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ダッシュボードがとりあえず作成できます。 いるのかという本質を突き詰めていく作業に注力することが求められます。 その意味では経営ダッシュボードの作成はゴールであるとともに、新しいスタートです。 析可視化セミナー開催予定 すべて(社)企業研究会主催 時間は9:30～12：00です...","preview":{"posterSrc":"data:image/png;base64,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けてそれぞれの別のものとして分析するというようなものです。 とができるというものです。 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複数のカードを使う20210719＞ 今回のyoutube動画は「複数の行カードを使う」というテーマでお話ししてみました。 特にこれまで見たことがなかったというビジュアルがつくれるという大きな効果ではないですが、比較的見やすい表が作成できると思います。 また、併せて選択したデータのcsvエクスポートについても解説してみました。 等） 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Powerピボットで 活用できるようにするためにPowerQueryでの変形方法をご説明したいと思います。 と思います。 火） 4月7日（金） (2)PowerQuery＆Powerピボット解説・演習セミナー 1月23日（月） 2月16日（木） 3月14日（火） (3)経理業務向けPowerQuery＆Powerピボットセミナー 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強調表示とフィルター20210717＞ 今回のyoutube動画は「強調表示とフィルター」というテーマでお話ししてみました。 強調表示もフィルターも2つの図表を関連させるという点では同じです。 ですが、強調表示は関連する部分をハイライト表示させるのに対して、フィルターは関連する数字を表示するという点で異なります。 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固変分解は実務的には難しいです。 固変分解の手法には主に科目別精査法と最小自乗法があります。 この動画では統計的な固変分解の手法でもある最小自乗法について、Excelのグラフ（撒布図）に近似曲線を引く方法をご紹介します。 参考になれば幸いです。 管理会計を起点とする経営支援研究会 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また、減価償却費を計上すると利益が減少し、よって税金というキャッシュアウトが減ります。 結局、上記2つのことから減価償却費という費用を計上した方がお金は増えることがわかります。 今回はそうした利益とキャッシュフローの関係について解説してみました...","preview":{"posterSrc":"data:image/png;base64,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項目である売掛金、在庫、買掛金が入ってくるからです。 #管理会計 #会計士 #税理士 #Itコーディネーター #エクセル #セミナー講師 ご関心のある方はぜひご視聴ください。 管理会計を起点とする経営支援研究会 ⇒https://www.aoyamaoffice.jp/ お問い合わせ（相談、セミナー依頼...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAgMAAwEBAAAAAAAAAAAAAAcFBggBAwQJAv/EAD0QAAEDAwMCAgcECAYDAAAAAAECAwQABREGByESMRMiCBRBUWFxgTJCkaEVFyMzUpKisRYlNDVTVmJjcv/EABsBAQACAwEBAAAAAAAAAAAAAAADBAIFBgEH/8QALREAAgICAQIDBQkAAAAAAAAAAAECAwQRBRIhMUFxEzJRkcFTYWJygZKhsdH/2gAMAwEAAhEDEQA/ANZ6i1LYtPKhpvdzjwDNcU1GLxIDi0oUspB7Z6UqPxxxzVO/XptX/wBuj/uPWf8ATP8A7n/l+x9j/wAu3xqM9J64G1aasFwkCyP21u/wm5cW528SUuBbqUhaCVDoWgFasgKzWOG06lGuioPK/TgtCVGR6krox62cno8L7PheX93j2Y9tAbxmbpbdQ77HscrWlkZuMhHW2wuUkHskgKPZCiFpISrBVngHBrjTu6W32oZsqFYtWWy5Sokdcl9mM4XFoaRgKV0gZ4yO3vrIm8UmWv0pFs2++tQiZ7KITompQmI1iGFIKC4Aj7Lv7Mo82eys+VmbS6y1Xqy43y0XjcG6KL1uuMm0+q2mJFMqI28uOh9DreVoeC0dfTjGCkjIoBxObz7WtOwWn9bWlhc6N6zH8ZwthTfUU8lQHSSQQEqwo4OBwatWntRWLUNnF4sd3g3K3EqAlRnkuNZT9rzDjj2+6sJ6fRDutgZut1kpDq2kusMLnOINveA4cQoOhZeT7FulahnA44q+yoF/k+i7oh243i+SbPdHPVJ9vjzGLW2gvueGwFuiOohoKHIIwSvKieBQGn9C690frhqa7pPUEK7pgveBJ8BRy2r2cEAlJ5woeU4OCakb9qCzWJy3Iu89qGq5zUQYYcz+2fWCUtjA7npPf3Vizbi36qla+s6ZUi92++G7ytO26dAvcZBixoagXW1MJi9L7baM8qIQokYCeKdm6Cb7upuh+r/Tlyiaeb0ROhXaVeH0h6UZSm1KaSwwcJUkJXlSl8ZwMccgPK5z4dstkq5XCS1FhxGVvvvuq6UNtpBKlE+wAAmo656r07bdMNamnXaKzZnksramlRLS0ulIbII7hRUnB+IpUbraWk6U9HjcNsas1BqSfLtbjkh+6Sw6pA6cKDaEgJbT058oHspReki9og6VmsW2RriTPiItCpqo0t82mAlfgqQhSOroSotDqSEpPmIPBoDZ1Rt9v1msbCXrxdIkBCjhJfdCer5A8moPbCRplO3kSTpO+SL9ZkoccZmPTlynXPMpSgpxZ6sg5GFcp7cYpMXrTT2p7nN1HfpzzrsvzJjpVhLDf3UA9+B/esJ2KC2ySuqVj1E0DYtQ2O+oWqz3eFP6BlYYeStSP/oDkfWpSsP3aHO0jqBm/aXuEiHPhZUnJ6gtI5KVe9JAIINbJ0Xe2tSaTtd+YQW0T4rb4QTnpKhkj6HIpCamtoWVSrl0yJeiiisyMhNS6S01qWRDf1BY4F1XCDoj+tshwN+InpXgHjkDHaqorY7a4yTJ/wAKMJfKPD8REp9KgjOekELyE55x2pjUUBX52i9MznYjku0tPKh2962MdS14RGdSlLjeM8hQQkZOTx3qAt2zG19uQoW7RdqhLUw5HU7GSpp0tuDCh4iSFcjjOcjnHer/AEUBWLdt9omBpSTpaJpe1N2WWSqTD9XBQ8o4ypeclSvKnk5PA91QsvZbbGXZodnl6RhyIEJx12Mw666tLSnOnrxlWcHoTx2GOMUwaKAWcXYPaGLJbksaFtbbzSwtCwXMpUDkH7XwqZ1ztXt9ra4IuGqNK2+5TUICBJUlSHekdklaCCQMnAJ4zVzooCkaW2m280xbLvbbHpaFDiXlj1e4tBS1iQ3hQ6VdSjxhSvxrmbtLtvMvVvvMnR1ocnW5tluK6WeUJaADQIzhXSAAOoHAAq7UUB4mrZBj256BCjMw2HfEJTHbSgdSySpWAMZJUST7SSaQUoXG2quKn5xRESMNdTvUpOVdGQCnyjHz5rRNIjeGzSLRImvqZhLhy3C40uSgFOe/Tk9iD7Pkaq5Sek0XsBx6mmK+fa3W7q+J5K43UV9QfU4VN8k4KveD8jmtPbRRlRds9PsllLA9RQtLQ+4lXmSn6AgVjzV2uGLah111xuQ42x4ClJGUrc7hCR2PAGfcM1p/YXdnTm4el4DbEuJFvzUdKZlsSehTa0jBKEnug4yMZwCAe1eYkZabZ7nSjtJeIzqKKKtlAKKKKAKKKKAKKKKAKKKKAKK4rz3CdDt8VyVOlMxmG0lS3HVhKQAMk8/CgEF6XW72oNDPWzTOl3Ew51wjrkvTSgKU22FFKUoB4BJCskg4AGO+aQO2e4Mtu+XOZq79IamXcGmYq1yJS1uNpLoJKM5APAA7DnmoTfXVz+ud0bnqVCJBtinEs29akKCPV0gpQQTwOvCl/U+6qvCfU1FmpEjwUlDZwDgrUF5A+QwT9B8KzST7MJtdye3ju9vv2tpTtmhtxbTDUY1ujoHlDaTgr+KlHKifl7qrtivFw07cWbnbZbsWWw4FtOtK6VJUPaKjnJpWVBoHuEN8dyfbX4kkIOFKSVduKJjxNz+jfvqxrLTc5nV8iJBudrLYVIKglMpC84UE+xYKSCBxyCO+KKzf6Ns7S0OXentS/pRafBaDDcEJys9Ss9RV2Hb8TRW2xOMV9Sn0yfprRrr8x1Tcdr9T6EUV5p0+FBb8SbMjxkfxPOBA/M1WLnuXo+DkC6etrH3YzanPz7fnWqrpss9yLZelZCHvPRcKKU1y3nj9RbtVkeeUfsl90J/pTk/nXhGqN079/tdpXDaXwFNxegfzumra467W56ivvZA8yvwjt+g5s8Z9lQ901Tp22Z9evUFlQ7o8UKV/KMmktebZdiCrWOvrbBAPmZfuBdWPk2jioF24bX2zq6rnfL64OwiRhHbJ+a+cVap4pT83L8qf9+BBZnOPkl6v6eI3bpu7piMFCIibOUOxQ10JP1WR/aq89uxqC5uFqwadSSeASFvq/BIApbu7lWaEf8g0HamVAYD1wdVKX88cAfjUXc91NczW/BTe1QGR2agtJYA+qR1fnW0p4N/Z/uf0WylZyX4/kv8ARqSjutc2C9Pmmzxfat15uIkD6eas8ekRfl26ejTMTUcW7vPM+JcJEd1TqUgnhoOE8kgEnHvA99ds6ZMuDpdnS5Etw91PuqcP9RNUvW+m5l1lNTLYjxn0o6FsIGVqweCkDuee1S5vGXU47dbW/NRWu38swxsyuy1KfzbJTUG4Fmvmnl2RNmloS42lplAWghKhwkjGPvYIwBzn+I1Pac2BefLL+or6GkFseLHho8wPfHWrj4ZApVTNPat09AGoJ2lruxBivt9cmRFWyhCyodAJUB3PuqUibsaySytLs9taHeUpU3y334znn65riJVyj2r7HVRtjPvZ3Pbu3ZtP6Zv4sFlgsNtxkIdelLWtx9a1A4QVKOAAOfKO5+FLyQUuLPSO579q77pcpE+a9LlvqefeJWtRPcmvAlwIPWTkngVLCPStMhnJSk2hj7LWe63O5TWbVAlzVJaSFoYZU4clXHbt2PeitMegDZjE2xu98cThdzuZQk+9tlASP6lLoreYXOWYlKqjFPXx2arJ42GRY5ykROm4KL3e248599QWfMsLyv8AFWacqdtdJ2u1OzDCdnOob6x608pSc/JOBRRVjk7JwSUW0QYUIy31LYlNQ7qaitV1ct1ih2WztoPSFxIKQsj5q6qqF71Xqa8Ei6X+5S0n7i5Cgj+UYH5UUV0PGUVexU+lb+Ou5qsy2fW47eiFAAJIABPuFFFFbUpBVk27sETUV/bgTXZDbSsZLJSFfmDRRUVzarbRnUtyWzRll2Y0Db0JW5a3bgvAPVMfUsfyjCfyq62iy2i1NhFrtcKEnGMMMJR/YUUV82y8i2ybU5N+rZ2GPVXGCcYpCh9NxtK/R/uXVnyzYZHP/uAr59uqKCEp7YooqoiwdXiKIPaulC1KUFE8k0UUB9CPQYdcc2FjJWsqS3cpSUA/dHUDj8ST9aKKK8B//9k=","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765577335870853-3020232758019409642-balancer-l7leveler-kubr-yp-sas-182-BAL","isAdultDoc":false,"relatedParams":{"text":"運転資金とは","promo":"pumpkin","related_orig_text":"管理会計を起点とする経営支援研究会","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"管理会計を起点とする経営支援研究会\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=9vEFLWjWeDY\",\"src\":\"serp\",\"rvb\":\"ErADChQxMjc1Njk5MTcxODE0NjMwNzA1MwoTMTE4MDI2Njc2NzU4ODgyNjE0NgoUMTA4MzQyMzE2Mjc1MjExMzE1NzEKFDEyNTU5MjYwOTg3MzEzMzYxMTY2ChQxMTM4OTE2MjMyMjMx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ポイントは質問セットをつくり、体系的な質問を行うことだと思います。 また、質問文を長くすればするほどユニークな回答が得られると思います。 この「経営企画」を「人事」とか「財務」などに置き換えてもそのまま津赤得るようにデータ分析手法は汎用的に書いていくと便利ですね。","preview":{"posterSrc":"data:image/png;base64,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めた方がリスクが少なくなります。 管理会計を起点とする経営支援研究会 ⇒https://www.aoyamaoffice.jp/ お問い合わせ（相談、セミナー依頼等） 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いろいろ仕入れて何か売れれば確かに売上は増えます。 しかし、商品を100種類仕入れてそのうち5種類が売れれば利益は5種類分増えますが、同時に95種類の仕入代金分のお金が出ていきます。 こうしたように利益を増やそうとする行動をとるばっかりに、キャッシュを減らし、経営を傾けることは避けるべきです。 今回はこうした趣旨で解説をしてみました。 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流動比率は流動資産という1年以内にお入ってくるお金、流動負債は1年以内に出て行くお金を意味します。 そして、1年以内に入ってくるお金が出ていくお金と何倍あるのかをみるのが流動比率です。 なる」を厳しく検証した当座資産を流動資産に代替させて短期的な安全性を把握する指標です。 管理会計を起点とする経営支援研究会 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感して頂けたらと思います。 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そこで今回は生成AIclaudeを用いて、ダミーの会社設例をもとにシナリオプランニングを 行ってみました。 今回はシナリオプランニングを生成aiで行う流れだけ解説しているだけですが、ご覧頂け れば幸いです。","preview":{"posterSrc":"data:image/png;base64,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すなわち、利益はなくても倒産しませんが、お金がなければ企業等は倒産してしまうからです。 そのため、キャッシュフローが最低でもマイナスにならないようなシミュレーションをして頂きたいと思います。 管理会計を起点とする経営支援研究会 ⇒https://www.aoyamaoffice.jp/ お問い合わせ（相談、セミナー依頼等） 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PowerQueryで顧客別RFM分析を行った結果をまとめてみました。 Rfm分析を分析指標を変えながらどのような結果になるのかシミュレーションする。 また、Rfmの各指標の組み合わせから顧客をグルーピングし、グループへの優先度を決め、特徴を表すラベリングを行う。 そして、グループごとの施策を考えていくと有効な分析となるのではと考えます。","preview":{"posterSrc":"data:image/png;base64,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ます。 管理会計を起点とする経営支援研究会 ⇒https://www.aoyamaoffice.jp/ お問い合わせ（相談、セミナー依頼等） 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Roaとは総資産利益率と呼ばれ、通常は資産回転率と利益率をかけた算式で使われます。 ときに得られる利益率はどれだけ高いのか。 す。 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「仕事をするか全くしないか、どっちかにしてくれ」中途半端な取締役が組織に害を及ぼす。 部下の厳しい眼を意識しないと、いつまでもポジションが維持できる可能性はないかも？ -- 年間2500万円以上の継続収入を30年継続してきたノウハウを100個に凝...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABAADBQYHCAEC/8QAPxAAAQMCBAMHAQUFBgcAAAAAAQIDBAURAAYSIRMxQQcUIlFhcYEyFUJScqEjM5GxwQgXQ2KC8BYkJTRE0eL/xAAbAQADAQEBAQEAAAAAAAAAAAADBAUBAgYAB//EADYRAAEDAwIDBwIEBQUAAAAAAAECAxEABCESMQVBYQYTIlFxgfAUkRYjM8EkMoKh0UJSkrHh/9oADAMBAAIRAxEAPwDQ4tHoynXpceBPzE4FkuTJzvdYSDfqpW6rfODo8qVObMSFJflso2MWgsiNFR+eSvmPbDSLVmaruEKbmmQ2ojvVRPCgsEH7rYsDbDdWlU9LiYlcq8nMEu+luk0ocKMg/hOnn/PDIx8+fvU0yTB3+fOVexXGIckxociNGlK2MahRzMlH88hdwD7Y9lNN093vNQbpdHdVydqbxqE5Xs39KT8YMaj1gwP+emwcn0kkJESCB3hy/JJI3uf4+mAoC1M1B6BkzK6ky21aX6lVE3Wg+Z1fSevn6YGl9ogQoZE78vP064rdKs4+dTt/3TzjMipMd4dhVKoRh/5Vcl9zij1DKLXHphuFMStZh0ydKmr5GNl2CmO0PRTygT84NqGX2YiU1HNLtWzRPO6IzDSy0D7DYD3t7Yap7ObsytFlpKMrURJKeGyjQtQGxA5E+/hHvjGbll5UNLCj0IJ/t+9YUlIkiB1wPnoBQk1mNTneLU/sSkvHkl9S6nNPwTpB+MF6Z8mGX1sVHuQH/c1iaIUe3oy0AT7XwBLrOXMrO9xyrT0VOrKOgzXhxPFy8P4jf8Nh6nEpBys9IT9vZ+nuSVixREK/Agk7JIHMkkAJT1PXBgd/7+VYcCT7eZ9Bv9zQFLS1JeUiiMuVBxJ8a6bCRFjp933QpZ+N8erWiTP7i2sVWf1jQdUjR+eQ+Skf6U4HnTq5m2vnK9PYVRqax+9YCdJQ2OrgHuLJG2/XnibzMheXKIzlvKMJ0zZaCpx1pN3AhOylFX4jyHkL26YEq4ZS13qlgIiZkR7dOu1daF6wiPEeX+fnvUfw3XKmmjR+FNqX340dwlmMOpdePO34UJT5Xw0VtqjVyREcEhijxla3wmyX5BBCQkdG0nfmSogXJG2JbI1NNI7N5k5pBTUJUZ19RIsoWCtCfPa1/c4h+x0xahRK3l+QqxkoC/UpKdJI9jY/OCJIVEHeuSYCj5R/7RS29UmG0xpJnxGpEHUrSl86AHGdR2Su41JJuPEQQQRZltSOA7IbK0NNK0vq4awWFfhfbSdbR/zDWg+QwLRlMJZeyHmpRiusO6qfMvbhLJuLHyPMHluRttgyc7JgVFprM7r1LqjY0RK/FTdD6RyS8PvDzvv/ADO8prYgx89a+EsRW3WJL7UNtDi08OQ81qZc3+5Kj6bH0WkeuFggIep0hEqU05TOOpP/AFOkJD0GVc/4rPJJPmMLH1amTt8+1faadmrNl/tN5NBoablLDSdClIB528vVVh6YGNfodEeboeSKazNnPLDRlOKulSvLUbFXxZPviGr+Ya/nSrfZFPYWiOpZCY6FfUAd1OK8v0Hri95WyjScrU9ybOdZdkpbJfkuJ8DaeoTfkPXmf0wNxtTza0t8wRJ9PbH2rCQ0QXP+I/ejHqWxOahO1tilvTmAFqcSkpCV8wlO97W8z05Yh5WY5r2eP+H6eIkVpqQlUlx5QBcGpJKUX+8Qffnis1ftAjSJjiE0ZmVCQtCmQ64UG6L2VYee2x5Wxdsv0cTXWsyzaRDhVN4FYSSpShe1lKvyVYcgNr4/JeGdm+KW4IDKtXduCQoRK4IGkuRG42AyDBI1VffuWAJWoRIxHl7UfJacL7rgWnQXSAeMAL35fVz9MRVSr/cKRVlJjMPppbLSCkKCw44vmVW5AeXviOz9m+VlyoRoUExnX/3shBQdISSbJJve53O3L5xCdn06ZWM+yn4CTAiyGi7MaCuKFW2+91Kj8C+AcG7JcZs0usaQAtKZ8QBMKSSglJJTqGoSJkbxtRH723dQlxWQnI365zV3yl9oyoLEms8BcpxoPtIEZKDGB2AHW/P42wF9smXWnXn2IookZbbet1kKU7KNgEtk/hJ5+h+LJIjpjwpL3Hc18NS3HSBqIAJ9hsLC3LGIUjOVcgGMhuUTGZP7kpSQUlWoi5B35i/TFR/spxRuzctkpQAvSYCiADK9RT4YB0lKJjMajmlmLy3ec7zMjG3LH7yelbW1GYelPvMpSwVr0uKSykKWpJ6q5m/TAFcU9wO7uSZEEKc1IcZmpQrbYgXSdvTH3lacjMVERVdTzQeUtBaCx4AF8th6Df1wF2h1SdRac1PaiCSwHdC9Mlxoo1cidBFxcW/h54Qf7IcVHB2GgykrSoHCgTBSZ1aoEggDE4MGYk6zfsfWKBVjbbmDyjz61LU4mS60pbfERw+a3+IkosU3FhuT1J9cZFmamVDJObESoKlJYKy5EcIulSTzbV7A2I8rHEtD7SnBVYDrkNbMZtCmpSQ8XStJIIUCre6bdTvcjFx7S3I8nswrdSZSzNSzTXpkUn6StKCpCgRuN/6jHu+x/DHLHg6GHk6XAVEjB5mNidwBz3pDiL/8XqGUkAVVMy5w7N8xUlpvMFch0arJTZCHFFTzZ9EgErQf92OAaTmebS6aI80w8z5bcASh5tYcSB0Go7pP+VYB8jjCOy7KlKq8NVbrS5rqn3ilDgJSt1X3jqHiO9+W22Nyy5EoWVKlTpMV8pjuKEWocdRWHY6gopUoWsqyrcxcXxVTxFK3tHPaaZPCFIty4MgZj/HlVgy9Fp0iQJGRsyLp7ilBTtMlG6VC+40n+Yv74WDql2fUOpKZqdClJiErS4nhHiMLsb7dU/B+MLFLSocvsakBSFZ1fcZqxZVy7Ay9CW1GGt506n5ChZSzz+EjoMZf2m5vVW5hpsBwimsK+of46x978o6fx8sRPaPmPMD+bq1CRVZLMKO8qOGUPFDYR9NiBzv198Uorc0FaZGtKV6FFCydKh0PkcUzw8L0sh1IURMTnz23rhhD4Qq7U0pSB/qg6Ry326VpvZLloVarKqctvVChKBCSNnHeYHsOZ+MbFNktQ4b8yQbNMtqcWfQAk45gjVqu02MGIdamMNalXbZkKSEq21XHnuP9jDr9bzLKjuRpFbqDyXEXVHckrKlova+nqL4K3w1LbYPeJzgHzNDeD7zygWz4RJEZA3k+2Zourz36nVJNQkm7shwuK9L8h8Cw+MaX2ExAINUnEeJbqGQfQAqP6qGMWJdS1xHHnEiyyQErUQEW1E6QbWuOeD4FUrsHiRKdV5TI1alNx5WnxbC5TcEHkDcbdcLNcPaS+UF5OocpzT77V2u0DqWFd2dlQYgda6bqbanaZLaSN1sOJHuUkY5oTskD0GH3cwZlaS0tzNM8NvJ1NqElxWoew35b/l35Yi2WJbykaX7hxOptWskLHncdNxudtx5i+Ltrd8+B9OOvnt86ivmrG/tElTtusAkidJ3TJPLkAfsfI1sHYbVAWZ1FcV4kq7yyPMGwWP46T840SpQo9Rp78GW3rYfQULT6Hy9euOXqc9UmFpm02bIbWNKQ60tbagFgkEXAJBAO48sHt5gzU4fBmKpFJCdCxLcKV6vpAPmcHt7RpTUh5JGefL4RSt5aXaHylTKkqxggzJBI+4BI9D5VIZookqgVh6nygTp8TTlrBxB5KH9fI3wXQsxvxKNOoMpbjlNmNKRYfUys7hSfS4F09f51mbUKrUUoNTrL7qkJUtCJLyipKORIB35i1huTgQha23ODLTI0EJWGllVtXLcc/jlcA4UVw1kulkPp1HETn0qghN4LcXKmFaRB1RjcQZ9xU3RqTRChf7OOksKcUlxI5hRJPLYpviZoFDZrVHkpprCZVRQgcnFlSrHUfrA6WsBtin0+nzVLQxBBugaNLainh2A8J8rAjb4w7T6rV4a1CLVpMO3hKkPKSN1AW8PmojCDHZnQouG4SUpyc7Cef2qm9xtxaAwLdQWrAxuSBEczuMdR51Y8v1WtUCrJZjPvxFl1KHmFp8J3sQpB6/rhYhKfUKjUsyU8VGfKlLMlpsqdcKlW1gWucLD9zw162UEhUg155F2y6JUnNfFVmPS6/UJ7oWt96U4pZZuFIvqIUAnc+IJHWw6eQoQ+6VPKS46pvxJZLRRxDubJBA5m19upOCpsRlyW8pQUCXFXsfU4u/ZjkCjV+my5lS73Zt8NtcJ3RyTc3235jDTd8lZ8LhBIj+UGMRgztInqaa1NMNAOMhUGTCiArxE+IRkwSkGcDlMk5020LJjvuLdCUgh5LNgbqXrJVytqsrc3OqwvfBCD3d1UthLciQ6EoBShPjTcIIJI3UQpaiDawKbnbG1/3SZTta9Ttzt3r/5xS+0/JdIy2IH2YqYEyeIHOI9qvp026DzOFnrdn6cNd6oBJOnwgwDIjJkmDAM4xjFUbbtKVXpuDbgqWBr8RSFEEGYSAACUgkQZJMmDFZ9WGHFx7hpLqUtu2CEhegaE2B1KuDa+4KiLdcST7kp2uOmQlxxLTqylRB3OpPESCfLTt0OogXthhENpCgtCnEqHIhViMWHIFCpNazKmnVZyWW5DSgkoe0krSLgE2NxYHb2wt3Noq675KyJKcaf9ogDChjn6gcsU7+IrhPDxauNTpDgnV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