZJkyryyDfMxE8ACvGOPhg3wJMO+VnmPfocMDcvigs6R6XXh2Ru/KsrrfWD7Ie11d0pnvxBN1aCZpoCG8gDb+tGiEl3pVv4SUuIw0qYEJKvYQ2gEty1/8xV9U4Eq4U5tz2olfy2Pvln/yIfmSZVpXWiY93qi6H+W3mHR6n186dTBfPWS8rC91mO24TS8eEEND4Vwpg6F+QBuhb+h7gIF4+b7Mu/XLPJfqavmXxsi3nkzYyA/l0b6BGEsi+oIJGtBOdiSdaARgyFKDNPmAN8lLcckHy7KAEC02gJD86/Ihac70+byYV3YvtCjkAD4AJ7TML3rRiyo9xggaFMb8ZKD6J0tp1GhYgTx88xOXHCE71bX+b5JLe4MP5AXgQwuzBlRE2+OyDSStnrOtbSw/1rwrMv1Vq8839dex4kACGEddQ9YajwPZ/FjXe9bRrM9aZvpWgB0gRmMzeOmwDifS+awP59koVMQGMk2AYDJoG7CtF+vcGll2XnH8soNiUDadjWmMbR75jhQGng2gBBKBwsDMoIs2wjNtWMwCCBEdLMslbZbLVccBYnQ+MxQd25IZrVTaEklLwOEp4158YxjNtXRnvjVgE/7p8g59Zsy2xjtl1MyZ7YJ6N2MkaIBewlfbENeZH1TNtDaAnDi21ALGhFqXj569Bw/k0TphCyWg2nzH/b7lUZZ1lF+GLdYV7/O9bXv1Pv5c23ZH+YmT/u2VfPFT5yZH+h9AK7+Ml/22zaN9H/+lcOQfecGejSYSOOGURRlT40B+ptZBH0GH5RdLSOfERA+QMYiTN/KQnhaS9ttyq8GehhofpG1lZdI5ijcZtlhXfdrWaJpm2hY2LuQZbREZaSJoHKFloXEyBqhXoMBEh60bushetoNkJLAjHhnBAUWWpdkHsqcEZvCBS5pbWZB+wheiTfQABicnxGlIBt0///M/r8gZoAEyoH+2Kq2BpsZmtmTwMvAbhAATDQ0o0XnNti2nyFPn1Lhoa8xGgAEqU+myoeVVPD/P6bcQLGzzbfMzUNo5lD/gC006Ee2AchqY0afcrgSMztiW0z2XfmaUVKmWURj4AnJ46n2M9eRrV4YlNtqKTC+PpDv98lnYUrp8v3dmGQgMdKCJgPKjXUEvfq0IVbeZEgBDqJmRWitnK0Bjo521AAbt6dr3tffe7df6tWXK9NN8RXvWQdI5yi/DFuPa5X/3HVm+tlyZJsOkSb9uen3OT1z9S9tp02X89Mt88jnDl+JqkkOTYjmVLQcNLU2yMgE3+okB8LAwcrcMpD8YsE3ihOkv+gV5oy95NngboMnPFdGPGL9aMtGv0Cjvltb0a+ltw1v/hb6nNbEDi7mBiRo5hk7L4XZWoh19xgo2lcCJsUD5ABOG/MYVmjbyFqAzXpCTZASwQpMLyOFDgriWvqz/Lm1tnG7Y+jz3AGZ9uLWJ4+o8VH1UoozIND6N0iB0cqxFW5POwcasmpEZ7YKZuLQ6MPWgdV9ARiNiZa5zunIrolMavGlzhGeH7DY4HZxrZ1vVYyP+eJd8cwbjHpgArmgSrL+bVdCemEEId4825aU1AeaodAE7HYyAzTJmZ5IndbL0wglifmxHdEz3gJv17BTQXfqTzMwzw5NfGb6YV+9q35dl8E7+6lR7wTdnfRDaZs94RvBoNwy0CR5AThztRbj17D/90z+t7UG7yTzly3mXn+e2ztrwGnEz+oP2tg6QPspvsVjiXfm+thz80qV/xuPf3mc8dSpuxk//7nVd8pbmrvLp5rsQzyZwBmY/MiInI8pCs8KGRX832bFcwsidphUgoYnJCZDJAHmhPwFvwsgWg2fSlVflTp60fumfvO6GbSi98mvf1+YLcOjPJiUmMYAXsKHPAzJoRiO5QMtETlh6tkxEnhpLHNDnLByTY3KRnABm8MQ4AciZ9KZr359+eU3a83khrj2AWQgujsgjG5WgrNT0y+cRyarXfBVNqBhkcxeStU15MdA0izBwQ8xUu1SdgAn0DYXrrDqgQd7WRwcOGaB1RgDBoCV/MxSNN0HEfGVZV1rmo7H1b9/Rvbf0gQ7fM9IJ0WBphxaJmldnMtMgiHRGHcqSEtUuYUSb1Dp0sp+xDIVundRsQzrCSSflABcdPvnQ5jEu91kHyqMddHmHVoIbf6jAgV4AkBBS74AJXmoHBDQ+Azx4AuT+8R//8Rr7hqQ539m24fa9Ga+/bhoO9HXxK76TjwZlS+VkGvloOVj7ttOIVlLfoHExGBvQc3nVBIYc5fQjP7IBf8kEsiEnN796413fbWj9SJcu+x55rUxkH0cLRAZy4hsrTHId/U8LJZ4Bn0w0gdXHjR0cmQjwGS/YBpIRaCRHxbOkZHleHmSK9+KpiWQu2deMlvhPD2AWmOFtQ8uss8FlWA423fB8buPx85x5QL4sxyFrNgsMq3SuXcJWwbIAtEzlZ1atoVn7hcBpYXRWgzSDXstQtDc6arp8T74r/Rf7mvR6T/tu/pa5CBodEC06C8NBHSu3CVpaotpkbCeN2YIOR2DhCRqzk4mDD9Z9aSMAOlop2iudwcCefOiWZ7H5sCH5t2V1n2Vu7wknAJaAwiuqYgIKGEyhRxhyAKxtoYAwOyjh4wziaqH7Pz0HOhzQ/i2bpKE+MMLui70GsJJLq/qEJRETPrIAwGGQavJDppIb2n/2s1Z2t7Kq8/oFf8z+nBl7N/nHbs/ymP4LmABntEPik/UmaQz02UWSpWmE61A6clRfp4HS74XnpxKMMWQETba4AE9uOffuTcWHpD+vPYBJTizAVaPJhpaVPCrbNp7wNm6GpV/7LK6GqhEa1J0GqaFZt4S8V8Tyj4HYwGMmwU8Dt4brMCczEaic+jCPvgZivKvrRvl14yzUc9IovxQW7pXB+iwDMrMpGgKzAEZor371q+ssgMaAoZ6ZFg0DTYJ0Bl4zB0CHXUzONMwwGKrKj3ZHPPwC6hg66xBmF3inLJPouvzUZggzvErwCwwSWDmbwjNaKCpmRo0M8ggsfBA2qbyYxPrry7xxHMj2TxZo8wxUTUzIRHIAmGHPQobSxBi0Gblq45ZD2IfYqWPHDlCTGukslfzT6RtL6XKioawmbWSfZZ//1959RduWVHUD3774YBqAAQXE2wgISg6SoQmSc87dZCTnrGAABJWg5NTkHCXHbiSjgogEFWlA0SEM1Ad93l/9Jv0/Tta3z7m3+6Zzzq0aY+21Vq2qWbNmVc35r1m11gbA1I+u41UVIgevkHvbyBtJ9kQK9L6xTvdlrIs3IZYuWw/IwiTw/ve/f02MyUKdHcdTDngVJoD5oRyO2G86jQ7mWodLg/fO3htf4e778+0Yko7H5Vtj3dIAtL5ro5rZtM5lgAIoDmAGGjdYLcHY42BvjM1qD3zgA8tgQ98Jh1J+0h6p81IO6HY+zKKADl/F5Tng7rUE5nsDmSHljRuzKp4m3gZyN0DNqIAYS07AjwFv1mVWIh161nm9nWVfCOWWtuh8HKn6Hmk64bXTXcrUvYP3DqAFBCk/7mUzNICNO9zM9MAAwWZlFJxZWWSQcy9nXk8J7FYJ6O/6tf5tAkcfA+QmLMAMHcob63MKJjQ8NTwZAp158liSp0N5Z7Oxt4+r4zUeMpaVD7jQ6XSaSS3PO9DF8wyIGb/Sm6gZ73SeenppgQyAM54mXimeFh4cy0bkAfSZFAbA3O9+9yv69OWmcLzkMQHMptY4jLh0cg3KiC4BzKaGlmeZDgvie/rQ9owx8hqcTqkT27BlqcBMW0e0nhujbPB6wwTYYewtrzz4wQ8uA89QhW4vSxnHIizLXt4ztmYQNvHaaEZOQAl3sBmHN44AN8bYWweW1cyouIW5fyktAMXAlpbSks6+IJ4racy2uI29EorWXglk5dBum9ouzyNT/UAgQ/IBZih49+pNGTgocApuhimBvSyB3v/7GMg4AGJ4IOlF3lv6hceGbgUGGHUTJXvk7BMLje3G27GQVXhwBjD8f5Ov5lruAc7oRNsIeGJMTrNPxySW19mhrpbP2Qp58sV1E17AxzKzdDzfJoHA3KnjJRGeHQAmPPT6btI//fnRup4A5ghIVoOmAdO4y/tlMUmX+KTPWfwmuok3uzAAuQR1OKjZBk1om1G2QZNHQQMbsFA3440+Y/3oRz+6OjijrZxeljI6H+6PVQgvysMDA6tOz3zmM2tWALThmVKx1GFwHRheA4ORUeaB4S41g+CVMgsBXqz3WiYiC8toBr2zGYcBDPQZ7FFux6v+hyvnyG8T/+LynLy4nfWjtL36OzYtn22id7i8zvxTAkdbAvo2gC70sZ1x4GzZhHc3y0l0JS+1vR+8vSZ59MRyDCzvj2Zdwq8yU26WhXhiTPSMW7yaqNmzYunHBM6YZitMXk3eADZL8/YCysNGAC7yAmrshJcjnHmgvNkJFAFE5NDDJr7686N9PQHMEZawBu0hnU1cf2ZQQf9cfwwphKwzQcTAh6UMQEQcGsu86MUYc31aRtIpdVBG3ixCx83AY6zQM7PgvfCRIksqm1yCnWflHO2gbr2OqWvi7Hy338dmZPVTFwPNbMMA41GydKa+loUMaJ4YX6LklVJng9DeGcskZGIGgg4Z8jiQd693vz7a9T9c+kt5RZ6b6uBZf5684SEyz33Om2jl2TxPCew2CfR+nWt9OP24xwHxJkk++MZ7S8eYGAEA2dyvfsmbui7vE380zvh19DpYDuJ9t8RO1wk8p/S6ZSRLYNGNJnLqCZion+V2WxDcs0EADh0ov0kjj6yJog/fAXI8Ol6GUH5kl3Pn6WjUfSeaE8DsJJ1z8CyNmnNvXKAl9zoM42ojJSTsDEzYSGm/BuQcowzEhB6Wcp3OFFo8MWYR1nUtqQAxOq2gc/rYG+BicCpDfiHnujnGP+riACRyHRlhRRxvgbr1N6/I0oCyfnvPe96zvmlihqC+BjMPjE3LXh8GCIEdf7h20nizwMDMrCxlKCdg8RiL4LCK2ySz7QhK20P6j7jeB5Kux/V883pKYDdLoI8JfKafG/P0TO/XSUuH0pc8GbyzgAt9aVIkj7CbxgVeABDLSN6oZENSF/ya4PmchOVz4IM33nMyoCMtywNsdKq8Jr2pn7ra+2IJzTdjnNmmeF/QSFlkSW8erzABzBGUvEbNYAnZ5b3GN1igYG+C2IDFa6ADGSyQss1VvAZAhjVIrj0dqA+80HdWLm8CF6HNWg57YqBrO/F1MICIa1Gnds2IC+FvO9qV6Cj+ZNDk3PlInLMZkiUyMw6zJCDFbMFHpwxQsw0Dzb2lIwPUvh/ruDo5APOIRzyiBrK6h3aq5l7Zvfw82+3nZV0OpQ49j2vHUrnv9npP/qYEtpPAsn9LZ1wkPmMkceLpZq8mW4o2eYxx7GUkX487ltf4dODDBO20007b+kNGr1ADYeoApLAj9kLyoPBU24zMvgj0Kc+9yW7f0E8GPDiW6G3mZ4dMDANSUjYarnM+XrojbfRjg5kfnZ4Va/Pn7EggIlx28sSjpYNZMrL5VgcEYsQxxjqdA8DRgcwCuAJ1QqDDElBmA2gpR4eTBw33XH86J/CSt0x0Phuw7PPgtQCU8CS9I/wtr5VxLILy1SP8pMzOl2fWqi0PkZtNZlyf6s67xFVqoJKVZTig0OD20T+AxZdleWAOjP0yZBDaykJbSFzuK3KX/+A5/J4d/pM29SZ/fav3r11e9cnelMCOEkgfj27Rt11nzGTc5LyJWGgs82xKeyziwr+yvO78rGc9q/Q9ve/L2iZvdJ/NyCav4ulFf1pp8urvUdgRdWZnLKXb6+JNrehT4I294YGSlr0QyCB6IjJzn7jjoTsmgKmmOfwfjZvOrnHTwGn4PNdZeA98HdE6pPVG+zJOGksblpR0KDvKARpLHzaY8izYRBUE3cthwHVaSFqZXIU6rdC/8cGo8+Js5xINf0vei9BR/MmA1Pnx0AdD6umML/XhqeI6BWC4QIE0z8jK8ptZA4BiFmL5iKy5Q23i9SqgwQnwbAopDz0h5W5Kuxvi8BceO8+dN/Gb6iWNZ+Sd65wTdzwUUjEzf6YEDlMC6fPIpD93L0LI9/GTPH0sJe54jwV8hFf1oQv9UePTnva0AiImqKecckrV1TKYpSGbkdkHepEnxcZe/2/E1rAvguV5ewxNgAEaZXgGuLAZ6k0e0SPhQd4up1yLP5ZhApgjKG2Nm5AGTZyzg0HNJlPLSNx+PC02jPHMeLXXt094UBhh4MZSkk2o9ntYUtLBMqC4Ae2fsaFLx/Z/Hz7IFvS8HLThC5/hTVyuxfc07o9miFzCg/sMms5TeFBHoMU6tdcBgZRvjW/iAIJoGJzWfw1wYFB6y0tmId6+smE3Hig0U9deVnjJs5S9285ddp3XZfym+9TFM3mX+T3vcUk/z1MCe0EC6fN47X289+mkSf93vwyJ6/mSZlNcnh3pc/hAl06zZYB3+cUvfnFNfAGYRz7ykbVExPti6dxEzwf6pGfoTx57H+lCh7eO6MLQ7XXpcZuue916vh5/rK4ngDmKktb4Do2chrbnxcYrr7IBH8CJD63d6U53KiQM4Njn4XVgRlrgXbD8I80d7nCHWhLhZYGubeDKn3VB0paebNS1e1y+eGN6R0Qz967DW4/vceKPdjDIupyU1+MiS+BGvBmDAWoHvvpbXgqIkVd6AxSgsZHNoCWbvJUVer2eufYs12jtxaAOgnr0uqZey7hNdQ6N0CmC82dKYI9IgH7Uh/skTv/PmEg1Mibc93HhPmm7Lsp1JpHSHauAP+U7THS9fWobgonuYx/72NovyQ6IZxt8AJTXmix44H1DiyfachPdmLpvGuvils9zr76RQ487VnJIORPARBJH4JxO0Bu0dwJFdABj3dFao28NMLJcdtYtoWbLS97zd+0Va8aY+89eDhtSARqBqxDaduaxseH3Pve5T9G0lBIAU4l38c9STljtcV22rg1Im5ZtVvYNB25T3isy8NxmtQNjv4uZiU9lG6w6e5ROp7eLxXKOWVvWz33vl0v5nuOCZsYpgV0qAX0+/V7fz/XB2JVOyHjJ/TJfni/jj+Z9eHH2IUqeetsS6Hl6jp0ALHhh/G0IEGOiZ4sB3WcbAvDCI80jw15YUg8YiX48lDrg4XjIoPM2AUyXxmFep3Mh0xu2x3uTBtiAjHlYNABvyanjS4eWfSwp6Ux5bdhn73lleBfsBvfpZ1+HvMpVrlJ5LaEAOzqqPTTWO/0tPJo6c9Y6D7Nquy57ZGq2YekNkAFiDGryA97sBwL07MY3+5hhSmBKYEpgP0iA/svBNrg2AY6HWR15pb2N6ZMSbI63q+x5kc5X2k2cgZnYHODl7ACY3SDHCWCOUivEwAIyDGoQrv0akPELXvCCcvPpcPasQMM26nqLBujIfpg3v/nN9d89ELRg7RJAgaDtKmfAIXCbWnlvbFi18RcY6p35KFXzuJDNwM2ZbMnBspK9L+LV3UB19I3Lx4XhWeiUwJTAlMBhSoBe6xNj5MTZD+PMbvTn4r1Z5AOnJsK+1m6iZ0nN910AGF4bXhn5et7DZPWYZZ8A5giIWucRegfocQyse895Sbj3bL7yOrDr7NXgNQFkbMRleBll7j9LSfbMQNToeKdfWvthuP8Ybht5oWtv2XhtGM3OwxGo5q4hoV6pW+ROtonLc3F7bUaxa4Q8GZkSmBLYVRKg17qNCXPb7fXxXB5L6ybAthrw5gM2vsbupYb+dzOht5fOE8AcgdYCUIRuLGNMu2F1LS2g8cY3vrE6lDeSvC0DFXPn+e6LTbiWi6xrAieWk57//OfXpi37PnS6m9/85qvHPOYxtYzUy9aZ8ZGynDtfxeg++YmMe3Ui7wz23EvjeoYpgSmBKYG9KIHotJ14l4aNiQ2Qlk2wj9KLIfZd2ifopQZvvnadGH3a43Yqazc8mwDmCLTCdg2f+GUROhhErEN5Fc6nnAETnhObTnlY/JmYJSJLIfZ2QM9eG/YVWi4/CPpxj3tceVyW+1wCqHTEHEse9vI9uTp2qlue7+V6Tt6nBKYEpgS6BLpNyXXXg+Ki+8QnjUkzG2NJiQeGDbEdIc97nl7ebr+eAOYotpBOkY6xLAYi9oaRDVa8MDZbWTKyJGQfizeNfPtFJ7MfxlKS1699vM0rcz7M9oQnPKE27froUDqiTttdiu73W+hyzSDdj/Xcb+026zMlMCVweBKInkcl13Rf9F+PS5o8y8RWfPIkvXPiPN8rYQKYI9RSOkA6QzqC+6U7L+nEAzE29eZ9fZ+AhpB5VLw9Yy+M//nhhcl/J/nfCp+DtoT0xCc+sd624S7sZefaObwcoWruOjKRJ8aWdY0cxM8wJTAlMCWw1yXQdVq/Prv1Opy8Z7eso5l+ApgjKF2dIh0joML9dobVp5u9AufVal4Yu8W/8pWv1GZdr/1aUgJkvEVjs6+/GOD+s7xkA1Y28fYqdGMdXnpcT7tfrlNP9el1TXyP2y91nvWYEpgSOPEksNRp7rfTb8u0XVqbnm2K63l24/UEMEe4VXQCx8E2zsadp/N5/dn3S+yH8Tq0j93xzmQpCIvoWV6ydulDdZaY7JfhnUl523XkI1zFXUFOnQ+lvoeabldUajIxJTAlMCWwjQTosoRNui/PPct19F+PCw3nTqfbpB7f0++26wlgjnCL6DCOAJh0pF5M70yeAyq+X2KzLg+Mj9M52yPj40PSAy4+Ymdjr93j9sl4VVo5oefsSEjZPS7P9vpZ3VKv5bW65Znr/tz9DFMCUwJTAntVAtHr+Kfn+n3iUrc826QDe97ldfLv9vMEMEeghdJJOqkY0IM96x3LTnGAxVtJ3lICYv7jP/6jQIp9L/5p2XH+85+/wIvyejmuc+9Zyu5x4vdD6HLr9cwsIgBSXfvz/VD3WYcpgSmBE1cC9Fn0H90e/RaJLPX9pvRJ0/MmLnT2wnkCmCPUSstOsh3ZdJjeWRInj30x+aqsb8DwzkhrH4x9MQ7fh4mBTl5pOs3tyt+P8V0GAMyJLIv92L6zTlMCUwL/JwH6LjovduD/nh7c4yxvtxWd3l7TnRPA9JY/zOtlx9iO3KZ0yzj3wrKjHUpcZTxBfzbJ7QQVxVGr9lLGy757JAtOWWj2sXB2yzg7wFaZqZMyc71dmeHxUPhb0u40D0bnYM87rX4tX3jbRKPH9etOY7vr7dJvF78dnRl/9iRwJOWLlkMfST85e9wcv9QTwBw/2c+SpwT2jAS6wswyXZRdV35Jp2J5vqmSyeNZz+M++cT3Z5lt9riklS8hz/PMfQBMaCTtprO08iSta7RCr+dZ0nYvbEorHm0H2o6eXryQcuum/UjrCC+5bkm2nidumSdldBqhI275HB3Pe0jdOm3PE+86z7arizQzTAkcrgQmgDlcCc78UwIniAQYJQYuxi8GK8aKGPIsIsmzZXyeL8/SC5120izjcp/n/Rw6Pc518nie66QJr0mX54dCq9NI/sTlPuBgGb9dOeKTJ0Cg8+J57kOj08510uTeuedNvHSh0/OISzx+ki5xOSfP8j70U26/n9dTAocjgQlgDkd6M++UwAkkgRgvxpSR6gbLdTdsud4UT2QxckvxSd+f534Ztyl/0nbeQn+7uDx37ry6TxmhK66HPBeXvEkbwNHTeyaPYxMwCb3QcG8PnOC/0hL6c3Ghm+c7xfU0y+vQXcaHZ89zJC5p3Se/64TE5b4/S9w8TwmcUwlMAHNOJTfzTQmcQBKI4VLlGKEYp26sE+ecdDnLGxAUgxy60vR00m73rNN2Lcgb2uFnSa8/96zTKSJn/Wwqt5fT0+bac/RTtmtl5F66TiNleJ5r6TfxLG+ng/YybhPt0Mq5Mo0f+R29DZKm006cfOgDU/gIL6GTuM5DyprnKYGjKYEJYI6mdCftKYF9IoEYp03VYegYM/9y+81vfrM+BeBDjAybZ/2QDq1uHENT3M/93M/V/3+d97znrQ83erYpbfJ0vnK9Kb24GFyGO2mSJ2c85zppUlY/S9Ofu3f4npP/LvOXH+ShzF/6pV+qQ528QSgkfcpzL6DpyH3OeVaJzvrp5ff4nfJI5zm+0j5Jj554wbMepHH4zINPO/hjwP/5n/+pdD7rcIELXGB1rnOda+V/2YROs9OZ11MCR1ICE8AcSWlOWlMCJ4AENhkn3zD69re/Xf/r9bWvfa3++qIDBQaxG+vQIK4YYmf//3W5y12u/gOMwV8a0k3iRcshf2h1+imDcRaPZk8nzjNx/dmmssRJ7+jlJR548QFKf7zqf858EsHHJ694xStWvaJwQ2OTTFLngAy0w9+yTM/Obkh9D6WuS9q+TeVL4f58FpDxeYerXOUqq6td7WqrX/3VX11tqh8akdeS3ryfEjgcCaS//djoYD+cAhwOtZl3SmBKYN9KICoi525M/UfX17/+9dUrXvGKMm5nnnnmjyxREEoAgut83yjxoXmlK11pdZ3rXGd1wxvecHXgwIEfARryJyzBiPyeO4dWgEDyJD50cu95rvMseZbnXobr3EvnmlH/4he/uHrRi15UH6T0LSd18dcf6sXDJOBfkGe7gKdNz8Orc0BIj5PHkbjltfI8Wz53H5m57nTy7LOf/ezqwx/+cB0Amr8yudnNbra6xS1usbrUpS5V9ZPWIYRe3cyfKYEjLIEJYI6wQCe5KYH9KoEYpWX9GDpLJ5ZNXvOa19Q/p/PGMF7y8M74l3WHtOLN3H/qp36qDvSkY9R5K6597WuvbnCDG6x+5Vd+5UcMccpFYycA41nKSZ7EiU9IfcTlOs/6Oc963jzveV3709XPfe5zq2c+85mrv/u7vysPzC1vecsy8je60Y1Wv/ALv7BVJ3TlWdJNecrIdWTZ4zwT33kIzfC3PCdt6Hre49ATIi/3rgXp/Onse97zntW73/3u8jTxsvlT2Tvd6U71lfCf//mf3+JZescMUwJHSwITwBwtyU66UwL7SAIxeJsMkmc8MIz3Jz7xiRXvS/7DK/+4/g//8A/19xjS2QfC0F34whdenXTSSVsGlFfGH5Re+tKXrv/9YuxjkJ27USXa8JTrGMzEh1f3+GCMGdw8T/NIl7jkyTPxvdzt0iU9GfBSADD+DkR9b37zmxeAAcrUKSAheXLeRDvgIUBCGtfhc1MecY6kQaPncU/WZLGJF3lTZzRCRzwA8973vrdAjKUycXe84x1Xd73rXWuJLG2mTsmX+s3zlMCRlsAEMEdaopPelMA+lABDJTBKrh0xfq4ZPJs6v/vd79bmVf+wLi3PzH/+53+uPvKRj5TRk4bn5dd//ddX17zmNVdXvepVy5BKi8Z5znOeAjcAjr/NiBGMF+d///d/69/bw0v+YsM/tdtA6j550HPIq1zXeP7xH//xOqSXFv/O0qHvLK3lEWnxscnYyxc+6mL8dA/Ml7/85fLABMDc+MY3LgCTPPIDEsojJ2XbM+M+Zf/ET/xEle8shNe6aT/4tVxl8zQ6gFNAi7r541dyVxfx0ot3JLgWjwcbkLUhOmRAvjbp8i594AMfWL3zne8sD4w8vC93uctdVpe97GW36hea8zwlcDQlMAHM0ZTupD0lsA8lwMgxpDGQS6PqPnGMqn0hlpZe+tKXFpg597nPXRs/b3e725V3AugAEHpg2BMYUptjgSNvv/DuoC8Pgwz0mPn/7M/+bBlZxh5vaMQYy+taYIjtRZEHDfVxzltUwA4QgY50/kiVEUezBzwkBAj8+7//+9YS0pe+9KUCFQCM46Y3vWmBs8hGGQDHf/3Xf9WhXngAQICrn/7pn97i04ZmcYCNstBI+fiXj5z/5V/+pWSsDviV3vGLv/iLdQCG6JJbp6Ee7vGDj+985zur73//+7XsB7yQ1YEDB1Y2aPOyvetd71p94xvfKLkBMDwwl7nMZap+kck8TwkcbQlMAHO0JTzpTwnsAwnEWPaqxGh71q97GgDme9/73urVr3716sUvfnEBEQDCXpfb3/72tfnTkhIAsaTDwMvvrZfPf/7zZTx5OBh8gYFmiAEihtnSk42kjig2Bt1Szsc+9rECP0DNJS95ydqv4c0ZXgkB/96wed3rXldvUynXq8HeHgI8pMOjdKmrfEu5AFi8FM94xjNqDww69sAAMPHApJ7SfvrTny7+LMeol31CATC8Jup10YtedHXlK1+5lteAqV4m8CKf+nkzyEZqHi808Am8AIgA0AUveMEfecur82+JDVD85Cc/WXQAFYAIMEp+b4hpE+358Y9/fPWv//qvJRNLSHe+850LwCgn8kk9lTPDlMDRkEDG+XwL6WhId9KcEtgnEuhGU5VipFx3Q9WvPWMUA2C8mcOTAsAABgDMrW51q/JuMLS9DPTlY0i99WLvBa8AetIG8AAI7nkJABOv9KJpAzCvyVe/+tUyym94wxsKmAAwV7/61eutIMCC9yaB8X7qU59am5GV47Xg61//+qv73ve+lU45+Op1l7fzfSgABuiQjoeGJwPAArSAAwFgACjwygsEeHi1/BrXuMbKW1rkxxsDwAF06viWt7xl9Td/8zdFR3zAliUgMooX5eIXv3gBKbLvni/85PXvz3zmM6tvjTeMyAAPPDbAFKCILj5t2NaW7m3iBWAsIU0AU004f46RBCaAOUaCnsVMCZyIEmA8zeR5YF74wheW0WMIr3CFK9TmT2AjhhQwAAYCgryO/PrXv75m+/aTeG4pg0eC58W+ER4HSx6ugRHA6FGPelR5Ayg3IOGjH/1ovd7tzSi0r3Wta5URt/SR15rF82I87nGPq6UR9A6MJRNvDj3sYQ+rcvMROu0YHpdtmiWk7oHxijEPzE1ucpOiAwAAZe973/tqL4mlGoFcLPVc6EIXKmBiiQaIUG8eIDRuc5vblKcJUABU8JxNtQAekAV4+bica8DEBmr1kZ78gJdHPvKRW0tJygZafLvmgx/8YAEiACoeIAAK6ELH0hRa6kAGATD2wABZ6M8wJXCsJDABzLGS9CxnSuAElAAAw5Pyqle9agvAxANj6SEeGIYwgbFkQC0dATDe6uER8EVbS0++q8K7YqnkQx/6UH13hUeAl+ESl7jE6iEPeUh5Yiy3ZPnoZS97WdFA++STTy4Aw2tg30zC6aefXgAGLftlABjLPg9/+MPPFoDJW0heo1b/vEaNFlDAc3HaaafVpmZp1OV85ztfvT5u+QsIAPqAMzz98z//c22mBRC8Yg7EXOxiFyvwAHS84x3vKBnhGR1eI0AOYJHXkpblJV4e5QNCD3rQg8qzAzQBJOiQEW8OuUrH22OjNTDEk2OJzZIXT0+8RRPApPfM8/GQwAQwx0Pqs8wpgRNEAucUwDCqvC68FAwnL4vXroEPBtzsn8cBwOHN4EHgIfEa9r3vfe9abvGmkyUoIMAGYq93B8DwhvDAADDxptjX8fjHP76AA8/HSeMVb+kAGHtRAI0sHyXPshl5YHYCMNIDFc973vMKfNk0qxyA49RTT629LrxL9rVIZ98Q/oEPPABoD33oQwtcWEbiMQHi/IUD/nhfACb7eyz/BMABOYCHJSkA5573vGctuQFLANVrX/va1bOf/ewqFx2yvu1tb1teMl4qAMYSkz1Cb3zjG2tvDBAzAcyyB8z7YymBCWCOpbRnWVMCJ5gENi0hHcwDAxwAGoy75RVngMZSk/0YvAYMPE/J29/+9gIMvBUMv+Wlu9/97gV0bOqNAeddAGAYdV/EtTGXB2jpgXnMYx5TdHkzLOXwmvDoWLIBGBLODoDpS0iAiNeQfQiO94WXBD/AglfKeX2AJB4oG2gtDwFx73//+wss4OkBD3hAeWJ4mMgBuAO4BDxabrJ8xJPyt3/7t6szzjijZAQQkZGvAgNL5GPZzdKaPUKW+LQXT5dv1qj7da973ZK79rAxGBACYPCubSaASY+Y5+MhgQlgjofUZ5lTAieIBM4JgCEaAMEMH5BgyHkJfvCDH5RRdma0gQFLI5aXGFPGmQcmAMZyDC+OfSIvf/nLy0vBEDPKAIzNpx3ASPfYxz62AAzABEww4n0PzDnxwHQAgx9eDBuG8Q1weJ3cRmFeD4Ai4EjdvX0F7OCfLC0R3e9+9ysvCm8MfqQjD4Alr1NbgiInoI0XircK2AmAiQcGIPT8TW96U+0TApzwYU8LOfEM4cch8Pi87W1vq31FaE4AU2KZP8dJAhPAHCfBz2KnBE4ECQTAZA8MA7v0wGQTL3l0gMDzwhDbPMrDwuNiY6vlEq8b8zowuEAJAwsMADD3uc99agnJPhHLT5Zg4oHZCcBIB8BYKgEKeDgsIdkUbBkFnzwmQkBG3bSfTUtIAIz/CwKGvvCFLxQYsZzj2zR4PuWUU2qZipcnr3WjD0Spu0/3Z3kH4FI/tIAL9bfHyD4XdSUb/AMXPCaWfiIjvAMwNiajQT6W3WyW9hYTYKVcbypZhrP/xZtdZCbIb5kNP/bM5DswgODcxNs6wbw8ZhKYAOaYiXoWNCVw4kkgAKa/hbQTgImEGFKeAUsnvBaMJS8Moy7YWMp7wHgDDcAAgGEJiXH2phEPRZaQ4oHpS0gMb38LCYCxBwZQwrdXsQEYb+zYf4J+B1i5Ds/O2wGYfAeGxwiYAmSkBVh8BM6mWm8g2TyboK6AG8DwrGc9q+qPj3vd615bAMZGZ6+Yowu0AIhkZx+L/S08JEAM+ZGVPTCWh9DwXRcACph661vfWvuJgBXA5h73uEfJ0DJTgvpOABNpzPNukMAEMLuhFSYPUwL7VALnBMAwwPIxlja7AjBeB2bcLaHYqOqrr8CHvRg8CAABY32Ri1ykAIy3dXgPlktIAIxnfRMv0YsHYJ74xCduAZi+iRcYAAoS8HioAKZ/yA6vr3zlK8tj4kNwQFiWkAAmS0ihywskvSUk+1N4nOxPAT6ud73r1d8x8Jo4AB0eFx4WMgBCeKPIxNKSjc7AnOc28QIolti8uWWfDA+MryX3JSR7c3h5wo86eyXd3whYSrI8NZeQ0iPm+XhIYAKY4yH1WeaUwAkigYMBmFvf+tbl2WAIGUiBx8DGUptdffyOd4URtcnVsgbDaiOvb5LY4Op/loAdyyE8MPZ3nDzeVgJg8h0YXo/+HRgAJq9R8zrg0x6YpzzlKeWt4P0AlCzV2MQLwPBWJJxTAMMTYiOsunllWb3tx7Fvx2vSvv5rqQZ99QNe8u/P0tqf8sAHPrA+GkcmPFtvfvObaw8MmfA64dlbSDxdvC5Anj0u3tQCwvIWEgAjjc29NvF644kceLfQsOwFKOGHjLQL3r35xWuD9gQw6RHzfDwkMAHM8ZD6LHNK4ASRQADMdntglgCGUZbH8hHDzajafGrpg+eEUeWx4DHhAeA1ADx4YJYAhoG2hwS4AYSAB8DEF2NjxC3bAAvS8VIoz9dtGewj9RZS98DYu2NjLuDxqU99quqKT6DM9214lgARS0HqB1ioH7DD42RJ58EPfnCBKx4ccgUqyIx3isfkbne7W23ABTgAuLxqzRsFwFhCsscFwLMkZbMvL85zn/vcLVkrx94dh303PDMAIE+Ng4x4fCaAOUEG8i6tZgCMQTzDlMCUwJTAEZXAMHLrsbF0/eQnP3k9vBjr4cVYD9CwHl6H9fj2yHosi6yHcfyRMsWNTanrJz3pSethYCvPMKLrYXjXYyllPZZW1mP/yHrsjyk6Y/PregCf9QAw62GU12PD63osi6wHCKl041Xr9fDIrNEY3oT12Jy7HptO1wNIrMfbS+vhSVgPgLMexno9lqmK1jD06+HNWY9vwKyH4V4PgFD0wijam8Iw7Gvljf8uWg/QVbQGgFm/4hWvWI8NyVXf8fbUeoCQ4kM5Yxmpynr605++HkCsyhpek/VYPluPD/etx96bojOWhdZj+ajSDK/UegC89fiq7nosC63Ha9Pr8cXc9dhrU/H4HZt5t2iQ4wAbxdP4js56gJr1AEBVpwEG1wNQrYf3Zj3A0xpPZDU2F5eM1Ukbjm/prMcG4OJl2LOSJd7GHp5Kp34zTAkcSwkYrzVmFbpLQdZka0pgSmCPSsC+DftX4oHhgeBhuPzlL1/fYeGB4Tkxk08w2/daNM/Bc57znHpdGh3eggPj1WZ7O3hSeAB4Z2yGtYGVV4YXgoeGN2OAlvJMeDvHl2+9usyTYR+IvSSWW+yrsUTC42GpSlreDN9R8Ql9SymPeMQjtr7Ey0MkUJe5Dt/OmzbxWiLiObKRlxcFfd4ly0i8K+qg/vatePPJso4Ny2h5o0h6XpB4aSylmXl6Q+slL3lJLenwoqAhnbeILAORj/0vXrHmMXGNb/8FZQOzjc7KFOfje745YzmO90sbWM6yn8a+HEEZeNKeeObhUeZ8C6nEM3+OgwTigZl/5ngchD+LnBLYzxJgGBlfhtZSyPBCFFCgdCzj+Hgbo25ZowMY+RhQn61noC19+OZL/n8HcIixtmQCzAAmQAhAYt+GPS4OaS21eJvJF2vPGB91Y3jRV443i2xkzYZXy0z2ngjAhOUWbwgBT/gMaJG3X0vvnnH3RhDgZdOsjbiWq7y6jB97aSxPedMJaPD2D5ACsIkHwhxoqaMyLXP5qjAavs0CBNmPow6+oOvDcmgAKKkXUKZuAJ19QeSnHYAatMiI7LWDAJjgCT+AHpmRK57w4m0poM+mY+DOvhlgFI9AKNBo+YucZpgSOFYSmADmWEl6ljMlcAJKgAE3c+dt8PYKIwsw2H/BsNvXwggyuMvgQ2+MvM2nNqKiA3wwqLw4NtkywowysGOPBgPOKDPQvDDSes4g2+Pi+yV4ECctjwVPC28EPuyXYcwBL28F8Vb480NeCGBiGQAZRl6QHxDhxQHYgAqeIxuP0XHkQ3XieXzs3bEh1ttG+bYN4AB88BQBBF535n0BsoAqAEK9BCDJq9RnDGCmPJ4RAa+ADlBx8vBEedMIyOOJUWcghux4wtAjV8ANLTL/xCc+UZt08QksRRbaTpx0wBo+8ebrvrw5qV/4K2bmz5TAUZLABDBHSbCT7JTAiS6BeFIYPJtkGVvAgXHlGWCQgRDGbpPB8yE7RpJXxIZWSyEMLYMLwKDBADP48WJ4zlPA68BIo8ujAUhZGmHIASF8AB4MrvTSAlHAR5ZHPPMqtQ2tNhEDKD2oXw7lyA8E4BkgwS+vkTqic2AsfwEl8gjxTqmbD9Cpr/x4tazG60FBAy2Wu9RZ/gRl4hUowTcvi7rhA+jAv43I8ioDiAPe0AZugEjgTb3QwhdaeNFW+CcnoIWs0dF2+OOB4fFSljejyJt3aclfeEVbGTNMCRxJCUwAcySlOWlNCUwJbEkgnglGjgFz73ppyGLQe3zP6xoQYKylZZwZSoa450nB0ot3LGl7lv9W8hwd4KSndy0s8y7j0JJmWSdxfRmoiJ1FzzP5Ahr6M0AMOAD48GS5JnSANnm3Kw9N+YAKXhEycriO/Jeg/HYAAD1iSURBVOUVUtfwn3tnaZRJ3ugBWYAUOaGVtOhIi0bqH/rO0gmhmbjE18P5MyVwmBKYAOYwBTizTwlMCWyWQAxaf9oNmevcJ03yxNDlOUPJu+Ke8WfQY5jllX6Zp9MMHXGMM3pCaPVyQydplLMpyOPI89CQ1vWSpzwPfWdlJB3gYFnLoX68HcnT6xpeehmu1QsISp2c5UM/dHpe1+HF89AT7zq8AC5ohc9N9JLHOTRz3cvuzzyfYUrgcCQwAczhSG/mnRKYEthRAkvj1UGBa88DABBK+hg6aWKElwVJGwDgmTyOTsN1vw/dTqun6UAh+Tp/y3yb7lNGzqGTc+ilXOmSFr2kW8blPvmcI5vkcV7SW9KUpsvVfeICVHq9en7X6Eu/DInrMuw853qZb95PCZxTCUwAc04lN/NNCUwJ7CiBGDSJYrwSt7zflKanlT730uY6dHIWH1DDkPJqiOuGueeV1r38ARbiYuAT18vMdcrs5eVZyujG3DMh5SV/0uY+aZIu954v0+QeD8IyTfLWw7Oep7zE5b7n7XGddvJIK96hjl1O0vT8yTPPUwJHWgITwBxpiU56UwJTAiWBGLFN4ojh9SzpNsUlr2dJt8yzzJd0jCoAI7hOujwPzRhh6TbFid8UQk9+18krrTISl/tOI3nDi2eJS/rQyH2nJ05I/qSVJnGhl/ukT3wROIvGknbyhF7oJ0/iU3fy7XlSVk+f63meEjhSEpgA5khJctKZEpgS2CgBhi1HgEQ3dv06BA4WF3rdGPfrTqfT2imNZ/15ykArzzqtlNHPDLqQ9HkmXzf24jfFJT7n0JG28+a5sCwvND3rspY3z1xvAhzybBeSNzSTrvPlWuh8ps49LnnneUrgcCUwAczhSnDmnxKYEthRAjFsmxIdzLBtMpCdjvxL+omL8ZQ+5SSt+8R5nvjkYag7OEiani95NtER57kjzzvt0MvzpEm8cw+hJy58WRYLD0mbdIl332mHh8Sl/J7edeJ7uh63TJ/ytzuHznbPZ/yUwDmRwAQw50RqM8+UwJTAIUugG7sY3xg05/68ExXvkKan62m2i1/mTbplWeITPIuBXwKYni95lmV0Oq57HvedtnthmWYZ15/nOjIEYHr6ujnrB48pL/z2tJviev7k7Z6aPJc3vOTavevcJ23O4meYEjjSEpgA5khLdNKbEpgS+BEJxBgyYss9KQxfjCFjKcQYOidvf5Y0zt0wxngmj/v+POXIJ6ScZZrlfU8XGtLkuj8P3fAQICSN6067mDiLjyWNPENHkC95U254SF5n6ZWzlFfyhq/cJ497eUI75afsfp/yEoemo2+UzrOcl3kSP89TAocjgQlgDkd6M++UwJTAQSUQo7g0uDtlPDtpQ2eZx72Q8pMu5xjV5BO/3XV/thPdPOtAQTm9LLTCUy8vZTgnJJ370N70LHHKDXhJnPNO5Sx5Tfqev18veZJfXC83vC7TdjrzekrgcCUwAczhSnDm3xUSoEQzu6c8d5oN7gqG9zETjJZDmzgEbZJ2cb98njTarXsC5IkRzDm05OmhP0984pyTL3HuE8Jnyu7pkyZx/d41OvL78FuCOLSyzCO+l9uv8yz8LMsJzX6WRpnKkK/Ty3XoLJ93Osvr5A0vy+fupem0E5e0/dmmtEk3zweXAPlpZ0eXa9dv9J7nwrLPHbyEvZ1iApi93X77jnuDNGEnJZo0Sf+9732v/oTPYNap/fmcr5kKoRMFIK5fuz87IWXKE+MQeilrSS95+vOudKSXRpw0FFHikjdx4pOu06sM4yfp82x5n3TL807pPFvSS5z4ntcXc32C3p8i+rQ9Xn2K3qfxz3ve89Zn8qXx78gObaatfLLe/+n4s0Fx6PY6p4xebq9Dnnc+O289bdIkLnlz77xM05+5lieHP2JUF5/fB2R8xt//DfmfpfAgreuD0e3lhK9NefIs6Xua8OVZl6H7ni95NsUl7TKNe+kTL52wEw3Pk37Z73fK61kPvdyUF7r9Wc+zvN4u3TJ+SR+dZZpOe7v0ybNJbp71550eOfmysv+k+u///u/6CwzjiH7zD+X+SkPwH1iea2fjx7NNvIR2ysv9Xj5PALOXW28f8p6Bp2pRTNtVU1qfT/ffNv6kz2GA+/O8a1zjGnW9Ke8mRSLdoZbd04W+OHRDW3z435Te84CQGBjpepz7HKEdmkl3sPL6886TayG89XQp44cpfvibdInLvbTJK861PwD0p4Gf+tSn6o8YGXSK9cCBA/VP0f5h2Z8W+hfmv/7rv67///HfP4z95S53ufpjRfUTQj9lpPw86/fhqcf16/C3KW/S9TSJy7nTDz/4dPizRPXJP1nnzxKvcpWrbPWDtNnBygfe/O8T8AfMAXYAXsp0TsBTeO7xnkeG6V875dmOTmjL6zohZfU4zxKfdMvn7h3S4Wv5/FBopIxOK+XlnDS57+eUnzhy8h9UgIJAh5A5ELpTSBmht6ku8ud5aCVfnuW5+NBwbdzoB/6J3Z9n+jNOY+ek8cegV7jCFerPOtH43Oc+t/rHf/zH+jfzi1/84jWGTBbyX2G9vJS5jBO/F8MEMHux1fYxzxnMB6ti0jGU/un4He94x+qDH/xggZdrX/vaq1NOOWX1Mz/zM0VG2qQP3U0DOApfGs8d8iVsypNn/Zw8yd/LzjPpO71+HVoUmPRZhsBfdx0nnXjpGIRNdJIuZSeN+9QZ3eVz+Xqca4f8odFpe4ae2SBl+/znP391xhln1H8YUaxXvepVV7e+9a3rH5K///3vr970pjet3vjGN5bi1Vb+EfoOd7jD6iY3uUnRDz31coTXbvjCR/jqPC95k7bnzXPn0Olx/Tq8JC06Ap54kz796U+vXve619W/Qqv/RS5ykdUtb3nL1b3uda9Klx90wqsy5XdO+dqcMWWUvvSlL630ZbTyh5M9b2g5hx/lhJb43C+vlStPT9vjluk7Hc96vipk/IhLvDjp0BT0L8BMXO/Dm+KWZff7Th/dlCFefVJe5OH5Mo98PZC3fxD/5Cc/WfTOf/7zry52sYvVP3BLh0ano4yU1+kkbXiQZlm2e7SEPMu9uE6b9+Xb3/726l3velfxZoJmcgYU3+Uudykvs3rSfR/5yEdqMmCM3e52t1v9xm/8Rnk7O98pTzkJvexNz5Nut54ngNmtLXOC8tUH3HYikMZAN8CBl3e/+91lKL/+9a+vbnrTm65udKMbra5//euX0l/SkNfRlXfSiN8pZIAnnft+LW/ud6ITBbeJh9BAJ7S2U8adH2lzj0a/3sRLp+95ytgu7aa6SouO+iS/6x/84AeleJ/5zGeuPvShD5WXDDjhFbvb3e62+rVf+7UVAPOa17xm9apXvaq8Nec617nKO+P5LW5xi2Ij9Ve2I3LbqW5LOWyqzzJuJ3pJu5SXePnE8wKefvrpq5e85CU1WzZrBtiAsQc/+MFb7ZhyOo+uBWf5vvnNbxZ4YawY1Qc84AGrq13tauURkD9HZRo/hyKTpM05ZXZaiZNGfO53upY26VwL0vfQ+ZPWkXKd+/Nl3tDpZSRN6IRm0jonzfK6p5HPcp+lvy984QurL37xi+XBPd/5zlf9lIfjpOHp6GXLn3tlpJzwkLh+39P38jddL9PqV/rD61//+tXHPvaxAijGzjWvec3Vfe5znwIz/mjTJOH973//6s1vfnNNDn7rt36rJgFAjD8EDZ8597JTprhNz3va3Xg9AcxubJXJ044SMOjMVBlKs6Y///M/r6UKA/DhD3/46sY3vnEN7r4HJoNz04xvU2FdseY5Gsp2uM59njsvn6Vc8YJ7PKBvJhrDXw/HT+h77pmj583z0M058aEj3tHz5pkz+p6hHxr9+fJ6JzragqzRQpcrnuJ9xjOeUV4xzxl0hvjUU09dXeISlyhj/da3vrW8MNqRIrrsZS+7us1tblPgEx0BzYTUsfPd+TpYnZI/9FLvnMV3ev06eZJGWeGNofnoRz+6esELXrD68pe/XHUzg7/Tne60etjDHvYjNDudfo3GN77xjTJUL33pS2tJyhLAn/zJn6xudrOb/cgyUs+XOoUXzyK71Euafi1NT+++h9RbnHy5D42etl/vlC48OOv/aOn/CTvllaY/d+1AIzypsyM081zepOlx0to3Z+mP54z3FmC80pWuVCCbJ+PCF77wVrnkFbkuZYeuOolfPpPH88R3HlwLnuW682rcGEevfvWry8PyV3/1V+UZOvnkk1f3u9/9ij/LXJaPTBSe9axnFT2TBZ4/QMcSZJdJJTjrR1nLcvvzvXA9AcxeaKV9zmMf1IdaVW57a8MUz8tf/vLyxhwYeywe+chHrgxwHbsrDXTdRwkZvBnAyu8DuSuU8Ja02/GHbmgmjfuE0F/eJ03O4U+6JT1x4TXpE+fc4/p1zyO+85J75ar3Ml/ob4pPXvSS1zXvSgcw2ioeGEt7gArl/K1vfavS8aSZKZ773OdeHRhtyIXfecSDkPJyXZHjR9ou/85rT+O603UtbW/vXkbyhl7y5pz4DmD0SZ6UABiAupebPKGRMtCwbGQmzTNlQzB5AIEADA/VdoYIjc53aIvr8cvr8CU+1+l/ZJK4PK+I8RM6ysmznJPGs+2epwx5ki88y79dXE+TcnralCfOtXIcm/YPef5P//RPtfTHc2EipA0Y/bvf/e4FZCzXJISm+15mni/LTjrxuXbOfUWe9RN6Pc71EsDYLxYPzL3vfe9aWvzJn/zJAmL4f85znlOeT14Znswb3vCGNdaylyd16Lwuy8yzZfxuvZ8AZre2zAnE1zkZNNatP/CBD6ze8573rN7+9rfX5rbf/M3fXP32b//26opXvGIpLQqJcbQnQXrlGPA26bn2powNwNJQFoyovQY28NmT4borW00inzgbVW2ylBdtZwYGDYdyDC6z6BieNKn03NfKxqPn0lM8XNpo440BsxmPAgYCpJcWTbTN+tBRP+kpKM/QOs95zlObENULn9LgEe9opI7o41d8ByHSxsWOH3xGFtLhlXyUhRYaqScPjE2HjK82wjt3NuMQAIMWQ8/7oh7yahd8oxc54EG9OsjQBkIUf9ok/ERmnuM77WzjsLokrzLxr62dyS6GuxK1H/nwRJbaT5Aez47Pfvazq1e+8pW1b0WdLnrRi67ufOc7rx7xiEdsUel8u849etrHMoGZtCVR5ZDFox/96NV1r3vdAjD4XMq69yU8arfIS5vgLW3EkHmWcrcYaxe9jUVLK4/4lKUch3YVyEwfxR/ZOyfIK+SsP2pTh/ZAI31Le+BZHR34FidveJDfOHC4VrY6pv+l35AD3uUPT0Cg9OqibEtHACOZA57qcOUrX7n2LgHZPDABjvoo2mSAJlk6yEFdnI0JfPN66It4lk8dtacy9UXl4w3PDnSMZ/XFn3yey8tDpF/x8HUAYwkJf/Kgab+UdPZifWtMDIBey+n2k2mP0NUWaCcoqwfPlnH9+W67ngBmt7XI5OeQJEBhnHbaaaXszVwtS1j7ve1tb7v1Fgslx038la98pWa0lNqFLnSh1QUucIFS9N4Y4X5lcDxjMKyBX/CCFyyDK51A4TgoLmdKjIfha1/7Wrmd85ojZURZegPFa9yXvOQliyYlE6VAQXBVf+c736kZIKUm34HheaAs7emhtDy/zGUuUzN5NJWBVwrSGz1m+Hi2WdayxXe/+93iLW/7WMP3OiU5ffWrX600ZvXyUK7kgIZDvTt/FKfN0V7PVCZ+gA2KWDoKl1Ikn5PGPgEzVfdR2tsBmJOHZwyAudSlLlVKn/wceELTK9ZmmN5GEq9cPDAMDnyRv3MUcpQxvtRX2wEPZCaO4SBvs22ginKXh7HSLtrJJlnGwBse2jghMlEmXsiCrHmY8CC9/qL+6L73ve8to6jPiQNgeAQT0EHTgYcc+iH+bMQ0k7YfQ7/An43Al770pcvA4RGvDCSjLb+8+or9X2RF9uoAXJEBb5Z82ol8yU0+vEiHl84XXj3vQRpG0jhRT30/r+6SA1nql9oufUp7pSy0Umd05LU5lUzxq42AEXUyBshO/3SQQdoE0AEWtIP6Zuxod20hv7GOR33duGLg9FO8kaM4/U3Zf/mXf1kbZOXBE37J10TI2bKnvoouvo0jbYuGdtdPlZUD7+Rsr5d+SK74NZaUQW7Ga8ZRdIV2AfDl1W5kRa4CPl85gMmHP/zhLQBjHJmokVPSo6v/mMw5G/+W0u9xj3uUPiLDjBl00/fE7eUwAcxebr0TlHdGmeLmMjWDYrzNUu2+v9a1rlVGiWgMakrnL/7iL8pAUJJR5JQm5UkhUYSUIwPM6wEEmMFYB2fcKWOB4mMMbbBkZMx6gCT8eEYZUCjoUG6WTczkAJludOQDurxmjJ58B84CMAwZ5WtGThFSuoyD+E984hNFGy1GiXKkeP/t3/6tAAalZEDndWTp1NHeCvnxSQbqA2SRhc3OyvjlX/7l4sNzecxOeU/Qd68sChmvMZBAC0WvjmTlWmDggQWbeC3xkQ0FrW1OHXtgyIUxRN+BL3VUJ25v/Mj3mc98ZvX3f//3pWyVqXwhxjCG1r1AoXsN++Y3v3nJG89mpF5v1g/ImlzlU4/IgZE381YPRksbJjA+jAjZ4wcN/QUNxlV/YSDVQZ2ldQ1E2QOznQcGffUh789//vNldPAKuOmT+iP+yJSBA/B4sE4exgtt5TOI9kXoj8YAXpWtbkCFPPqv/Iwy2ciLb/kjt9Q15x4vnfb71jDUwBUApy/xRjDq6RNkpt+ZSOgL5KhPCWkv4xH4IEc09FttZEKgHPUFFoARbWk/Cnpk4Lm0+hZPFYOuLfUL9dMXXZO/8aONIgPAQt0ZdKBIOl4XXg2Hvmgc41N7AkTkBozRA8YKHt/3vvdVP0JXn3EYW+pF9upvrHtDiJzxwGtirKs3nRXPEbmQmX5vzMpnwgIwpb31DfWxpAiU6CeAmD4QAENe+FZnXsA3vOENq7e97W1Vh+td73qrxz3ucQWmkk65AnkKaevlfT3cAz8TwOyBRjrRWNxpMHnGiJiB/dEf/VEpM7OV29/+9qt73vOepQgoAIHSYBSe97znlZKXN8qJMpTPAKaIHXEPAyDWmG91q1uVIqYcpaOAgA8KglJiFM3GGAoKgjI3u0LbPQXOK8QoU0yAETreWDFbB6wYIXxRfmZkDBFeBODCchhFRxGaXSkPP5Sn8hgSio6RcU05M1AUHXqUM0VPcUqvjhQrI4cfXgJvbdlgizYDaLZoGcNbNe4FNBkY/IvDIyPLIDCO2TSILsDDmP/xH/9xARFlZgnp1AFgGAaytHfJgTdGhhInd4rXmxeMDAOtfoKyBfIiY3V2LXh2+ctfvvLe9773LaPAQFL+wBCDKa22ZYBc40sfIF/gQDtpc8ZLPZSrDzEe2sqMXTnkRB5kLZ179LJUII4BzybeYnD8dF7FKVse9fRKOdDIM5F6ocPA6Utkb0kAf2TJYMrHkOuL8qTt0dbWoaO+6keujDjAFZ6lVSe8yaPMyNkzPBpvjONrX/vaGkdArb5FbtKTo7JcAx6AKsMPgONbIEuAHfjQ9wP0tAc6eNefwrNxio6+eYMb3KD41efIx6v32pUM8A10pF3TL/Cda/UBYO54xzvWa+kAko27ZEc/aIP0MXIxnvFtDOmveNHnX/ayl1Ud0DN2xOMHH2QHgANdwIVrdbRR/Z3vfGeBNfXTntpDUK44ZQM8xrpN7HQFD4/nxhFeA2CMHXKxiRew0w8FY45uIheHoM2f9rSn1XgjowQy623svsf1Z8mzW88TwOzWljmB+OqDR7XdC8uBREl4ZpmFQmX8KG/xNt7d//73r0HNAAlmR9IBMIyDdBSU5xQaI8MAM1Jm+mayjL1A0Vs/ZjQoKgoR8KD0GESKi1KjUBhexpPCFG+GGZe055TaXe961/IsUF6UJs/DW97yljKsyqPEYxDwqTzLB2az6iyP2RUjIV0+lEbpUf6AD4NmJkbxMTAGN2WNP14Pz4AT9cCr54waY0NxMpRmuBQg/tQDsCAj3yOhtClbMqcs1ZVC9pzSBgCkJ8PugcFPAIwlJHJXDoAUkETB4hMQIntlaxMATyA39SRzylo9vjW8AmjrJ54DsbwvFDyje8Z4vdQ3NIA/hhEPvqEB/KkH+vEoqBuF77Vlhgs/yuF1eOVw4dsjAXSpX+qiHfCjb+lr2gA/jCl5M5gPfehDt/rxsl9rZ3zof7xEvDx41b+BAu2h/RlDoNWyAO+UPNIBFPLiU58OX2ShDczY8YVvfVhegFWf0WYZX+GLnJdx+om+oM8zogAx467fqCN5kCOPpLbSb/VNezS8Rm4yoZ7y6b/2rKlfjLn6oaMfaU+yRAfI1ndNAHw7iCdGGt4OAMabOYCDdjWmLQUCAWRA/srTT41pbWKCwMNmHCqTp4u8eVX0Y/1RAO70T30kYAH/eHvFK15R/YH8lal9Ii9ptA9PsIkHvmwONm71VfXF49WvfvU64xEPZKdv6UueG/NomFBoF7KwVE722jw8AekADJkIlnjJlVz0V3Wmkx71qEcVXycNb+umdq7M42enZ0mzG88TwOzGVjmBeMrAiSJI1cX3OPeUhMNABiR4QigHho335YEPfGB5PdKpKW9KzAfVGAiKh9KxPs3Na9mAIqdIKHszJYaXUfLMzO/UMQMzG2JQzITMxNGkkCzRUFZmmty/0lCGlDTgRPkwPAziQx7ykDKQlLv8wAZFzAAJZlKeUebAB/roUsqUMVc3gyWEJiMCYDEo6JghUoiWIARKmLLGI4VISTPI0jFqwBBwxehbK1cuY6ieAARZoMEoABWMABlS+uTPO4JPxp/sASHpeYKWAIYBAhAAzQAYrwu/+MUvLnkDDGaeAIzvwAADABfFjE9trD/Y78HIMQw8YMqXl/JnnBg8/JAxr4Z68MQwhtqTMVQPCh4IY5zVhcHBo34UuWs/zwFggAgfjBSAhJaZOqAgf5aYGHByVEceGABmU1CX9Gk0tAfvRA5eKf0YP9pOHRlXcQye/sNLRT740M74Yvz0B8YdTzmUpR+TLaBJThlfm8YanslI32O4tTl5AUfGDwNqjOAHeOFd0ef1PWm8BWM/mnZRF23FuFry1T94J2PwASsG3XjVrmQQo88I67/5AKJ+AQgB2fqqdlNfAFu90GLUycUEgSeRLAAEfRPQBhL0GzrBc3zz0JGHPmhc6fPAwoGxtKtO6v7KAQzUk1z0R2MW6EYXD9K7V2c6xRI3uuovjTbiQfM8AAY9stXXBd5MbUQ/aVeAjfwBmLxGrZ0BRABGXxPIFMgydgEe954bb2RjwiakzevmrJ8et+wLPd1uvI6uN5hmmBI45hIYgGTtOFgYhmE9lM56KKz1mA2uh7dlPQboeijL9RjE67FZcj0MznrM3LZIDaO+HkpzPWbd66HA1mOgrofiXA8lsh6KYz1ml0VzGI+iORTbeij59TBU6zFbW4/Zy3oo1aI5PCrrJz3pSeuh4NZD+azHjGY9lOp6AJr1UJDrAV6Kt6E410OJrMdMt/gaiq3K/MM//MP1UJiVZoCIojXASfE0FMN6KMria7ic1wOgrYfhXeN/zKrWwxCvh3HmlirehgJcj++LrIcxWA+3etEcRmQ9jP96gKVKJ+1QwuuxD2U9wFmlUd9h+NbXuc511mNmvB5gbj2M0PqpT33qehiq9QAnVVf8DWW9xvPwcq2HQVkP8FPPtYE6DwO2Hkp5PYzFehjWSjsM63qAv/VQ+OthiKo+ZEWe5DY+6rYeSng9FPp6AJz14x//+PUAbdU2w0OwHoaq6qo/4GUYipKrOuJdvgEW1gNsrYex2JLdAI/rJz7xiethiLZoP/vZz14PY7Ienon1AC9FewCm4k8fGqBhPYzM+vd///fX2kEfIteh8NfDqFU6cnjMYx6zHkqyysLjU57ylGob/OBvGNFKT/baWh8jk2Gc1+O7HNUXex93rS8nzrW6ktsAvuthYItndPCN5wHAqp3JXnkvetGL1gMsVvvp//riMJbr4U0qeUk39nhVP/rd3/3dNb61tXoYC3/2Z3+27ZgLX8769fBgVFsrI315AN71WE6r+itLW5LZAOnr4QWr9sG3/jAM6XqA6pLF8D5UXxjGfz3Axnp4xyovOTqMsdNPP736Op6Hl2M9wOZ6GOBqd7QGEFqrE34GgKi+Q06/93u/V7JJu+gz4/tQ62G4q976oX46lp3XY5JR8jZmnv70p68HiK92I0tjQ58fAKp40j76yWmnnVZ8DFBRacckYj1A6nq8aVd9fSxpV10GYFkPgL0e3+9ZDyBd9ZWWrkCXfkh9XQ/wsh5gr8Yt+Uo7Jk019smf/vmd3/mdGqf6hDLpPuNIGwvaytiQ1limF/VnMhpLTVWGPq8uCfK4d7jeq4G8HBPA7NUW3ON8Gzx9APXrXjXxlCUFNT6dvR7u6TI4gAlj/IQnPGFLMSXfJgADmAA7FFQGMMU4ZuzrMespIEFRMIrSUc4MMoUxZsMFcChWhv8P/uAPSllRSFEEFAXAwDCOmWoZDkb6QQ96UAEO/AfAABuMu/LGjHj9p3/6p6X0GSmAgYKi1AEYgAgoYYjUgYEGiBg/smEkKKvhwdkyohT/8PKUYsOftAzP8NqUMu8ARpkBDWOWW4ZrzPpK+TFOY9/Cesz4q1wKdsyMS3EwIocCYIAJMgDOgMxNAGZ4NdbD7V7Np07pC3gHOIY3oQAEMASYKFs7jY2yJdPhJSmDSS7A0fCQrRkcBm54kEq5A2NjaWmtbvrR8JCU8aDwGfgxg18Pr1DJnoEde3KqHLICCIf3qoAyWQnaU18a+32KDhpojWWajQBGntQr1+4B4OHtKRmpmz7BAAKSAZeMMrkB0mOmXgZ+LOEUKBnew+oz6Yf6pD7EaOoT0jHi+hwQxuBJsyngBx2GnoEdHoGSN+CR8TM8EpVVWv30zDPPXJ8+wAcQBiQDU8OrUAZ7eA/Xw2NQxhdIUD+ADzBgxBP0i+FhKzAMaAGC+NYmY/9XARR5nvzkJ28BGM/1AaAu4xA9fI3lyfXwelR56g4MASzGlHYDsLSbsUzexuLwYNWkBxAJnSWAkQ5IMCaNC/qBDiFT1yZYJhj6gv5ncgJgG3v0Q+jSZ0AUUKW+6AIxwCmZ4RMo0d4BWQEw+rjyQgsAHh6Yqs/wJJbc6EVAcXhuq9zoiso0ftLOzns1TACzV1tun/Bt8PQB1K+XVTQAKTlGeexPKTDBsAAKZmVRTMm3CcAw6mZH3xzeGmVR1AwDhQygjP0GpcwoRR4Y6ShV3g4zT4qQImcQh4u6lEbnGY/D7bsen8gvD0AM49gPUZ4Z/AMwZlWMCVoOCp4BYHTwJKDLCKiv/AAMpTiWYkopUbIxWACMmRljRRFSXjxNPBZm8NI5eJ7MBnkbyI7iHBv9yjjgXRqKkTLk0QCeKHkKmYcKeOClihyACPI389vkgVEGfpYAhlyBznhgGJcAGPXuB5kxIsrQfowgEMkw8FjwCDEGeGcQARSyUC7DxGCefPLJ5RlQJoPAoDz2sY8tGTFGY4mm6gT0MCjojGWK8iioq+djKadAT28jMpNWXwBCeaXOKYDRx4A8/GprwEs/AmDUD4iLRwTPjJ3yGDwerwCSyE4fIhsGGhgC9oFNwJzXkRHfFORXLzLnwdTf4sEkR54lYyvlOJN9v3eNZ7wDpZENOtqN7NUnBh0f8rhncHlyyEH/Uldx+jFPBwCGhmf6OdpjWelHqoIW8IZ3fUwb8up0AGPM81BuB2DQUK8lgDFeeZN4X3iEwruzsYMX4AYAM16BfcAX+CTXHs4cwM/4BjT0VYc+rr5kDMDoqwCrZzyPJiqAj3GRQIfRfyY2dJf+CtwBnMAduWaMJI+zOjr2apgAZq+23D7hezmAdhpMBr9BS0EAEAwpA0kpAwSAhplIQgAMBcXgMWhcxAAMZZKyKXKGwdLEeIuiFIWBHwBDyZjhjjciSpGjA8yYbVIalFwUuLNZGB4Ze8aMImP8KVT8AxEAVwCMWdr4Ymt5c+IWTh3Q6gDGgGVIKbheBzPeTQDGbJBHRV3xxouBFwCGASCbvoQUWZi9Ak0UNaXJYAAqOTMcZIqGZTkgCIiSH+hSR+V0ADP2yZQniwyWAIZxsYSkrpFleGZoxmf6C4QwahQ5/tEHHNDSN+RjMD/+8Y+XLGIQyFdfUQ/GxLKCw7XZqjZHj8tdm1hiCYDh6esARj/grVKWgEfAgfdEn0AnS0g8aj2kPnh1LSSO3AJggCi8AzCnjaWLeMfwxBPIA6YdADlnxp4HkYEKzdDnPdOG5As8kIOlHgC1z+ClXx7Gj3429gRVWXhiXBlJS5uRQRV61k/q44wfvPPcARJ40B8AEiBS+QFd4ds9wGNZhRzIfuxTW499IMVzBzDkHACjjCX/ATChEw8MPZFJC7BqDBjTAOHY/1JeL+WkndQVkFQHfV4dxqb39diDVzqn158nRtqx/2cLYJEZfaBcMgmf8mkHy8Z0S/oreVuCA47iceOBwWMHMOQXWupjnFtKpLsCYPRzAIaHT32WIfkT734vhQlg9lJr7UNez84AMgAZP0aOB8bskzJxPrsAxswmhtLgD4CJByYAhgLhSucqtvQSg2zWa4mBUkodnPFodmsfDABDyTooPIptCWAYIQbWXgtLEd2oaO4lgAGIABj08SaoB+9HlpAounhgGFaKLek6gGEcAmCstzMeeH/hC19YChgwRMfZkgjQaC8Ozw4ezPAAGPIPgAEgARgeAQBD3fDDA7MEMFnmYRQYNx4YHp+0C2PAy4QfXiNpGBllUviAKCXP+JO9fAAMVz3PDC8Go0DJWYYwy8W/pUIHI+newfsmjyUlQIJ3gFE0k1YeGmTAaMUDk/ZWPk8H/slq6YEp4Y+f9JPUr9/rg9rKPqEAGF4Thlt5+hWeLB1Y1gK6eAKUpz3smdJ+oZnzEsBoK0tu3QOTtP2MZ7LXzxhucifLa13rWuWR45VQD8GZgdTuxgpAaTkPvwAMQMKIAxD6A0DCE6Z9eQaUm8DAkzvgGA+MMckbxrMJTPDABCjqEzwwmwAMrwfwFgADvPHAdACTPTAdwJw2QCMAk/op01JeAIz+MDZo11IRr1CCeqgTmQH/0qmDMSb/mWMipH5pf/nE6fPdA8PLpb540AZZQgqAMVGxz+ZgAEa91R+Q0z6pT/jddO5tsen5boubAGa3tcgJxk+UZqq9aQAljcHPQBrwZrtm/oxwAAxviOehYfCbQVomYSQzg2T4AmCUa3ADAH0JKQAGDQCA4R8fyitDxnAwVpQmZd0DQ2NWRXnaMwG8GGSnnHJKzbQAGLQoJbMpAIZxAGAYBc/xHyUXbw6FHmNMKfWypeWl2ARgeGCiZPGmbAaPAQDGKFfgg7EhO3TIFjhRT14JwM2sG4izv4dMGXoeGUqaYeLF4YGhVBkvBnUnAAN8jY9s1UxR26ABlPCoCGQgDWOAH+1MVuSp3Z889kHglcFIIAcARh3H69AFYIAYfLpnFABV7ncGwBnQst/Acpk+wOuABrp4salXmQyv5TkzafUjSwfgQb6nDaPHzc9ror3J9bnPfW5Y+//OaeO0sz5o7wjvCKPHWJEJAKMPKItsyVgafYs8GClexeyvSN8PfSDbPhBAlAeGLCxJ4BvNHpI3cfq+fsagBogCrjZ3A45JD4QAKuRuXxHAYpnU2CBLIMqEQ9naGpAAooBm4A8foWWM8/7pC5ZfyN44ARx5oLQPAJO+Fw+MdlkGYxC/ZKSfKteyj/FM3vqCvp/lGf2dLIEN5SQAEtoBeCMHfZHXiwcWqMJ7Dm1EBnQJIKu+xpDxY4ISAJM66+P6JRCmr2p3YMZYIz/gSXvttAcGn9qzLyHpQ/oPuRtDvb0j69RvL58ngNnLrbcPeM/AP1hVpDPoDUQzZMaaK5qCYGzHf8aszxyzGQAggRJavoVkJtiXkKRFkzFcAhg0KRiKlvIxQ6c4GX5LD3jAS1z8oWXjo5m02aG0FCclRKkrq++BCYCxXBUAkLo6dw9MBzBAREAYIygvI82wUYJm7wBE98CQ3xLAAHfc6NmIyWhT+hS18rxNw9icfvrpNXPlDVA2r4X6UebqxxCQEfmbiQMEyld/hoE3yv4OAIiSJ1ezcAafYUUre2AoeTQs15jpektIO1NWwJsN0vgh98wsAwTQtpxmic7eB/Vg5Lj0GSGeB3VgeLQ5A61tHJaOAAHPgDkbfYEFhkgdeDu87ZLlGu1DbkAQb1LaG599E69+IW14zL24HOqhrcgI32nD0wYwUk95eVgYKbK2zEAm6gdY2Xisv8dAAgYMIMNpmUkd8GVJwZ4mtNDcFMIrWZGHNlA3fVVbAHXZc4OGPgqwkiFPI08dkBHwbDnREqk+QI7ABI8a+QYA4MM403b2WwEt+o5yeT7IBqhUR+A1kxdta9lHO0aWqRPPAzkFwJjo8LiYYGTM9yUkvGUTr3JCD4DRDgCMvroJwChTenT1fbLIJEB7WvYz8VIH49ChjegCe5LsWzGRMR5scCYH/RSIXL6FRO/YDJ/lZuXq99KaSFgG1dY8V/ovYNzbW/plSF2X8bv9Xj0d8y2k3d5S+5i/TQNqWV1pKEuzPcqTEYtCpFQABkrHQE5wvwnAUOCUewKlYza2HYChaMyylckwGTCUkmUJs1GggGExs2PEGTlKl6KT1vIJA8NoMzAdwFCaDBGQwANAwaWuzpRY9sAEwAAYZm3qRxFKB8BYogGsYvy8PRIAE5rK7h4YAMasVLnKH9/MqTX0LBkoCxiwdMGgUf7kR5lT0AFo3siSPwAmHhjPGT6yCoBRFllQ8gwUI+yc16iBB23MS8VQoYEfoIwnSp2AD7xoR7QcaQPx1v21lXYyk3et/XgOpCM7s1ybSXkoADXLRWb6aAEUvDTyMJLqoL68cDwEZw6wrE+gZ4kLWCN3bQQs2F+TPTBk79BW24EGfTB7YPCMDsPLi8OAKos3g8G3FIlX/OBLeq+1M5CWR/RDeYBRxlA/JGMGnPwY+/SbjIF+xqt+GqBJRsaacYYn3iUgluzxpa30G+CSrKVTDn7CC28IgKotyQmQ0q9sMlcnXi3g1t4PgIQM8aw/q4My9BseCfkCYPQJoIOXIXLOGWA1DvFMBgAoA699jWn9VV82BvBkLEo/vvtT5QHRygQmyFyf3w7ApExy0//0CZ4XdVC2+poQ8fppI3JTvn6Kf22jzvopgKqt8QiUqC+Z6xPeQgJglq9RAzP4NKbUU5nazJ4YZep3eBRyTpu7788TvxfOATA/htnhwpphSmDXSkAXHQOtPto2Zjn1Qbah9OrjTEPJrYaBrA9kjU5dccNDUR+pyofs5B0zsvo8uf9N8hE7YSiK+orl+G5EfS5+KOb6MN1QLPV1318ZH54aCn81XMP14SsfLhuKrT6KN2a/9fGrYbDq66Fnjs+H+4iasocBKH4884XX4QauD2oNZVxfNh2u9vrg21CcqwHAVmOWthqz5foQl7oOhVUfn/NhL2UPg1AfsRuKqT4kNhRvfbpdHQaAWeF/AJSqy1Ds9eGs4TWqj3INI1z0BrCoT/wP41y0x8yvPpwl3ZgB18eyxqy9PhY3Zm3FzzAiq+FaL96H8a/6DaBWHwtT9nDz118A+ADXAGslzwEQVsPTVR9cQweNsRRRH9YaM8T6MNyYIdfXlMlyGJn62BYZaKNh8OqjZ/gcYKI+HDY2JtZHAYfLvz4cRj6OoYCrXwy3efE7DGnJf+xLqfKH0dv66Jg20J76wlD4JTe8DgNWX6jVhwbYqo/dDSNTHxAcG4jro4Tak1zJfxi6qvcAW9VnBpCpjxhqt2GIis8BMlbD80BE9dG6tCmel2EA82q7Aarqg2/DgBX9AYyKnwEMqmxywuswYCU77THAT/GrLbWT/jSWW6rvj2XJ1TCoVf9h/KrfDFBaH0gMX86RZfjKWBuAtD4YOZZL6mNq+NQOw5NZchiGtz5SNwBufXxuGNJqG+NR/YeXtGQ9gMzWn6+6HkCgvg48DHN99G+Asfr0vnpprwHcK81YWqkv+g4AUF8bHqCiPuA3AEV9ZE/f07eU58OB+Bacx1JQydLYMMbJ0DjzkTjjYQCZqtMAevUBPfn0TePqwBiH/hZheJzqw3UDdNRXo43dARrrA5LDE1V6Ynggq47aRVCWdAPEbP31wgAURUvfRnsAufogoT5oLJGz/juWpuqDfOSrTcaeoq0P2ZHx8EzVBwvzIbvhzap0xhDdMyZslR4P9M4AnzWuBuAr3vws+x9ZOZZ9YCvDLr7QpsIEMLu4kSZr/ycBxmrM1upLl8PlvxqvzJbCGJvm6uuUBvhww9ZgBCKACYrE4GdIxyyq/iJguLDrzwwNXAaAEQN0hsu8vp5JYQIwY7ZT6XAwZkz1ZVfKnGEYHokyVowaMIQOBUtB43OsQdfXRhlUX/ekuATKbbh1639SKFEKkeGkECkaSjlKZiwf1Kf/A2AoegbWfwYxxpSssihBhnZ4g+p/oihohgr/Y1mpFLayAZjxGmzJY7j+S7mNDcll2Bj1MeMrRQ0IUZ4UL3kyRBQ0fgR1HTPnkr14f0WADsWLjnoND0QBNWmXAIacxgy5gAqjN7wI9RVS7Uj2Y2ZcX7hlOLQRGZEL44kfQbygPABzeHEqL9mQH+MwvFfVpgwiYDtmpwUE5MM/GQAm+g3ex9JYtbe0jIo2Byq0GXrAFENDHowHsCAdAzL2EZXhxRdgy6AOF/4Wn8oU0rY/vPvhr745ZspVZ0ZIH1InBlW9GDwyHHuz6mwMjCW2+oL08LbUF2nJBUjRHoCVtnTGI9DlS7DaaSwtbH3BtfOAr8g08cOjUF+hNc78FxdwT17kqH8rkxz1FWUxKPokkOAr0WSFLoPqi7P6vTGJf/3ipPGJe3TIUt9ihNWb/PVbAGbsCdka0/IB8mSk7eQD3E4dwFffEdTBIY1DuykfLwAMYKW/ya99pRnLWVUv48sYVA9jmg6QT7vTI2M5rOQ59pZUX1E2/vVBcldX/KsHXUJuxpyygDa06QvXZKnO+g95aiMTK8ADyFYHdAAx/AF3+tXJYyKgj2tH41OZACsQPTyzK+BOm9M7w3tTfVsdBGkT0M+9ayH3SbPbzwEwhDXDlMCekMAY8OVatRvfnhTLC5ZLbB70FsQw6FUP7leu5WGYyj07BmdtlvOFzjErrXRD8WxtXrXHxX4C6bhyuWOHAtmSCbqWH6ytW0rwqiJXbZZbhtLY2pdgHZqr1z4Omw8tSYQvyyuWJobyK5f7UC61XMLtzxU8FOBWWktIljW8MaMcSy02+XHPDwVYvKmDJSR7B9DEx1CU9SaEfQaWfgR0hyGuPQ32Dw1AUG5xbnT7D4YRLVc+N769DEM51BLFUGIlE+UPg1HLJZaDhsKtZQzxZJwNkkMp1/KLN33UzTKHJST8WYoahq7ayV4G7m7LCtrRmxuWN7i87bHxDG1ue+VysTuL45p37ewej9Lbr0GOZG250dIdeWmrYWC2jt5Ww6DUK/Onj301eEtAg1wsL9rjYl8GmSnLoewDY3/JMJ611wDP2t3SjqUIyypoaB9H2j/nlONs6cHyiL41DFRtwMSvvujAr3pYctDu+kX2lihTW0kjbdpLfssn2sn3TixZ2KytrM5P5yP86ivSCK4t2dl0bSlDe6QsZ+U442F4GGqfiSWOZRmWboxRY8ebSMkXWqmn5RRv+enjxnDGwwBOJSPLldpigJytjaroLsMAJjXeB8iqtPq8PUGWbwZ4qrY2NuwxsTRjLEfezgOI1Tj1mrP9PPmgnyW7MdmopUy0yKzLi3yNd31JHSynDUBS46C3j3rrwwMA1fK1OgzgulVfNO1zsyRtKVdebWkcaUt6MH3JcpclUUuL5IpH42mAt1oKXLZF2jn5l7LbK/f6gGN6YMaon2FvSMCs0IzDEgRvyFCuNXvnATAzMjseg71mw2eOGQyvhJm8fFzCljnMnLjjx0CtGZMZ0vh+SLmveVbMDM0AeTHMXqRD00zOjJPHQ7lmUJZezMB5CcyIeAmGYasyzJLMroay2pqhmXnx4AzDWDySOs8Qj4qyzM6UpUyzM94hZZmB8UKgZzaNRzNJ6fBsxsf97trMRNlc1maIZrTSkcd466bkgWe0zPyUr1xLBAPc1czUTJlcpBtKsWjw7PgPGzNvs1eeAp4HZfEQqMPY01NxZtvc92avlhrInnueR8EsnleDp8fM3bKLGS/vkueW6dRFusgO/znIxzEUcB3iyR0fYxNp0RDHO+HIEo9lIXnQ1FbqL48+wXNgdqwdBfnJAw9m8Twk6GhzfYkMhmGqvjdAVMmd14M8Em+2jI6QNlU+eea+Ho4fctY+lkf1D9fD8FRabTNAdcnPLHwYvkqvPHLibdQWlp6Uhx9trn7GgzYmX/1H/ZR9doI+rgz1J099jOeM5yhloc9jhD/l6pspB0/kyBOGZ30aHXXW/uQ5AGHxrD3QwbP20DfQ0RbGvWVFY8G1vjbAb40HnguyTdB/yZJc8ElmvGzkSA5oipfG/6vhB03laB914P1BH2+WcvGuTLpBedIYa6mnMx7U12EsqWvak9yU6Zn+R0bGhn5PbsYXb5vytb2+pq7kzqtpLJONJUz9j+yVSb8NkFV/Xmp88yiOPUf130/GE57DI/mEP3HL+H4fWe7WM9kLE8Ds1haafP1/EjD4AAkubQCGoWQwDOoxGy7gQAFwUVOQAAflKZ8ODyREUSAeevYTUNQUKlcygGN9m/GQpg92hoIxtBRCyVB8DAPFSOlSNFF8MYipCMWvHMocjxQeJSYP5ZX0yqTssjShLApLGfhioChBAdDBPz7IBs/qgC7FLZ9AHtz90kepU6J4Tbn4AVwoa2UqX90BBPQAJ0ZFeeqOZuSlDuigrRxyGjPJ4ll+fOPZc/Kj0BkvClZ98IJfeZUrXYx9jFMULPn0dkFD+x4Y4FEZ8nmuPZXDAACP6OBROYwlZS/9dkoeDXXUXgyRM74YhgAEsrW8QR7aVF09t2TQA1rKx9syqFd4xSfjx4gBWwwouQMJaOsn0pOttgQutAcelKH9pVN+gIu4HqRbhshWfH8u3r26AwR407bqijdlkaP21RdCJ2d5Q0Od0h5oBAhpD2MTv+jo5+oePuRTHh70T8CYHPVF6Y07aVOWMsiDTOWVljz0UbJIGxiL0pKha2UoFy9AlLrpL+qsT+onnumryu60utzUV1vrK+hrHzTQx6O8eNaH9BXlpK7ypr7qii9jWz9Nu6aP6wP65fA2r84YS1bADqA2XkWvJSnp1aeHLifxaZtc97S7+XoCmN3cOpO3LQn0gS3SLIlnxf4E674MtFnR2OlfQIZSpTwoAWmd3UvnoISiwND2TDrKQFoKK2mTziAXpJeOYpKHAZZHOooi9KPYej75pZU/+cRJGwMqffLgK2mlF68MafEY3tCk0J3lSTp0pU86tDbVU7qUq37qhp4zmkJkEpDlOXqeo6/eoYOG53h23eUibcrAi+vwi4a04TF1UX7SuRbvHi15Bdfyps7ipZE29cFT6CStvqJu7jcF6dUzNFKn1Jc8BM89Ux562ggv8gvhM/cVOX7cO8JvysGrIN6BTwc+1TVyxJu06YuhFf7wkL6yLDs8VUHjJ8/DS2jlufqFv8gBH+iTQ/pl6HZ6oSEuNJzxL4SOOvY29EyeHOopn6Ac+ZTr6EEaR/qvtEknT3hM2wIWrrWfQH5AgrpJG/nm2ZLH0PM89Q7PZCW/dgp97Rh+nN2jkbzoSCtvDmnwJb06CICNfTY232fDsv104/tJ5UEGDJd0K+P42cRzj0u63XqeAGa3tszka0cJUDRm6WPfwmrsC6iZlhnbWB9ejddxtzwKlEEGb64PNkCTDgNRJj1Pj+vXOzJ81sODpT/Y80MpI2l2ouWZI0pwmXZ532l2WfR419s92xSfvDmnzE6nx/X4GAF0D4V2ylie0XccjE74OCdlbcrb41w7ljwkbhPPXRad1jKt+04naXv+TXmSb/nsYPUP/YOlC91l+uX9pnTSOCKv5JF2WW6eLeND91DOnYZrR8pO/sTl3jn5XKf8Tek8X4ZlOveJQ8u1YBzw1tnkO165L28cL6m3sryRxjMN8CQkX/hJ/F49TwCzV1vuBOc7g9m+hPHdhlrHttwxNrvWPhh7VzIz3m+D9gRv+ln9KYETTgJ0WHReBzC8S/b6jG8I1Vt9lqJOHvuu6EFvrO33MAHMfm/hfV4/6/F5Ldk3YWwwtf7r+xk8MjNMCUwJTAnsBwkEwKQuvC+WpGwu5ok+Y+x/sRndJnbf17Gvbb+HCWD2ewvv8/rZsGpTn/0w3iaw8dbGOzvwJ4DZ540/qzclcAJLIADGBM5bipbUvQnoZQabmm2K3+9hApj93sL7uH4GsIMb1VtG3sbgXrV05E2I5cbF/bLuu4+bdFZtSmBKYAcJ9OVw1/SfN6NM5OwLtGHX203ZFLwDqX3xaAKYfdGMJ2YlDOC4VQNODOge19eLk+bElNas9ZTAlMBelgC91kN0mwmcZyZsy7Dfdd4EMMsWn/d7RgIZ0B2w7BnmJ6NTAlMCUwKHKAE6ruu56D4AJa+J91fD+/NDLGJPJpsAZk8222S6SyADW1wGruv9PvtQxxmmBKYETgwJdN22qcYnor6bAGZTT5hxe1YCfZBnQCcu93u2cpPxKYEpgRNaAtFlXQgnsl6bAKb3hHm9ZyTQB3IGsLhc94ok7aZnPd28nhKYEpgS2K0SWOq3pV5b3u/WehxJviaAOZLSnLSOmQQyWBUYYLJpgCcuaY4Zg7OgKYEpgSmBIyiBrvOQpdOi39wvnyeN834NE8Ds15Y9AeqVARtw0gez6ueNpL657QQQy6zilMCUwD6VAJ0mROflnOrSgT1N/iokz/fbeQKY/daiJ2B9OpDJ9VIMy4G+fD7vpwSmBKYEdrMENuk2ek28I2Clp9vvem8CmN3cYydvhyQBAzYDddPg7c8PieBMNCUwJTAlsMsk0PXY8tp9AMwuY/uoshMA8/8APtmMyPxMaz4AAAAASUVORK5CYII=" style="margin-left: auto; margin-right: auto;" width="161" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: start;"><span style="font-size: x-small;">RgpB(アルギニン・ギンギパインB)はAD脳で多く、<br />さらにタウ・タンパク質の量も多いことを示した。</span></span></td></tr>
</tbody></table>
<div>
<b>実験2</b></div>
<div>
さらに組織学的に海馬のニューロンおよびアストロサイト内にgingipain(RgpB)が存在することが示された。マイクログリア内にはない。さらにタウ・タンパク質やアミロイドβ蛋白(Aβ)と、細胞内での局在が一致していることが示された。</div>
<div>
<b>実験3</b></div>
<div>
ADでは大脳の灰白質の萎縮とも関連するけれど、Gingipain(Kgp)は、AD3症例すべて、コントロールの6症例中5例で灰白質中にウェスタンブロットで検出されている。陽性症例では大脳内に<i>P. gingivalis</i>の遺伝子が証明された。歯周病菌はほぼすべての人間の脳に侵入していることが示唆される。</div>
<div>
<b>実験4</b></div>
<div>
実際のAD患者の髄液を調べるとPCRで高率に検出され、唾液PCRででは全員に検出された。一方<span style="font-style: italic;">H. pylori</span>感染者では髄液に遺伝子は検出されない。バイキンならなんでも入るってものでもなさそう。</div>
<div>
<b>実験5</b></div>
<div>
Gingipainは蛋白質分解酵素だが、<a href="https://www.abcam.co.jp/neuroscience/tau-in-alzheimers-disease-1">タウ・タンパク質</a>が短時間でgingipainで断片化されることを示している。(ADの引き金の一つは神経細胞内に異常なリン酸化タウが蓄積することで、これはAβの増加に誘導されると言われていた)さらに切断部位(222あたり)がタウもつれ(異常なタウの集合体)に多く存在していることから断片化が異常なタウの集合体形成に関与することを示した。</div>
<div>
<b>実験6</b></div>
<div>
培養神経細胞に対する<span style="font-style: italic;">P. gingivalis</span>の細胞障害性実験系を構築した。Gingipainを神経細胞に暴露すると細胞凝集が生じる。 そこで小分子gingipain阻害剤のライブラリを開発した。COR286、COR271と名付けたgingipain阻害剤が細胞毒性を濃度依存的に阻害し、Aβの関与は認めなかった。さらにin vivoではマウスでの神経変性をブロックできた。</div>
<div>
<b>実験7</b></div>
<div>
もう一つのAD原因因子アミロイドβタンパク質(Aβ<span style="font-size: 10px;">1–42</span> <span style="font-size: 14px;">)との関係を明らかにした。</span>Aβ<span style="font-size: 10px;">1–42</span> は抗菌物質であるとされていて、実際<span style="font-style: italic;">P. gingivalis</span>の感染により脳内にAβ<span style="font-size: 10px;">1–42</span> が誘導されることを示している。ただしgingipainをノックアウトした<span style="font-style: italic;">P. gingivalis</span>あるいはKgp阻害剤COR119を投与したマウスはAβのコロニー形成が起こらない。これはAβの存在にはgingipainが必要であることを示す。Aβの集積は<span style="font-style: italic;">P. gingivalis</span>に対する防御反応であることを示唆する一方Aβ<span style="font-size: 10px;">1-40</span>では抗菌活性が落ちる事が示され、これはSelectase(Aβ蛋白を切断する物質)の変異がADを発症しやすくするという過去の論文の根拠となり得る。</div>
<div>
<b>実験8</b></div>
<div>
マウスへの<i>P.gingivalis</i>の感染実験系を確立し、Kgp阻害剤COR286、COR271が海馬神経の変性を抑制することを示した。COR271をさらに改良したCOR388を開発し、そのプローブなどを用いて性質を精査した。そしてこれに対する耐性が発現しないことを確認し、治験が開始された(ClinicalTrials.gov NCT03331900)。</div>
<div>
<br /></div>
<div>
<b>考察</b></div>
<div>
脳内の<i>P. gingivalis</i>とgingipainがADの病因において中心的な役割を果たし、疾患治療の新しい概念的枠組みを提供する証拠を示した。Gingipainの阻害剤が脳への細菌感染を防ぐ可能性があり、現在治験中である。</div>
<div>
Gingipainを産生することが知られているポルフィロモナスには、<i>Porphyromonas gulae</i>があり、犬に感染している事から人間に感染するのかについては検討が必要である。</div>
<div>
Aβは抗菌物質であるが、高レベルのAβは有害であるためその意味でもAβ軽減作用のあるKgp阻害剤は有効であるかもしれない。</div>
<div>
検討していないがこの細菌、あるいはタウタンパク質は神経の走行に沿って広がりを示すという興味深い結果が示されている。</div>
<div>
今回はApoE4(もう一つのADリスク)について考察されていないが、ApoE4がgingipainのターゲットでありApoE2、ApoE3より切断されやすく神経毒性フラグメントを生成するという論文がすでにある。</div>
<div>
抗生物質はこの細菌には効果はない。</div>
<div>
<br /></div>
<div>
細胞内炎症の個人差や、細菌に対する自然応答が人により違うこと、特に21トリソミー患者での高率の歯周病感染率が抗菌物質Aβが21染色体上にあることと関連するのか、gigipainがタウタンパク質の代謝回転に異常を来す詳細な機序などについて、まだまだわからないことは多いけれども、現状ではCOR388がタウ・タンパク質の異常な集積を抑制し神経変性をブロック出来る可能性を強く示唆する証拠が多く見られているので興味深く見守りたい。21トリソミーに関しては彼らの若年からの中枢神経の変性を抑制できる可能性もあるので夢が広がる。ちなみに<b>歯をいくら磨いてもアルツハイマー病に関しては無駄</b>だと思われる。むしろ人間側の反応の違いに左右される。<span style="font-weight: bold;">脳動脈瘤はじめ、腹部大動脈瘤にも</span><span style="font-style: italic; font-weight: bold;">P. gingivalis</span><span style="font-weight: bold;">が検出される。つまり普通にしょっちゅう菌血症になり、侵入すると思われる。抗菌剤よりは原因酵素の阻害のほうが合理的な答えだ。</span></div>
<div>
<br /></div>
<div>
<a href="https://www.pfizer.co.jp/pfizer/company/press/2018/2018_06_11.html">https://www.pfizer.co.jp/pfizer/company/press/2018/2018_06_11.html</a></div>
<div>
NASDAQ GS: CRTX は上場したばかりである。</div>
<div>
<img src="data:image/png;base64,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" width="331" /></div>
<div>
<br /></div>
<div>
COR388の臨床治験は第2相</div>
<div>
<a href="https://clinicaltrials.gov/ct2/show/NCT03823404">https://clinicaltrials.gov/ct2/show/NCT03823404</a></div>
<div>
<br /></div>
<div>
PfizerからシリーズBのファイナンス 76ミリオン<br />
<a href="https://www.cortexyme.com/?p=6475">https://www.cortexyme.com/?p=6475</a><br />
この治験は長期化する可能性はあるが、途中でCNSにおけるPCRでの評価が可能など、短期で結果が得られそうなところも良い。調達額としては合計数百ミリオンが必要だが、上場で企業価値は700ミリオンを超えており、ストレートに行けば増資せずに上市は可能だ。<br />
ただし実際には未知の副作用はあるかもしれないので、投資としては「夢を買う」程度にしておきましょう。</div>
<br />ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-78395847709619791742019-08-28T18:12:00.002+09:002020-01-12T07:36:00.440+09:00骨盤内癒着の話<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKSDbzM32dca1vXgtxdwmzggqxP9kW-yrw-8RVEz_inc-he4EQCBBYnVsdCz_1yeNmOrZCRR1XO448jxJBXqAeivMVdHRaDFWqW3UhKRr7D7pt0vUF0u-V0hJ1GyUh8hhHFKit/s1600/Pelvis_%2528male%2529_03_-_anterior_view.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1125" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKSDbzM32dca1vXgtxdwmzggqxP9kW-yrw-8RVEz_inc-he4EQCBBYnVsdCz_1yeNmOrZCRR1XO448jxJBXqAeivMVdHRaDFWqW3UhKRr7D7pt0vUF0u-V0hJ1GyUh8hhHFKit/s200/Pelvis_%2528male%2529_03_-_anterior_view.png" width="200" /></a></div>
<b>骨盤内癒着とは</b><br />
他の病院で大腸内視鏡検査が痛かった、入らなかった、という場合にS状結腸が骨盤と癒着している事が多く、特に中年以後の女性、あるいは高齢の男性で経験します。<br />
この場合の癒着とは、S状結腸の漿膜(外側の膜)が骨盤のどこか(卵巣などの他臓器や骨盤の壁)に接着していることを意味しますが、女性の場合には排卵をするからその時に漿液や血液が出るからでしょうし、男性の場合には憩室炎が原因であることが多いように思います。手術を受けた事によって生じる癒着もあります。癒着は卵巣から排卵する女性ではどうしても起こるし、若い頃よりは年をとってからのほうが影響が多いのである程度やむを得ないことだと思います。大腸内視鏡検査を50歳で受けたほうが良い理由の沢山あるうちの一つは年齢が上がるほどこういう困難が増すからです。<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8SN4mzoNrW6As2SkA70PC-X-glRP8Yoc-tJxHEJU_9bS94f5c5HOMJjBlMZsDkTZVEtCKdqOSoikI71E2BlqfEj4lvTuXW0LaXlVtDiPuyROADEi6yrvxjNGOj9zHKgjjp92r/s1600/meanders-1316553_960_720.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="530" data-original-width="960" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8SN4mzoNrW6As2SkA70PC-X-glRP8Yoc-tJxHEJU_9bS94f5c5HOMJjBlMZsDkTZVEtCKdqOSoikI71E2BlqfEj4lvTuXW0LaXlVtDiPuyROADEi6yrvxjNGOj9zHKgjjp92r/s200/meanders-1316553_960_720.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">蛇行した川と自由に形を変えられないS状結腸とは似ています。</td></tr>
</tbody></table>
<b>癒着があるときの便通異常</b><br />
癒着をしていると腸が伸びなくなってしまい、屈曲が強い状態なのでバナナのようなうんちが作れなくなります。どうしてもコロコロして硬いか、逆にとても柔らかくなるか、どちらかになってしまう。ただし骨盤内の癒着は、腸閉塞になることはまずない(狭すぎて絞扼性イレウスにはなりにくいのです)ので、心配しすぎない事が大切。<br />
<br />
<b>治療方針</b><br />
治療方針としては、細くて柔らかい状態に便通をコントロールする事で、極端な下痢になることを防ぎます。また、ガスが症状を悪化させるので、それを減らすように生活指導や投薬を行います。<br />
<br />
<b>ガスを減らすには?</b><br />
<u>①良く咀嚼しましょう</u><br />
ガスの多くは炭水化物が分解されたものなので(一部は飲み込んだ空気です)、よく噛むと唾液のアミラーゼが出て食べ物と混ざるので炭水化物が分解されやすいです。<br />
<u>②繊維質はとりすぎ注意、水溶性繊維はOK</u><br />
繊維質は消化を邪魔して血糖は上げにくいし良いものだけれども、ガスに関しては増やしてしまうから、なるべく水溶性の繊維が良い。(水溶性繊維の簡単な見分け方=煮てみてどろどろになる、例えば豆、フルーツのように煮崩れる食材がそれ。野菜の多くは残念ながらガスは増える)<br />
<u>③お薬を出すときがある</u><br />
水溶性繊維を模したのがポリカルボフィルカルシウムという薬です。(他にも色々ありますが)ポリカルボフィルカルシウムは吸水性の高分子で、水溶性の食物繊維のように体内で振る舞います。その他消化剤やガスコンを追加することがあります。<br />
<u>④腸内細菌を整えます</u><br />
腸内細菌のうちメタン産生菌が多くなるとガスが増えてしまい、辛いので、ビフィズス菌や乳酸菌、酪酸菌を増やして相対的にそれらのメタン産生菌をへらす事が大切。<br />
ビールは腸内細菌を増やすからいい反面ガスが増えたり、下剤っぽくなる場合があるから、自分にとっては良いのか?という事を考えて飲むと良いです。アルコールは便通が柔らかくなることを前提に飲むと良い。<br />
<u>⑤運動をしましょう</u><br />
運動はとても良くて、楽しんでできるものを探すと良いです。どんな運動も効果があると思います。<br /><u><a href="https://jglobal.jst.go.jp/detail?JGLOBAL_ID=201802238159359157&rel=0" target="_blank">⑥低FODMAP食を試してみる</a></u><br />みなさんがお腹に良い、と思っている食べ物の多くは「高FODMAP」と言って、ガスの産生が多くなる食べ物ですから、その逆をやってみる、という事です。<br />
<br />
<b>80点を目標にする</b><br />
医師と良くコミニュケーションして、自分にとっての80点を目指して治療をしていきましょう。ずっと通う必要がある場合もありますから、ご容赦下さい。<br />
<br />
<b>免責事項</b><br />
<u>骨盤内癒着による便通異常</u>はあまり教科書や論文やインターネット上にはない、あるいは消化器内科の先生に話しても「あ、そう?」程度で終わってしまう疾患概念ですが、沢山の患者さんを診た(たかだか1万ぐらいですが)結果、確かにこういう人々がいる、と思っております。20-30歳代女性の下腹部痛の中にも癒着ではないけれども卵巣など女性器と関連した自覚症状、便通異常が見られる場合が多く、その場合には上記の指導を参考にして下さい。ただしこれは私個人の経験によるものであり、患者さんに偏りがある事を十分にご考慮いただけますと幸いです。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-44183825533298379632019-08-18T22:38:00.002+09:002019-08-18T22:46:17.407+09:00カフェインとコレステロールコレステロールが高い若い人々を多く見るようになったが、実際に上昇トレンドなのか、採血をする機会が増えたせいで目立つのかはわからない。日本赤十字社はデータを持っているはずだが公開しておらず、彼ららしいと思う。(正常値の決定に利用などはされているようだ)データのオープン化は社会貢献のひとつだと思うし、ナショナルデータベース云々よりも以前に議論されなかったのは不思議だ。(貴重な食後のデータも含まれるのに)<br />
<br />
カフェイン摂取量など生活習慣の変化と関連している可能性は当然ある。カフェイン摂取者でコレステロールが上昇するとの観察研究はとても多いのだ。<br />
仮にカフェインが原因であるならば機序はなにか。ゆっくり調べたことはなかったのだが、二次性高脂血症には利尿剤が原因となるものがあるのは有名である。例えばサイアザイドやループ利尿薬はコレステロールが上昇する。カフェインは利尿剤の一種なのであるから、どこかで機序がかぶってもおかしくはなかろうと患者さんには説明している。(機序に関して書かれた論文を探しているのだがまだ見つけられない)<br />
<br />
コーヒーはノンカフェインであってもコレステロールを上昇させると言われている。だからといってそれが有害だとは思わないが。コーヒーの油、ジテルペン内にはカフェストールという物質が含まれ、これがコレステロールを上げるというのだ。例えばコーヒーを金属フィルターを使って濾した場合には油が浮いているのが見える。一方ドリップコーヒーの場合にはほとんど吸着されてしまいカフェストールは含まないとされている。エスプレッソには若干含まれる。だったら猿田彦珈琲で金属フィルターで濾過したコーヒーは?<br />
<br />
一方コーヒーにはポリフェノール(クロロゲン酸)は豊富であるし、抗酸化作用もあるとされるから、相殺される?ぶっちゃけどうでも良い話である。<br />
コーヒー1杯あたりのカフェイン量は60mg程度である事は覚えておいて良い常識である。常識と書いたが一体何ccだ?(平均すると140cc程度のようだ)高温で抽出するエスプレッソは、少しカフェインが飛ぶので少なめになる。多量にカフェインを含むはずなのに玉露では覚醒作用が弱い気がするのはタンニン(ポリフェノールの一種)のせいだとされるが、タンニンとポリフェノールの違いはカフェインとの結合率のようである。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPerKAfmBsCeVO2pNfvWvkfw8JVIhlGPzvUV-lnDMpCxrI3qK7We863RRDfdeLiciyNPX1-G3U7EVQWIT2ZypKDYYH2FkpCPSLlvtoFqnl4I0_aKsabCEmXCg4qgLTtv-MUczE/s1600/1920px-%2528%25E2%2580%2593%2529-Epicatechin.svg.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="910" data-original-width="1600" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPerKAfmBsCeVO2pNfvWvkfw8JVIhlGPzvUV-lnDMpCxrI3qK7We863RRDfdeLiciyNPX1-G3U7EVQWIT2ZypKDYYH2FkpCPSLlvtoFqnl4I0_aKsabCEmXCg4qgLTtv-MUczE/s200/1920px-%2528%25E2%2580%2593%2529-Epicatechin.svg.png" width="200" /></a></div>
<br />
<div style="text-align: center;">
茶カテキンの構造</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS6WRpHqpRgQq21ekdAtmDfm5hfstSacEtJD9lYwc3UhQACD6JkoOWAuMso0kZkX9jA9G5Nafyuyrpws-3E7Z6EH_-Oy8cM6nyKZknwY0exND9zM2CzqNdhPHMylhqpbsHO9ku/s1600/Chlorogenic_acid.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="647" data-original-width="1122" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS6WRpHqpRgQq21ekdAtmDfm5hfstSacEtJD9lYwc3UhQACD6JkoOWAuMso0kZkX9jA9G5Nafyuyrpws-3E7Z6EH_-Oy8cM6nyKZknwY0exND9zM2CzqNdhPHMylhqpbsHO9ku/s200/Chlorogenic_acid.png" width="200" /></a></div>
<br />
<div style="text-align: center;">
コーヒーのクロロゲン酸はタンニンとしての活性がほとんどない</div>
<br />
さて、若年者でコレステロールが高い人にインタビューを繰り返していると、エナジードリンクへの嗜好が有意に高そうだと気付いて妙に納得してしまった。(一方で脂肪肝など肝障害においてはストロング系アルコール飲料を飲んでいる人が特にやばい印象がある)<br />
エナジードリンクにはカフェインの悪い作用を打ち消してくれそうな成分が何もない。<br />
<br />
カフェインでコレステロールが上昇する機序はわからないと書いたが、インスリン感受性の低下、胆汁酸の分泌抑制などが考えられており、エストロゲンには保護的作用があるらしく、男性でより上昇することは現状を良く説明するように思われる。<br />
<br />
こうした現代の脂質プロファイルの変化については、一層注意を払っていきたいと思う。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-16266696211559778352019-07-15T15:21:00.008+09:002020-09-27T21:53:28.458+09:00ラショウモンエフェクト物理学者のファインマンさんの言葉を引用した<a href="https://www.newyorker.com/science/elements/a-different-kind-of-theory-of-everything">ザ・ニューヨーカーの記事</a>で、"the Rashomon effect"という言葉があり、それは<a href="https://ja.wikipedia.org/wiki/%E7%BE%85%E7%94%9F%E9%96%80%E5%8A%B9%E6%9E%9C" target="_blank">羅生門効果</a>というものだということを初めて知りました。<br />
<br />
1964年にコーネル大学での講義で、あのリチャード・ファインマンさんは2つの物体が引き合う事をどう説明するかについて三様の説明があることを示しました。ニュートン力学によるもの、重力による時空の歪み説によるもの、エネルギーの最小化説に伴うもの、があって、それぞれほぼ正しい予測を導くというものです。フェインマンさんはこのように、自然とはいくつもの解釈体系を持っている事が驚くべき特徴である、と述べたのです。<br />
<br />
一般に、法律、であるとか、常識、のような人間が作り出したものはこのような多様性はありませんよね?(「神話」がどうか、という部分についてはデリケートなので議論は避けますが)ところが自然のこうした神秘的な特徴は、しばしば学問を難しくしてしまいます。いろいろな解釈の仕方がありすぎて、真実の理解が難しくなることがあるのです。<br />
<br />
例えばダークマターが一体なにか、という事について我々はまだ答えを得られていません。ある観察をすればこういう証拠があって、別の観測をしたらこういう証拠があった、これが羅生門効果を生み出してしまい、真実を覆い隠してしまっているようなのです、今のところは。<br />
<br /><u>
と言うことに物理学者は気づいて次の一歩を踏み出しつつある</u>、というようなザ・ニューヨーカーの記事です。細かく見ていけば見ていくほど既存の法則には矛盾があることに物理学者は気がつきました。前述のファインマンさんの言葉の通り、複数の説明の仕方が可能なのは確かに自然の神秘をあらわししているけれど、実際には「ほぼ同じ」でありながら細かく観察したときに競合します。その矛盾を突き詰めて考えたときに正しい事が判明する、という事を物理学は歴史的に繰り返し、なるべく空間や時間の概念に影響されぬよう進化しています。<br />
<br />
今後も生じるいろいろな矛盾を越えていくためには、今までの理論を再定式化する事が大切だと物理学者は考えています。ファインマン・ダイアグラムはその一例です。Scattering Amplitude(散乱振幅という概念で、物理現象を数式に変換したもの)はそこから派生して生まれました。アインシュタインの理論はビッグバンの瞬間にさかのぼったり特異点では通用しません。空間も時間も参照しないScattering Amplitudeならば書きあらわせる可能性があります。<br />
<br />
<a href="https://www.newyorker.com/science/elements/a-different-kind-of-theory-of-everything">https://www.newyorker.com/science/elements/a-different-kind-of-theory-of-everything</a><br />
<br />
ファインマン・ダイアグラムを画像をアニメで解説<br />
<a href="https://www.youtube.com/watch?v=qe7atm1x6Mg">https://www.youtube.com/watch?v=qe7atm1x6Mg</a><br />
(日本語解説:<a href="https://gigazine.net/news/20190516-feynman-diagrams/">https://gigazine.net/news/20190516-feynman-diagrams/</a>)<br />
<br />
と、いうような事を、記事を読んで2時間後にここに私が書いたのはなぜなのでしょうか。<br />
<br />
①巨視的に物事を見たときと、詳細に物事を見たときにはしばしば食い違いが見られるのであるが、それについて「なぜか」「どこかに間違いがないか」「実は同じことを見ていないか」「何か真実が隠れていないか」そういう視点に欠けている人々が多い。私の仕事は患者さんにその矛盾に見える食い違いが矛盾ではないことを知ってもらうこと、と言っても過言ではないほどです。人の体については特にそうだから、羅生門効果を自覚しておくべきだし、自分はもともと意識しているので、私の意見は参考になるはずです。(と、患者さんに信頼してほしくて書いています)(<u>2020/09/22追記:コロナウイルス禍においてはまさしく羅生門効果が見られます</u>)<br />
②自然科学においては羅生門効果が見られてもその矛盾はいずれ解決できるかもしれない。しかししばしば羅生門効果が観察される社会における矛盾は、自然Natureとは違い人間が作り出した一種のゲームの世界であるがゆえに突き詰めれば解決されるというシンプルなものではないだろう。しかしその食い違いを埋めて調和を得る事は将来は可能かもしれない。若い人々には大きな可能性があるので羨ましい。少なくともゲームを馬鹿にするような人には(略<br />
③ファインマンさんは巨大な頭脳であるので、「ご冗談でしょう、ファインマンさん」は読んでおこうと思った。(もう読んだ気もするが)<br />
④<a href="https://twitter.com/michikokakutani" target="_blank">ミチコカクタニさんがTwitter</a>でRTしていたのでこの評論を読みました。ミチコカクタニさんは引退したけれど超有名な辛口書評家です。知性に触れたい場合、こういう有益な情報源があります。<br />⑤(2020/09/22追記)物理学はともかく、シンプルな数式化が遅れている生物学・医学では羅生門効果が深刻な混沌を生みつつある。シンプルな数式で語ることは難しいにせよ、物理学、数学との融合(いつか書いたと思いますが)が今後ますます重要だ。<br />ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0日本、東京都東京35.6803997 139.76901747.3701658638211569 104.6127674 63.990633536178848 174.9252674tag:blogger.com,1999:blog-28814865.post-54030874629710684802019-07-10T06:48:00.001+09:002019-07-10T06:48:37.046+09:00審美眼についてローザンヌ国際バレエコンクールの解説は2017年から山本康介さん。短い時間でバレエへの理解が深まる良解説です。家族は知っていたから有名な人なのだろうと思う。今回はじめて見ました。<br />
<br />
パリオペラ座バレエ学校のクロード・ベッシーさんの解説を懐かしむ声もありますが「体型、見た目をまずぶった切る」という、おそらく現代では放送コードに引っかかるような内容ではなく、むしろ総合芸術の本質とは、を我々にわかりやすく解説する、素晴らしいものでした。(言葉そのものは抽象的ですが、それがまた良い)<br />
ベッシーさんの視線も「伸びしろを見る」という点では共通点はありますがダンサーの印象を我々に残さない内容であったことに比較すると、山本さんの伸びしろ目線は、ダンサーの個性を際立たせたという点で番組としては上質である、と感じました。米国のマッケンジー・ブラウンさん(1位)、ブラジルのガブリエル・フィゲイレド(2位)さんの舞踊は解説がなくても「お!」とういものでしたが、解説がついてなおよくわかりました。ローザンヌの審査は練習段階から始まると聞きますから尚の事彼(練習を見ている、ベッシーさんもそれとわかることを言う)の解説は舞踊の印象を補完してくれるのです。<br />
<br />
山本さんに興味が湧いて検索し、インタビュー記事を読みました。バレエの発生がフランス貴族社会で、キツネの手の形は指輪を落とさないためであるとか、歩くとき膝が先に出ないのはハイヒールを履いていたからとか、クラシックバレエの必然性や作法の由来が書かれていて納得しました。それに加えて面白い記述がありました。フランスと日本の総合芸術に関する感性の差。<br />
<br />
>たとえばフランスは、「オシャレで遊び心があって、きちっとした中に一つだけ乱す美意識」。それに対して日本は、「全部完璧じゃないといけない。」<br />
<br />
これを読んで「あれ?」と思うのは自分だけではないかもしれません。千利休が塵一つなく掃き清めた庭に最後にもみじの葉をほんの少し散らしたエピソードは有名ですが、日本だってそれを「美」としていなかっただろうか。日本の総合芸術(バレエ)における美意識が「完璧さ」だとしたら、かけ離れています。いったいどう発達してきたのでしょう。(関係ないけど「いきの構造」を書いた九鬼周造はフランス留学をしていて良かったと思う)<br />
<br />
急に話が飛びますが、よく患者さんで医者に完璧さを求める人がいます。それは正しい評価力を持たない不安な気持ちを隠す行動に見えます。総合芸術に限らず、スポーツなどあらゆる場面でこの国では「完璧の追求」が垣間見え、それが肯定される傾向はあります。お笑いですらそういう傾向があるように思う。しかし、それはもしかすると審美眼を育んでいく姿勢が受け手側に欠如している事が背景にあるのかなあと思いました。千利休もそんな感じの発想はしていたように思います。<br />
<br />
子供の審美眼(にとどまらない、何かを評価する力)をどう育てるかは先日デトロイト美術館でその一端を見ました。<br />
<br />若い人はどのように芸術を鑑賞すれば良いんだろう?という問いかけに、デトロイト美術館の答え(の一つ)。「彫刻があったら、その形態の真似をしてみる。それも正しいアートの鑑賞方法の一つです」と。<br /><br />アートに自分の人生を投影するのは大人の鑑賞法ですが、その逆で、作品を自分に投影せよというのです。確かにこれは正しい審美眼の育て方の一つです。日本も同じ教育をしていると思いますがそれの意味するところを上手に言語化することで審美眼が育った気になる、という点が違うかもしれません。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0tag:blogger.com,1999:blog-28814865.post-57707574582543966312019-06-11T07:36:00.000+09:002019-06-11T22:08:18.646+09:00なぜ男女で痛みの伝わり方に差があるのか<b>Why the sexes don’t feel pain the same way</b><br />
というタイトルの評論が<i>Nature</i>に載っていて、インターネット上で読むことが出来ます。<br />
<a href="https://www.nature.com/articles/d41586-019-00895-3">https://www.nature.com/articles/d41586-019-00895-3</a><br />
素晴らしい事は、現在はGoogle翻訳を使うと自然科学の勉強を一通りした人ならば、多少の翻訳ずれは物ともせずに内容を把握することが出来ることです。ほとんどの自然科学の情報をどうぞ日本語ではなく英語で吸収してほしい。<br />
<br />
この英語の記事は「性差」について話題にしています。<br />
一例として、疼痛を感じやすくした(痛覚過敏)マウスでの反応にオスとメスで明らかな差があった事を挙げています。<br />
<br />
性差を説明する一つの仮説は<a href="https://ja.wikipedia.org/wiki/%E5%B0%8F%E8%86%A0%E7%B4%B0%E8%83%9E" target="_blank">ミクログリア</a>と呼ばれる神経系の免疫細胞の役割が雌雄で異なっていた、という事でした。この免疫細胞がどう痛みに関わっているかまではわからないものの、(一般的に痛みは種々の免疫細胞が出す痛み物質が原因である事が多いですが)少なくともオスではミクログリアをブロックすれば痛みを感じない事は明らかにできました。<br />
ではメスではミクログリアは関係ないのでしょうか。さらに調べるとT細胞をブロック(ノックアウトマウスを使う)してからミクログリアをブロックすると痛みが止められる事がわかったのです。つまりメスでは通常はT細胞が主役であるという事です。<br />
このような性差がなぜ生まれるのかについて、古くから女性ホルモン(エストロゲン)が重要だとする仮説が考えられてきましたが、男性ホルモンであるテストステロンの有無が関わっている事が一部証明されています。経路のスイッチが切り替わる、と考えられています。(後述しますが妊娠も同様な変化を起こします、このあたりが不思議ですね)<br />
これらはすべてマウスでの話ですが、最近人間でも癌の疼痛に関わるのが男性では<a href="https://ja.wikipedia.org/wiki/%E3%83%9E%E3%82%AF%E3%83%AD%E3%83%95%E3%82%A1%E3%83%BC%E3%82%B8" target="_blank">マクロファージ</a>というミクログリア類似の細胞、女性では神経細胞そのものおよびペプチドである事が示されました。<br />
<br />
こうした新しい知見によって例えば糖尿病で良く使われ副作用の少ないメトホルミンという薬が男性の慢性疼痛を排除する可能性が示されましたし、女性は男性より高用量のモルヒネを必要とするというような知見も得られ、その原因はモルヒネがマイクログリアを活性化させ自らの疼痛抑制作用を打ち消すからではないか、と考えられています。<br />
<br />
性差の別の証拠は片頭痛治療薬の一つ抗CGRP薬(日本未発売)は女性でより効果があるかもしれない、という事実です。治験では残念ながら男女は分けられていませんでしたが。<br />
<br />
トランスジェンダーを観察した症例報告で、テストステロンを投与することで慢性疼痛が軽減した複数の例があったことも不思議ではありません。<br />
<br />
思春期においては女性が男性よりも疼痛状態が発生しやすことがわかっています。<br />
<br />
妊娠中は痛みのメカニズムが変化することも報告されています。<br />
<br />
痛みの研究はまだ仮説段階のものが多く、個別医療が現実のものになるのは先かもしれません。なにしろ性差の概念は2008年に生まれたばかりで、研究段階では扱いにくいという理由でオスのげっ歯類をあえて使わない会社もあるほどです。治験では妊娠した女性は除外され、大抵は閉経した女性と男性が参加します。したがってこうした性差が明らかになるには今少し時間がかかりそうです。<br />
<br />
テストステロンの存在がクローズアップされました。メトホルミンは女性の多嚢胞卵巣症候群(PCOS)に使われたり、モデル動物の発がん抑制など不思議な作用は以前から知られていましたが、再評価される可能性があります。ステロイド類は不思議な物質で、最近私はニューロステロイドがお気に入りです。女性が悩む種々の疼痛に対抗するヒントがそこには転がっています。POTS、CRPSの病理へと迫ることが出来るかもしれません。<br />
<br />
いろいろなお薬で男女での効き方が違うという事を我々臨床医は知っていて、経験的に使い分けをしているのですが、それを理論的に説明するような研究が登場する可能性はあります。問題はどんな研究にも多額のお金が必要な事です。例えばHCVやHIVの研究でも千億円単位のお金が飛び交うようになった時に研究が一気に進みます。マイクロバイオームの研究が現在はそういうバブルの様相を見せています。これは自然科学にとっての残念だけども大切な事実です。ではそういうムーブメントは誰が作っていくのでしょう。<br />
<br />
今までは国や行政によってある程度コントロールされていたと思いますし、日本にはその財力はないので才能ある人は全員国外に今は出るべき時期だと思っていますけれど、新興の財界人の存在はなかなか無視できません。何しろ彼らは千億円単位のお金を持っているのです。<br />
<br />
読んではいないのですが、<br />
『マンモスを再生せよ:ハーバード大学遺伝子研究チームの挑戦』<br />
という本があります。<br />
WIREDのこの記事を読めばだいたいわかるのですが、なにか夢があったときにそれを実現するためにお金を集める、失敗しても別の方法で投資を回収する、そういうようなマーケティング手法やビジネスモデルの構築事例として、なかなか勉強になる内容です。<br />
<a href="https://wired.jp/series/wired-book-review/16_woolly/">https://wired.jp/series/wired-book-review/16_woolly/</a><br />
<br />
一言で言うと、<br />
<br />
ウェーイ<br />
<br />
という内容なんですが、世の中を動かすには「ウェーイ」なんでありまして、どうやってウェイウェイするかを考えていくことは大切なのではないか、と思います。ukawaiinhttp://www.blogger.com/profile/06971435365734336296noreply@blogger.com0