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	<title>Forex Trading &#8211; Pure love ministries</title>
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	<title>Forex Trading &#8211; Pure love ministries</title>
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		<title>Бенефициары высоких ставок: стоит ли покупать акции застройщиков</title>
		<link>https://pureloveworship.com/beneficiary-vysokih-stavok-stoit-li-pokupat%d1%8c-akcii/</link>
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		<pubDate>Mon, 12 Apr 2021 16:49:21 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[«Сбер» оценил свой разовый налог на сверхприбыль в 3 млрд рублей «Сбер» заплатит в бюджет до 3 млрд рублей в качестве разового налога на сверхприбыль, говорится в заявлении банка. Топ-менеджмент банка также допускает, что по итогам 2023 года совокупный показатель чистой прибыли будет больше, чем в 2021 году — 1,25 трлн рублей. Вице-президент, директор департамента &#8230;<p class="read-more"> <a class="" href="https://pureloveworship.com/beneficiary-vysokih-stavok-stoit-li-pokupat%d1%8c-akcii/"> <span class="screen-reader-text">Бенефициары высоких ставок: стоит ли покупать акции застройщиков</span> Read More &#187;</a></p>]]></description>
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" width="452px" alt="маркетс60 сбербанк"/></p>
<p><p>«Сбер» оценил свой разовый налог на сверхприбыль в 3 млрд рублей «Сбер» заплатит в бюджет до 3 млрд рублей в качестве разового налога на сверхприбыль, говорится в заявлении банка. Топ-менеджмент банка также допускает, что по итогам 2023 года совокупный показатель чистой прибыли будет больше, чем в 2021 году — 1,25 трлн рублей. Вице-президент, директор департамента финансов банка Тарас Скворцов сказал, что Сбербанк планирует до конца года представить новую стратегию, в том числе по выплате дивидендов.</p>
</p>
<p><p>Сбербанк намерен утвердить новую стратегию развития до 2026 года, в том числе там будет раздел о новой дивидендной политике, говорит вице-президент, директор департамента финансов Сбербанка Тарас Скворцов. Более 40% из них, по данным Московской биржи, держат их в своих портфелях. По словам Дмитрия Скрябина из «Альфа Капитала», акции «Сбера» входят в число лучших с точки зрения соотношения риска и доходности. Сюрприза не было, и реакция на корпоративные новости оказалась сдержанной. В первую очередь, ситуация в геополитике и экономике может измениться. Например, резкий рост ключевой ставки снизит маржинальность и инвестиционную привлекательность, говорит аналитик «Цифра брокера» Даниил Болотских.</p>
</p>
<p><h2>Бенефициары высоких ставок: стоит ли покупать акции застройщиков</h2>
</p>
<p><p>Документ предусматривает единоразовый сбор с компаний, чья прибыль за 2021-й &#8230; (Рейтер) Крупнейший банк РФ Сбербанк</p>
<p>планирует заплатить в российский бюджет до 3</p>
<p>миллиардов рублей исходя из подписанного президентом РФ закона о</p>
<p>налоге на сверхприбыль, сообщил он. Сейчас банк выплачивает не менее 50% чистой прибыли по МСФО при условии поддержания норматива достаточности базового капитала на уровне не менее 12,5%. Это <a href="https://fxdu.ru/markets60-obzor-brokera-i-otzyvy-polzovateley/">markets60 отзывы</a> соответствует дивидендной политике других госкомпаний и, скорее всего, существенных изменений здесь не будет, полагает аналитик ФГ «Финам» Игорь Додонов. «Вероятность быстрого закрытия гэпа есть, особенно после того, как денежные выплаты дивидендов поступят на счета, акции должны вырасти всего на 3%», — говорит Дмитрий Скрябин из «Альфа Капитала». Сегодня обыкновенные акции Сбербанка стоят 231 рубль за штуку.</p>
</p>
<p><p>Кроме того, банк в отчетности теперь не раскрывает многие данные, и о них можно только догадываться, говорит старший аналитик «Инвестиционного банка Синара» Ольга Найденова. С начала года акции Сбербанка росли гораздо быстрее рынка (с января они прибавили более 65%). Аналитики, с которыми поговорил Forbes, сходятся во мнении, что отчет «Сбера» получился сильным и потенциал для дальнейшего роста бумаг сохраняется. Его хватит в том числе для того, чтобы закрыть дивидендный гэп — снижение котировок после  того, как прошел дедлайн покупки акций под выплаты. Обычно после этого цена бумаг падает примерно на величину дивидендов.</p>
</p>
<p><h2>Сбербанк заплатит в бюджет до 3 млрд р налога на сверхприбыль до 30 ноября 23г</h2>
</p>
<p><p>В то же время не исключено, что в новой стратегии банк решит платить дивиденды дважды в год, это повысит инвестиционную привлекательность компании и ее акций, допускает Дмитрий Скрябин из «Альфа Капитала».</p>
</p>
<ul>
<li>Его хватит в том числе для того, чтобы закрыть дивидендный гэп — снижение котировок после того, как прошел дедлайн покупки акций под выплаты.</li>
<li>Клочков также не исключает, что в III квартале 2023 года совет директоров «Самолета» рассмотрит вопрос о возобновлении дивидендных выплат.</li>
<li>Наряду с ухудшением ситуации на рынке жилья и, соответственно, на рынке ипотеки, добавляет Константин Асатуров из «Системы Капитал».</li>
<li>Так случилось и со «Сбером», который в летнем сезоне заплатит рекордные дивиденды.</li>
<li>Котировкам «Самолета» поможет программа байбека на 10 млрд рублей, объявленная в конце мая, говорит персональный брокер «БКС Мир инвестиций» Максим Клочков.</li>
</ul>
<p><p>В I квартале Сбербанк получил 357,2 млрд рублей чистой прибыли — это выше, чем прибыль за весь прошлый год (270,5 млрд) и на 17% больше, чем в первом квартале докризисного 2021 года. Показатель квартальной прибыли оказался на 4% выше консенсус-прогноза российских аналитиков. Qiwi может выплатить налог на сверхприбыль в размере 500 млн рублей Группа Qiwi оценила свою выплату по налогу на сверхприбыль в 500 млн рублей.</p>
</p>
<p><h2>Сбербанк ПАО (SBER)</h2>
</p>
<p><p>До обвала фондового рынка из-за «спецоперации» в феврале 2022 года, они стоили около около 260 рублей за штуку.  Он считает, что акции банка теперь будут <a href="https://markets60.today/">https://markets60.today/</a> двигаться вместе с рынком, и будут меньше реагировать на корпоративные новости. При этом условия по льготной ипотеке оба банка оставили без изменений.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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hgC8K1WJGgUuZrFSc3JeUbLizjJ9wDrJPCO0861LtKfeWlCEAqUonAAHXGMqxqNNPVdRkWkO01ALamHUjD6TzJzy7u7nzjar1fk+HJZrYr7Odg3DmPiRe5A1XBWQ5isTT5hwuSS51sBib2Gg6LCd3XRP3fXZitTqiA4d1lvPBpoHxUj+09pzHTo1aqlv1Bup0ecclphrktB5jsI5EHsMZGujTSQrsq7cenoJx481S1Hx2iefg+78X3cHqjFq0LbWptxCkLQopUlQwUkcCCOogx5Ir0pVaXP/AK2YeXOeeZsVpwdjm0/xgRlZdOkI0rNy/YwxYAWLTp0I/LrJMxKWrrG3voEvQ7wCOPMS8+QOvh5WB/WH4wEWVQNOK/Ur5Ysyo096WeSvfmiocEMJ4qWFciDyBHWRFLSpTag4lZSUHeCgcEY6weqJV6cS9eFrSMzdLgeqK2zha0YdS0TlKFHrOME/v4jJv3B0rA4+mwJ2GWxYdnPe0DliNvk8YWcdxnjcaqHqkxEoME9i67XXABzaem46HJXJJSkvISrEjJspaYl20tNtoGEoSkYAA6gAI7EfI4Rznuj04xrWNDWiwC5oSSblcwhCP0iQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhHyTBF9Qi2L81HsfTOiruC+rnkaNIoOAuZcwpxWPIQkeMtR9qkExDLV3pL5dhTtJ0ZtYTGMpNWqwKUZ6i2yk5PurI/qmNGbqUtIi8Z9jtr8FaOHeDK3xS+1NgFzdXHBo8XHD3C56Kdz77Ms2p6YdQ22kZKlqwAO8xYNz63WdQSuXkX11WaT9pK4LYPes8P0ZiMulG09ae0vS5Oyr9qjdr30wA1JrU8U06qLOMAJJwlwnhu88kbpV5IqdeoFVtqorpdZlFS76BkZOUrT1KSesRpxKp2sMRJaxadduh2KskpwGJGcdJVm7YzfQyBHrNd6TTuMtVlqh69Iq089TrpkkyEjNEJamJVaiqXH456xnrAGM8scYr1RpDkihuZZdRNSbo3mZlo5SsH3OUR3i77G1Iq1nK9ROo9X0h0/ZpN05CQeZQTyPdyPdzjBCnefux/ipSf4ZbLgxaYLbsvgfAnI+OBWS+vMdmQqM3TXxMSbm4rkQfJUOwiP2YapNw076u2lNeq5U8HWf51hXPdI5/wDGeIjptNOPuBthpTi1cAlIyTG5Yg3HyVd5mRWlrxlgQcx4hUq8NMaPfCXKvaiGabWgCp6TUQlqZPMlPtVd/I9fbGLaDp7dlw1tdAlKQ80+wvdmVPp3US/es/2AZJ6sxI+i2XN+ERN1F5TG6cpQ2rx896hy/NF5JQlByEjJ5nrMbLYHaDmcLLUHE0SmtdAgEPGhPo+/UbfVWfp7plRLCk8spE1UnU4fnFpwpX4qR9qnu/TmLueeaYbU684lCEDJUo4Ajr1OqSdJY8POO7oJwlI4lR7AIsGt3DOVle6v7Gwk+I0D+9XaYiazX5ais5BjE0aPqdlBQoEzV4xjxje+ZP0H5YLsajTNXnZJlyQIco6gFLWySSVfj9g/x59UY74fmi9aZV5ulOEtELZXwcZXxSsf4Hvj4qtpyVXZXVLV4LHF6RUfGT3p7u7l2csRxniCRjcRxHVGWcXRLd6GcwB6m49nMdVYJVwp7RBeLN0d99j1yVqSU9N06aROyL6mXm+S09nYe0d0VOsUC39TUFY8DSbkAGHQnDM3gclDt/eO8DEUVSVIJQtJSpJwUqGCD2GKza9tzVyVAMtlTcu0Qp94DyR2D8Y9X6YrVHiTExEFL7LtocQ2MM77g+iRvpqt2Z5YQ/Uh3K5vpfwdx0VO0y0kqq7kcnLrpxYlqS4MNODIfd5jHUUDgc9fAduM+44Z64+GW0stoaSSQhISCo5JAHWeuMCbZ+vNS0L0ncnbfp807Wq84qmyM2lpRYklKSSp1a+QUE53E5yVdwMeg+G+G5Hg+QdBlhmeZxOJOw92QVbaZ3iqowpZnnvIaBkBuf5Kxdrr0gDWlWubFj0KjS9bt2ioMvcC214eVMqKSQyrlloAgg8FKUpJ3d3MSj0z1TsfV62Je7rDrrNRkXwAsJOHWF44tuo5oWOsH+yNF7zz0w85MzDy3XXVqWtxaipSlE5JJPMk9cXtpDrRqBohdDd02HWVyzhwmalXCVS022D5DrecKHYeBGeBEfZesxGxCYuLT8l3qt+RuSj0yGymu5ZiG3EnKIdb7EnIjLAFbyByjmMFbN21nYG0JS25WWebpF1S7IXO0Z9zxuHlOMqP8I3nrHEZGQOvOYIJiyworIzQ+GbhedKjTZqkTLpSdYWPbmD/ABuNiF9QhCMi0UhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESOI5jhRxBFwVARFfac27bN0RnzaNnykvdN0IWBNsomN2WkRkZS6tIOXCOSBxHNWOANU21dVdUrO0lnJvReQM6fVDklW6xIPJddoyEjxvsafGSsk4K/5vmcZBGo1596YecmJh5brrqitxxaipS1E5KiTxJJPMxGTs46Eezh57/Zde8nXAMvXWmo1F14YNgwHEn2rYgbDM+Gc39ULRt/bTpb+r+jFzTrl3SUuFVeyarOhTrATgKMpvHG6cZAGEq/FV4sQ/qFPnqVPTFMqco9Kzcq4pp9h5BQ42tJwUqSeIIPVHVtO7rlsW4JO6bQrU3SarIL32JqWc3Fp7QeopI4FJyCCQQYlzSb10j21JCXt3UQyVk6wJaDUjXGm9ySrS0jCW3R1KIAGCcgjxCR9jirz1ObPExYRtE20d9j8l3Sl1Ob4Ia2WjgxZAYBwF3wRs4Dz2DfzhrdRJQ440tLjS1IUghSVJOCk9RB6ol5oLtkyszTpXTHaGU/UqP/BSFxDxpunn7XwhwStA9tgkdYUOUb9TdK730iuiYtK+aK9IzjRJbc3SWZlvqcaXyWk9o5HIOCCIyDo1sf6z6zpRUqbQvqNRF8qpVMstr/2aPLc90Dd4HjnhEPIGdlpgsgNPNqLfUKycVt4ZrFJbN1WM0QrXZEDgCDux2d+gvfIgqZdzWZM0SWYrdNnWKvQJ9CXZKpyit9pxCuW8RwSf3Hhg54CmUe3q5cLvgaJSpmcVndJaRlKT3qPij85jMGzvs3SmhdmzFqTl51O52Z8Evy04EiQaUSSrwDBzuA58bKjk5PDMZilJKTp7CJSRlGZZlAwltpAQlI7ABwEXiFTDEAe/u3zGdvevK89xsySe+XlT2wabNiEFvMNCW53+F88MliTTXR+5rdqLNcqVwGQWMFcrKHe8In2jiiN0jtAB7j1xlxmSlJdxbrMu2hbhypSUgE+7H4z9Xp1MQVzk0hvHJOcqPuAcTFsVK/FKBbpUtu/967/gkRinKzS6IzljRBfYYn4afJUuamJ+uRu2iDE9LC38/Mq8lKQhOVEJA6zHTfqAGUsjJ9sYtqkXW3OBMlWlhDmcNzGMJ/8AV1D3eUVlxlbRwoZB4hQ5GIuPxE6fgdrIHuan0gdiNPyxWmZQwH8sUY/JHC1ONKlqg2Hml8weae8Radbtt+mgzUqovynPfHNHcr54unHZH208tonGCk+Uk8jEBGEGoM7Obz0dqPuOnwW5AmIkq68PLbT+ljkjrxH6S01MSjyZiWdU24nkpJi56xazcwlU5RUhKhxXL/4p+aOpQ7SmqgpL8+lTEuPtSMLX+bqHfEEyg1Bs02FAbcnEOGXjfS3xCmv8hLvgl7zhqDn8Fz9RJG+mzMOMqkp5kgOPtI8R0d4PX/xxi8qVSpKiyLchItbjbYx3qPWonrJj95WVl5NhEvLNJbbQMJSByiiXVfVtWamXVcFRDBmnA22lKStXPiogcQkdZ/xjqVLokvTnfqojWmO4Wc8C1/zU66qtRI0Wdd2MAEt0aMfz+FbutWstt6L2k5X6wtD888FN06nhwJcm3R1DrCRkFSsHA7yAYNW1tTXgK5WRqVKM3da9zOlVUok0kKabScAepwo4RugJASeB3RyPjR2dqyzdWZS8FXre9QTXqNUMoplVkWiJNlnOUs7oJ8CeOcEne4kKUQcYJiNqVQj9vyt7obpv4rvfBXB1KZSu1iERXxLXcPRtjZpzaWnM4G/uV76y7JlNnred1g2a5565bRWpTk7R8ldQpCiN4oKMby0JGRg5WBjywSqIuEEcCOMST091IvDS2vpuSzKqqUmcBDzahvMzLYOdx1HJSefeMkgg8YyTeej+mG1nJzN16RtSdn6mNJL9St55aUStVURlTjKuACirmoDmfHAyFRrBsObF4Qs7Vu/h9leJOuTfDhECrOMSXybF9JvSL09sf8gM1FrRa0L4vrVC37c06mJuVrsxNpUzOSy1IVJoHlvlaeKUoTknt5cScHd9R5KYp1Lk5CcqL0+/LS7bLk08Ehx9SUgFxW6AneURk4AGTwAiNexFsuHQ20nLrvKRSm9a8gCYQrdV9T5bOUy6SMjeJG8sg88D7XJk+OcWSlSjpaFzPzd8v7XC/KjxZA4kqghSljCg3Ad6x1N9tB8dV9QhCJVcxSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRfPD80R82zdpBOgGnQaoTrK7suLwktSW1nPgEgDwkyR1hAUMDrUpPVmM6V+u0m2aLP3HXZ1uTp1Ml3Jubfc8lppCSpSj7gBjWRtfadXJrFOK2n9M7pTf1k1Fhtj/Imz6oojTac+BcZ8oIBUpROApKlneABzGnOxXw4Z7PP+N1buCqXKVKqwxUHcsIHXJztG3yF+ueSwdo/tCalaMXa/dVu1lycTUVqVVqfPOKdlqlvK3lF1JPlk5w4PGGVccKUDm25tE9L9qahTupezMlqjXgwBNV6xphwJ8ZXluSpPDG8eGMIOftFeKYkZz1xU7bua4LOrsnc1q1iapdVkF+ElpuWcKHG1deD2EHBB4EZBBzFfhx7DkfiPp4L0hPUU9sJ6mvEKONbd1wHovGo2OY0Oip1SptQotQmaRWJCZkJ6TdUxMS0y0pt1lxJwpC0KwUkHIIIzHfs+07lve5pC1bQpUxUqxUHQ3Ky8uMrUocSe4AAqKjwABJxiJeW7cGme3axLWTf0g1amsLMsfqfcMlLEy1YDaMlD6E8jujeIPLBKFAZQZg7LmyxamznbHi+BqV11BH/OlWKMEgkHwLWeKWgQOHNRG8eoDbgyZjO7p7u/8AW6ga35R2USSdDmoJbNjDkPmn2g7Is+ehAX66JaH1+n6V29bm0JOUy+K3R3UTcoqclEPmnYSNxoOqBU6pHH7IefLiACc1oQhpsNtoShCRgJAwAB3R+FSqchR5B6pVScalZWXSVuuuq3UpSIj3cG1FM+uNCKBRWnqE0VNupfyl6aSeG8k8mx1gEEnrxyjLUq1IUJrRMOsTgBmfE62G/wAF565Z/iCM6IBhcmwwaL4kNGQvsPess3bqzalpl2VVNerp9vxTLSxCilXYtXJP9vdGJ6trtes9Noep5lqcyhQV4FCA5vj2qlKHL3AI6lTs6i3VSl3jplMmblD481TCf8ok1Hmnd5kZzw/RvCLE5Eg8CDjEeduOONeKoc12T3djCOLDDODhoQ/M9Rh1CvtAoNIdC5gO0eMHcwxB25ch8+hWd6Bc1D1FayyW6fXwklyVUrxJjHMoPuce3t5Zjh9h6VeXLzDam3GzhSTzEYLaeel3UPy7qmnG1BSFoJBSRyIPVGWrS1PkLgZaoN8qDUyBuS9UHDj1Bz5+XbjnGGlcSyvEdoM+RCmTk7JkQ+16rjvkdbFYajQ4tPvFlQXQvV1b4bj5qrRXKHcz9OAlJ0F+UPDBOVNjtHd3fojoVGkTlMdS26nwjbn8E63xS4O75o7dOtWsVAhZY9Tte3d4Z9wc4s1NgVWUnCyUhu7QZi1xbrpY9cFX475eLCvFIt+ZK70+BmGUzcm6HmFjIUOY92PpmXefP2NOB2nlChW2xRAtQmnXXHB42ThH5k/PmKuMAYxiOrylBMw1sWaHITm0G4v0P8KsxI7WuLYZuN1+EvJoYIWo7yu3sjscIp1Tr9NpSCH3gpwcmkcVH5vzxZlXuuo1PLTR9Tse1QfGV7p+aLFDZBkmdnDFlklpCYnDzZDcr89U9XGbFIo9PklzFVeRvo8KgpZbQft8/bnPUPzkRG2r1ep12ovVSsTrkzNPHK3Fn9wHIAdgiRE4KNdVNFBu+W9UM/zM0n+Gl1EcFBX/AB35jDN96bVmyHhMKInaU9jwE+0PFOeSVjjuq/cc8D1RhjOdExBwV94bEnI/sPbyxTqfS8Dp1H1X5Wlfj9AlX6DWKcxW7enRuTdLm0JW2pJ8opCgQD3Hge7nGMdXNmOVRTHdQNEHnqzQE7y5ylZK5ym444AJKnEAdRyocD4wORcsVW27nrdqVNFUoU4th4EBSeJQ6n2i0/bD9/ZgxpxYMOZbyRR4HUfmytkEzFMjmbp7g13pNPmv8djs4Y+IUOwpJSFgggjIOeBETJ2PNmt9D8nq/fck8ypoh6hSLnik5HCZWOfI+Ik/1iPJjKlM2ctNdQLkperVxWU5SKirefmqTvJEpNvZyl9xvGc5444Z4bwOIzuhtLaAhCQlKRgADAAj8yFG7GL2sU3tl9yobi/yjGflP0Eg0sLhaITbDQtBGd9TsvoDhHMcDlHMWBcfSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBFCDpRtbH7L0up+ktFmPB1C9HSueUDxRT2SCpI73HNxPZupWOsRrw0M2gdR9ny51XFYdUCWJndTUaZMZXJz7YJ8V1GeYBUAoYUMnB4nMxOku2b9XrhvJzXKihVwWzKU5uVdk5Zs+HpDTQKlrUnJ8I2pSlrKwMpzgjA3jry58eBiEmnPEa5w2XeODpKQjURsFtn82Lx1Oh8Bb6hTmqmlmke15RZq/8AZnTLW3fUshUzXLCmnW2g6TxU7KEkJCd44yAEHeTkNHgqK9TpdSolRmaPWafMyM/JuqZmJWYaLbrLg5pUk8QYtS2rnuGzq5KXJalanKTVZBwOy03KOlt1tQ7CP3g8D15jZXss1y0NuOYlbq1b03S1eOnEzKOu1+noQ1K1kHeKGphGOKgUBRQBj2pSCUHB2LZk93B3yKmzWpnhKCXR7xZYZG/fYdASfOboDmOoWR9g/ZfZ0ls9vUe8aYpF43HLpUlqYRhdNk1YUlrdPFDiuCl54jgnhg5lPUajI0mSfqdSmm5aVlm1OvPOHCUISMkkx2AAkBIGOoRFHae1cXWKkvTu35z/ACCRWDUnGzwffH81nrSg8x7Yfix+q1VoHDcgY7sTk0bn8zXES6c4vqro0Y4uNydGt0A8MgqrtE1C7661J1aUfZmrKdShyUfkXC40tZHlPEcjz3ftfz5jBsVXTfVi4NO3nJRtCKnRJvxZulzJ3mnAeZTnIQrHXxB6weGL8rmnNAvSkOXto2+uclE+NPUZf/WZJShnCRxJHPhk8vFJ6uNTzv8AqR7p6WcTEzdDJuR/pu3pmNtVb4UI0UCWjCzNHDL/AJbHrkVYds3RXbQqrdZt6fclZlA3Vbp8RxPtVp5KT3HuPAgGMySM3aetDJdpwl6HeKUb70oo4YniBxUg9vX2jryPGjA6gUkpUCCDggjGD2Re+l+mFyahVRL1McXIyMq4C9UcEBtQ47rePKXy5HhzPVnQp7Yk/wD+Liwu2hvPmag+s0+iRvlusk4IcD/vA/kc30t+hGo6fBVJy3K81WFW+ukTX1RC9z1OGzvnvA6x173LHHOIyXa+gNSmiiZuueEm0cH1NLkLcPcVch+bP5ozXTaa3T5aWaddXNTEuwhhU28El50Ac1KAHEkZOMDMdS6LrtuyqLMXFddbk6VTJUAuzM06G0JzyGTzJ5AcyeUXKi+R6j0+KZifcYovcNOAA9q2ZHiB0Vdm+MZ+dDZeUbyuOGGJJ6bX016r9qHQZC3qYzSKclwSzA8QOOKWR+c8vcjvOLbZQp11aUISCVKUcBI7TEGtZekppdOefoui9vCpLTlH1YqaVIY3u1tkYWsd6in3DziNVv7Z+v1Jv8X5U70mKwHB4Kapc0AJF5nrbDKQEtngMLSArPMnJBvzq5TpDll4I7osO6MAB9bdFZ6V5GuKazLunY7RDJFwHmznHPKx5b7ut4LZzceuNl0MrYp766s+jqlcFrP+0Pi/ozGKa/rde9YezJTTdKYSveQ3LJyrGcjeWrO9+gA9kWxZF1adbRdDcuXS91ul3Gw2Hapa77gDjauG8pk4AUnJ4EYB6wknEUp9l6WeclplpbTzKi24hacKQoHiCOox9jzsaIA5jhynIjL86LYpXDVOknugx4R7dmDmxPOB8MrbEXvoVmy1NQqLfKG6ZcSmqbXSNxuYACWZo9QPYruP5uyKnPSE3TXzLTbe4scuxQ7QesRH3iDkcxGTbI1YDUu1bt7hc5IeQzOc3pfsyeak9/Md8ZIE0Indi4Hf7/da1RoESTJjSI5mas1H+vT2fgrt92O/IVZUq05IzbDc5IPgoelXRvJUk88A/wDH9sfU7RnW0NTlNcE9JTICpeYZ8YLB5ZxFSpNlzs3h2oEy7Xteaz/gI3GMeHd0YqtTEzLGFzRTh87/AFB+ixdeGizkyoVfTsGblHVbrkitwB1hRPUVEAp905HeOV8abaI062C1Wbl8FP1RJCm28ZZlz1Yz5Svxjy6hwzGS6fTJKls+Ak2A2nrPMqPaT1x2xyjbZAaDzEYqImuI5yPB/SteeXf0iNify+q4SOuPqEI2FX0hCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBF8lOefKIJbXfRyUa9xN6h6DSkrR7g3FOzlCBDUnUFcTvM9TLp4jHBtXDyDlRnfHyqMcWE2K3lcpGl1aao8cTEq6x1Gh6ELzr1yh1m2qtNUG4aVNU6pSLpZmJSZaU260sc0qSRkGN3exzovLaH6C29bLkmGavUWhV6ypScLXOPpCiFZ60ICG8djfbkmpaubL2kGs1z2/el326g1y3Z6Xm2pxnCVTLbTgX6nmAQQ60ojGFDIBOCMnOWiMDhwxGrLSpgPLj7lZ+J+Lv8APSkKAxpbbF40uMrbjNWbqjqdaul9EYqV2TcwwxPzKZJCpdG+4gqBy4E9YSMqOATw4AnhERdSNKanazKLro1STcVsVEl6Xq7CgvyjnD2OR/G5E9h4RT9rnUFy8dUnqHLTQcp1soMi0lJ8Xw5wXle7kJQf9n7sWjpRrTdGlcy7LSiW6nQZ04n6PNYUw+k8FFOQdxRGRnBB6weEcj4orUlWZ58lNCzGGzXjMO1uNWk+/ZT9BoMzT5Bk3Lm73C7mnIjSx0NvdoV8RVLauivWfV267bdRckpxoYC0cQpOc7qkngpJwOBEZFq+nNqaj0Z6+9DJhUwyyN6o286QJuSURnxE5JKeeBxzjxScYGPrTtSsXnccpa9GZzNzbng8rBCWgPKWvsCQCT7mOcUmNTJ6nTLGw8S4jkc04OvkWn8I1U2yclpuC/tMOXzmuGI3uPwKQNq0O0No1o19VMft+tyD7Yq6pVomWnUnid1XILIHPyhnjvcDEh6LRaZb9Ml6RRpNuVlJZG622gcAOs95PMk8zFPsizaPYdtyltUVkJYlUeMvHjOuHipau0k5/s5CKJqjrLp3pDL0xy/rplaJ9W5r1FJLeBUPCEZK1AcQ2nhvKPijeGSMx6Bo1LbToIjzAb27gOdwFrn8zOFziuSzcaJVJj9NJhxZc8rcSfv16BW1tE7S9hbO1tfVK4XxO1mbBFNo7Cx4eZV7Y89xsdayMdQySAYC0Hb2ue57krFO16tqQuuw7hXuvUZthKTTUjyVS6jxUUj2xyT4wUk87I2udMta7W1Dmr01TqKrhk6+8XKdcErlck+0cltpHEhohA4N55AkFXFUYGyc5Ij5NTcR7+U4Aafff6L0HwbwFRYdMEdxEaJEF+cEjlPsHNpadcDfPZSh1h2YZGWt3/lh2f60by0+nCXVBnK5ylg4JQ8jAUQnOCSkKT9sPtjHfBxmLq0W121C0HuM1+x6nhmYARPU2YKlyk82OSXW8jJGThQ8YZODgkGQ9a0q0q2sKLOX/s6pZoF7yyPVVcsqZcSgOk+U7LHgMbx5gBJ3hncPA12dpLY37kqLHVv/AM/ZdEpvE83w45spXnc8A4Nj2xGwjAZf7jA+lbNRhtq5rhs2tylyWtWJql1ORX4RiZlnChaD2ZHMHkQeBGQRgxOzR3aYsfaCYlLQ1Qclrbv5KAzKVdI3ZSpkAYSsckLI6icZ8kjIREYtKtk7WzVmrTNOpVpTFJYkHzLTs7V21yrLDqThSPGG8paetKQSOvGRE5NJej00fsYS9RvZT141VrdWfVQ8FJpWOxgE7w/rlXuR+qLKVDm7jf2znzZfe/UKA8p3EPB/ZATMW820dwwrF7dQHHzeU6tcccwL4rqTGnF6s1pdBbt+ZfmUngppOWlJPJQcOE4Pee7nwi/7b2eJ18ofuqrJYRzVLynjL9wrPAfmB92M4sMMyzKJeXZQ000gIbQhICUJAwAAOQAj9AIt8OmQWG7sV5wm+N6jMQxDhWZuQMT8cvd8VS7ctikWrTU0qiS3gJdKirdK1KJUeZJJ5mKoAY5HKOYkGtDRYZKoxIjozjEiG5OZK4OTHMIR9X4SEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBFxgRweIPVH1HGDBfFr1142erx0xqMzcXhn65QZt1TyqmRl1palZPqgdRJPljxT3HhGHO+NtE1Ky85Luyk2w28w+gtuNuJCkrSRgpIPAgjhERNedkRcn6pu/SeUUthKVOzVFTkqTjiTL9ZGP5vn7XqTHHuKOBnwS6bpo5m5luo8Nx0z8V1fhzjRkbllageV2QdofHY/LwUarUu647HrTFwWvVXqfPS5BSts8FgHO4tPJaTjik8I2C6Ityt3UCS1aq9kyVFuKuSu484zn7MyFZS6AfJ38BXWSN3JPCIIaYWHPX/qJR7KDDiDMzYE4FJKSywjxniQeRCQRg9ZAjZvJykvT5RmRk2UtMS7aWmm0DAQlIwAB1AACNnydScaIIkaNjDacAcg7Ui+RAww3Wtx/NQWGHBhj9xwuSPV0B3BOOOyp92XTRLJtupXZcc6mUplKllzUy8rklCASfdPUB1kiNLu0DrbXtfNSJ++qwHGJVX2CmSKl7yZOUB8RHZvHylEc1E9WI2A7V+0Hs91O7HdlTVeqVGRlazKsPT1akZgJapM0VhyXRMDs4IcO8CkBSCoYORAzXbZxvnQmosuVXwVYtuo+PTLhkE70nNoPEAkE+DXjjuk8eaSoAmL9UnveLM80Z+PVT/ktk5KSiGNNjlmIg/b5sAW68p1J1Gdrbq49C9qaoaeUh/TTUyhi9tNqiA1M0eaw47KJz5UqpRAGBx3CQMgEFByTU9ZdlaQRbR1l2c6yu8tP5jecfYay5PUc43i28jG8UpBHEjeHDeBHjGOcX5o9rdqBoZcnrksSreADxSmdknhvSs82D5DqOvgThQwpOTgiI+HGBHJFy0Oo+46Lp0zSo8jHNQo5DXnFzD5kTx9V2zh77rHnEkAHJMbBdi/YZrtLqFI1l1VmZ+jzMqtM3SaLLPLYf7lzShhSQRx8EDkgjfxxRGYtE9nPRm+Kvb202rSubtWr1CVE4i3ZoI9RsTJVlE4hkJBSo43keSMFKtwKwYlAEnqMSkrIAHtHm+y5dxr5TYs9ANOpzTDuLRCbE3yLQRcW3drouEpSkcEgZOeEfYxAg9RgIllxbNI5hCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgi4MfJj7jjAj5ZFbMtpzZ0leruoUjRWZeuzEqZN+Ya8UOoKgrKkjgVZAG9jJGASQBjtXvd1FsGz6ze1xTHgKZQpF6oTbgGSGm0FSsDrOBgDrOIrsWbq/phQtZtOK3prck1Oy1PrjAZdek3Nx1shQWlSSQQcKSk4UCDjBEYmQWQWkQmgXxw33WwyII0Vn6lxLRYHUht9Fob1DvesalXzXb+r6yZ+vTzs88N7eCN9WUoB6wlOEjuAjMmzvtd1zSemOaaah0dF8aY1NXg56hzu6tUqhfBbkspYOCB43gyQkkcCgqK4pG0tsl6lbNleW1XJRdUtmYcxT69LN/YHgeSHBzac/FVwP2pUMxhE+7EES+E/HAr0hDhU+sSLGw7Oh2HKRpbKxzBHxCmDqxsy0KftFWt+zRW3Lv0+Wlbs7LJO/PURSRvLbdR5SkoSckkbyRxOQd6KnsJbNjetV9LvO6ZRa7RtZ5C3UkeJPTowtEvnrSkFK1jsKByVGAdmnUzWLTvVOitaMzziqtWp1iRNLcUTKVHfWAG30ct3ifH4FAyQRzjePatt0e1qSmn0aiU+lpdcXNTDEi0G2TMOHedUAAM5USc4zGxLSsOO/nyAzGl/zRVfifimp0CRdTHP53PFmxMnhuR5hqdA4Z+IVWQhLaQlCQEpGAAMACPse5Aco5ibXD0hCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCPyemGJZBcmHm2kDmpagkfpMEX6winm4KEDg1qQ+Mo+eHrhoP3bkPjKPngiqEIp/rhoP3bkPjKPnh64aD925D4yj54IqhCKf64aD925D4yj547MrOSs62XZOZafRnG80sKAPZkQRfvCEdSZqlNknPAzdQlWFkZCXXkpOO3BMEXbhHQ+r9C+7Uh8ZR88frL1Smziy3J1CWfWBkpadSogduAYIu1COBHXmqjISO76tnZeX387vhXEo3sdmTBF2YRT/XDQfu3IfGUfPD1w0H7tyHxlHzwRVCOCM9cdD1w0H7tyHxlHzw9cFCPAVqQ+Mo+eCL8rmtegXlQp22bppErVKVUWVMTUpMthbbqD1EH+3mDxEauNrzo76/piZ7UTRaXm63ajY8NNUpIU7O01P2ykgZLzI558pIznIBVG1dmZYmEByXebdSftkKCh+6PopCgRjmOORGGNAZGFnKbolfnKFG7SXN2nNpyP8AfVaseix0VTdGpVY1grLCVyVoseo6elSPKqDw4uA/920FjGOboP2sbTwnEUS1rHtGyRUk2lbshSE1edXUZ1EmyGkPTKkpSp0pHDeISM45nJ5kk12PkvC7FnKnEFYdXJ500RYWAA2AH3ukIRT1V+hoUUKrMgCk4IMwjIP6YzqEVQhFP9cNB+7ch8ZR88PXDQfu3IfGUfPBFUIRT/XDQfu3IfGUfPH01XKM8rcZq0ktR6kzCCf7YIu9COAoHiOI7Y5giQhCCJCPwmZ2UkkB2dmmWEE4CnVhAJ7MmOt64KD925D4yj54IqhCKf64aD925D4yj54euGg/duQ+Mo+eCKoQin+uGg/duQ+Mo+eHrhoP3bkPjKPngiqEIp/rhoP3bkPjKPnh64aD925D4yj54IqhCKf64KEeVakPjKPnjtsTMvNI8JLTDbqPbIUFD9Igi/WEcA5jmCJCEIIkR92vtsvTnZGs9mqXEn6r3JVQoUegS7wQ9MkZy6snPg2UngV4PE4AJiQC1JQhS1qCUpGSTyAjzk7aWuNQ2gdo28L6emVrpbM+7TKK2Twbp8usoZIHUVgFxQ9ss8TBFd+snSQbV2sVRmHF6jTVqUpxR8DS7cUqSbaRngC6k+FWe9Sz3AchHSuXXdFzzjlQuS5KpVpp05cfnpxx9xZ71LJJilxkfRnZ11o2gqpM0rSKwajcC5EJVOPtBLcvLBWd3wjzhShJODhOd44OAcGCLHGT2wye2JgJ6KHbRUAfWJSB3Gty+R//AFHP1qDbR+8WkfruX+lBFD7J7YZPbEwfrUG2j94tI/Xcv9KH1qDbR+8WkfruX+lBFD7J7Y3Z9DN5rdWP+tc38ixEDfrUG2j94tI/Xcv9KNm/RtaA6l7OehVQsbVOlS8hVpivzE+htiaQ+ksraaSk7yDjOUK4QRSwjSb0zRI2pKPg/wD4lKfLzEbso0m9M350lG+CUp8vMQRQJye0xsJ6FfjtD3Zn71V+ktRr2jYT0K/nD3Z8FV+ktQRbn41b9OF/E2lXvqp/3GY2kRq36cL+JtKvfVT/ALjMEWp/J7YZPbCLt0o0svHWm/aXptYMkzN12sKWiUZefSyhRQhS1ZWrgPFSYIrSye2GT2xMH61BtofeLSP13L/SjhXRQ7aKRn1iUg9wrcv9KCKKdEum5ram26hblx1SlTTJy2/JTjjDiD2hSCCIkTo50ju1fo9UZd1nUeauqmNkB2l3KpU806nrHhCQ6g96VjqzkcIxXrPs5a1bPlRlqbq7YNQoBnt71JMObrsvM7vPwbzZUhRHAlOd4AjIGYxt1wReiPY92zdPNru0ZipW+yqj3LSAlNYoUw6lbrG95Lrah/CMqPAKwCCCCBwzIWPOJsaa2Tege0dZt+on3JWmmfbp9YwTurp76gh7eA8oJBC8dqEnmBHo6TxGcwRcL8hXuGPMHqvn/lRvD8vVD0hcen1QJSQOsRo3v7ot9sOv31cVcptkUlcpUKtNzbClVqXBU248pSSRnhwIgihBk9sMntiYP1qDbR+8WkfruX+lD61Bto/eLSP13L/Sgih9k9scpWtByhakntBxEvz0UG2gBn1i0j9dy/0ot67ejT2zrRk3J9/R2aqjLKCtf1JnZebcA7m0L8Io9yUkwRYRszWTVrTt4P2LqZc9BUFBZTIVV5lCiOW8hKt1X5wYnjsk9Llfls1mSsvaXdFx2/MOIZRcTTARUJHOBvPBOEvtDmTuhwcTlfBMa5Z+nz1LnX6bU5N+Um5VxTT7D7am3GlpOClSVAFJByCD2R1wcGCL1O0qqU6t0yUrNInmZyRn2ETMrMMrC23mlpCkLSocCCCCD3x241w9DVr7M3hptcOhFwVNTs5Zi0T9HS6rKlU59avCIT17rT2PcD6QOXDY6OUEUAemg82W3vhbLejvxpWye2N1PTQebLb3wtlvRn40rQRMnthk9sVizbSrV+3bRbItthD1Wr8+xTJFtbgQlb7zgbbSVHgkFShxPKJU/WoNtH7xaR+u5f6UEUPsnthk9sTB+tQbaP3i0j9dy/0ojrrHo3feg9+Tmm+o8gxJV2RaaeeZZmEvJSlxAWnxk8DwIgisjJ7YZPbCMt7P+yxrFtNzNYk9I6JKVF2hNtOTomJ1uX3EuFQSRvkZ4pPKCLEmT2xUKVcNfoU03O0SuVCnTDRCm3pWZWytBHIhSSCDEsD0UO2gBn1i0g+5W5f6UYY1r2U9ftnpuXmtWdOKhRpCbd8BL1AKQ/KOOYJ3PCtKUlKiASEqIUQCQMCCK6tMNvraz0pnmZmh6yVqqS7agVyVdeNRYdHtVB7KgDyylQPYRG17Yl6RqyNqh4WLdNOl7U1BaZLqael4qlaklOd9cqtXHeAwotKJUASQVhKiNDxGIrVl3lcWnt2Ui97SqTkhWaHONT0lMIPFt1tQUnI6xwwUngQSDwMEXqOhFlaMajymr2lFpanSLQaauWkS1RLSSSG1rQCtAJ4kJXvD80XrBFbGp9QXSdNbrqjbqm1ylEnn0rTzSUsLII/RHmAddcfcU86oqWtRUonmSTxMem3XT/QrfvwaqXozkeZCCJHoV6OmyKPZGx3p03S5Ntlyt00VucWkAF5+ZUVlSj1nd3E+4kDqjz1RPTSLpcdT9INMLX0vpOlFrT8na1LYpbMzMTUwHXktJ3QtQScAnHVBFu0hGnr691rB+Bez/jc188Pr3WsH4F7P+NzXzwRbhYRp6+vdawfgXs/43NfPD691rB+Bez/jc188EW4WOMCNPf17rWD8C9n/ABua+eJ8bCu09ce1hpFO6j3PbVNok1K1l6mJl5BxxbZQhttQUSsk5O+f0QRSNjSb0zfnSUb4JSny8xG7KNJvTN+dJRvglKfLzEEUCY2E9Cv5w92fBVfpLUa9o2E9Cv5w92fBVfpLUEW5+NW/ThfxNpV76qf9xmNpEat+nC/ibSr31U/7jMEWp+JP9Gh56unA/wDETnoj0RgiT/Roeetpx74nPRHoIvQTHBGY5hBFHbpArCoN/wCyNqNJVuQZfXSqQuryLq0Arl5mWIdQtCuaSd0pOOaVKByCRHngPOPSNtieaxqr8Fah8iqPNyecEXKSQcg4MenTRauTVz6O2Jcs9/1mr21S557jnx3ZVtav3qMeYoR6Y9nHzedL/gZRPQWYIsixxjECQBkmIBbWXSx2DozWajp/o3Q5e97np61S81PvvKbpUk+BxTlHjTJScAhBSnn4+QRBFP6EaArx6T7bOu6cXMt6pigtqVvJl6PT2GG0DPIFSVKI/rKJ74s6Y28tsKZcLjm0HdoJ9pNJQP0JSBBF6LSMwwI85vs6tr/+kJeHx3/4h7Ora/8A6Ql4fHf/AIgil701Wk9uUC77F1Xo1MYlJ+5GpunVRbLYR6pcY3FtuLxzXuuKTvcyEjJ4CNZsZB1N2gNaNZ5SRkdVNSK1c7FMcW7Jt1B/wgZWsAKUnhwJAH6Ix9BFMHoobomLc2y7clGnlIartNqFLfSP5xBZLqUnu32UH/0iN88eero43VtbaemG4cb9RfQfcMq9HoVgigB00Hmy298LZb0Z+NK0bqemg82W3vhbLejPxpWgiyrson/Oe0l+G1E9Naj0px5q9lHzntJfhtRPTWo9KkESNC3SueeldX5PpvoyI30xoW6Vzz0rq/J9N9GRBFECNoPQfcbk1U95Uz5R6NX0bQeg+/lJqp7xpnyj0EW2bHDEWfq/prQ9X9Mbl00uKXaekrhpz0mfCJ3g24pP2NwDtQvdUD2pEXjCCLytPtOMPLYeQUONqKFpPMEHBEfEVi8gBd9cSBgCpTXyqoo8EW/zovqu7WNifT9x9SlKlDUJMEqJ8VudeSkfmGBjuiVkRD6KTzJLN9+1b096JeQRWNrp/oUv34NVP0ZyPMhHpv10/wBCl+/Bqp+jOR5kIIkIRvm2Q9lbZvu3Zg0wuW5tE7QqdVqVsyMzOTkzTG1uvuqbBUtaiMkk8zBFoZhHpD9hpsp/0fbH/VDXzQ9hpsp/0fbH/VDXzQRebyEekP2Gmyn/AEfbH/VDXzQ9hpsp/wBH2x/1Q180EXm8jdn0M/DZbqwP31zfyLESQ9hpsp/0fbH/AFQ180ZAsLTWwNLqOu39OrQpdu0115UyuVp0ulltTqgAVlKeshI490EVyxpN6ZvzpKN8EpT5eYjdlGk3pm/Oko3wSlPl5iCKBMbCehX84e7Pgqv0lqNe0bCehX84e7Pgqv0lqCLc/Grfpwv4m0q99VP+4zG0iNW/ThfxNpV76qf9xmCLU/En+jQ89bTj3xOeiPRGCJP9Gh562nHvic9Eegi9BMIQgiw7tieaxqr8FKh8iqPNyecekbbE81jVX4KVD5FUebk84Igj0x7OPm86X/Ayiegsx5nBHpj2cfN50v8AgZRPQWYIsD9J/r/V9Ctmmcl7Vqj0hcN6zQoElMMK3XWGVoUqYdQocUqDaSkKHFJcSRg4I0KqWVkqUSSTkk9cbSunInZhVR0dpxCgwhiuvA54KWpUkP3BI/8A2741aQRMZi/bY0A14vakNXBZmil+1+lv58FO0u25yal3Mc91xtspP5jGR9gCxbM1I2u9OrTv6XYmaM9PPzTks+R4OYel5V19lpQPBSVOtoBSeChkHOY9EDLLUu0hhhtDbbaQlCEJCUpSOQAHIDsgi813sUtqP+jbqn+x1R/3MPYpbUf9G3VP9jqj/uY9KsIIvMJe+kGrOmcvKzepGl922ozPLU3KuVyiTMil9SQCpKC8hIUQCCQM4yItKNuPTgfyG0sH/m1S+RajUdBFJDo5/PT0t/Kj3or0ehiPPP0c/np6W/lR70V6PQxBFADpoPNlt74Wy3oz8aVo3U9NB5stvfC2W9GfjStBFlTZR857SX4bUT01qPSpHmr2UfOe0l+G1E9Naj0qQRI0LdK556V1fk+m+jIjfTGhbpXPPSur8n030ZEEUQI2g9B9/KTVT3jTPlHo1fRtB6D7+UmqnvGmfKPQRbZ4QhBF5b7z/lhXfynNfKqijxWLz/lhXfynNfKqijwRb7Oik8ySzff1W9PeiXkRD6KTzJLN9/Vb096JeQRWNrp/oUv34NVP0ZyPMhHpv10/0K378Gql6M5HmQxBEj0dbEXmiaRfBKn/ACQjzi4j0c7EXmiaRfBKn/JCCLN8IQgiQhCCJCEIIkaTemb86SjfBKU+XmI3ZRpO6ZoZ2pKOf9UpT5eYgigRGwnoV/OHuz4Kr9JajXtGwnoVzjaHuz4Kr9Jagi3Pxq36cL+JtKvfVT/uMxtHBzGrjpweNG0r99VP+4zBFqfiT/Roeetpx74nPRHojBiJP9Ghw21dOD/4ic9Eegi9BMIQgiw7tieaxqr8FKh8iqPNyecekbbEI9ixqqP9VKh8iqPNyYIgj0x7OPm86X/Ayiegsx5nADHpj2cfN50v+BlE9BZgihZ002ls9c2j1mapU9lx0WZVZiTnAnkiWnktjwh9x2XaT3eEMab49RV9WNa2pVoVew72o7NUoVclHJKelHcgONLGDgghSVDgQpJCkkAgggGNJe1B0W+u+jlenanpfQ5zUCzVqU7Kv05rwlQlkf8AZvy6RvKUOW82FBQAOEklIIobUSs1a3KxI3DQalMU+p0yZanJKblnC27LvtqC23EKHFKkqSCCOIIBiZNr9LttfW7ItSU/U7Xr5aQEB6pUj7KrHWosrbye8xDOp0mqUWedplZps1ITjB3XZeZZU062exSVAEfnjqwRTy+vNbVn3vaffqqZ/wDcQ+vNbVn3vaffqqZ/9xEDcQxBFITag239XdrSlUKkamU225Vm3ph6ZlDSZN1lSlOpSlW+VuryMJGMARHuGIYgikh0c/np6W/lR70V6PQxHnn6Ocf56elx/wDNHvRXo9C8EUAemg82W3vhbLejPxpWjdT00B/zZreH+tst6O/GlaCLKmyj5z2kvw2onprUelSPNXsoj/Oe0l+G1E9Naj0qQRI0LdK556V1fk+m+jIjfTGhbpWwfZpXVw/+3030ZEEUQI2g9B9/KTVT3jTPlHo1fRtB6D7+UmqnvGm/KPQRbZ4QhBF5b7z/AJYV38pzXyqoo8Vm8x/0wrv5TmvlVRRsQRb7Oik8ySzff1W9PeiXkRC6KQj2ElmjP/11W9PeiXsEX4T0lJ1KTfp1RlWpmVmm1MvsvIC0ONqGFJUk8CCCQQYx57GjZ2/AXYX7Oyn+7jJUIIsa+xo2dvwF2F+z0p9CL9o1Fo9u0qVodApcrTqdItJYlZSVaS0yw2kYShCEgBKQOQAxHdhBEhCEESEIQRIQhBEiz7s0e0nv2pprV76aWxX59DSWEzVSpTEy6lsEkIClpJ3QSTjvMXhCCLGvsaNnb8Bdhfs9KfQiuWlpDpVYM+7VbG03tm3515rwDkxTKUxLOLbyDulTaQSMgHHdF3QgiRbd4aa6eahJlk35Y9BuJMkVGWFUp7U0GSrG8UeESd3OBnHZFyQgixr7GjZ2/AXYX7PSn0IqNv6FaK2nV5e4LX0ltCkVOUJUxOSNFl2HmiQUkpWhAUMgkcDyMXzCCJCEIIunVqRSq9TZmjVunS0/ITrSmJmVmWkuNPNqGFIWhQIUCOYMWD7GjZ2/AXYX7PSn0IyVCCLGvsaNnb8Bdhfs9KfQjIVOp8hSJCWpVLk2ZSSk2US8vLsICG2WkJCUISkcEpAAAA4ACOxCCJHG6I5hBFR7is20LvYTK3ba1IrbKDlLdRkWplKT2gOJIEWg7s27PTyyt3Q2wlKJySbdlP8AdxkeEEWNfY0bO34C7C/Z6U+hD2NGzt+Auwv2elPoRkqEEWNfY0bO34C7C/Z6U+hD2NGzt+Auwv2elPoRkqEEViUHQfRO1qvLV+2tI7OpVTk1FcvOSVElmXmVYIylaUBSTgkcD1xfcIQRUO7bGsu/ae3SL4tSkXBItOh9EtU5NuZaS4AQFhKwQFYJGe8xaPsaNnb8Bdhfs7KfQjJUIIsfU3Z60Ho1RlavSNGbJkp6SeRMS0zL0KVbdZdQQpK0KCMpUCAQRxBEZBhCCJFk3Lolo5edXdr93aV2nWqm+EpdnKhR5eYeWEjCQVrQScAADjF7Qgixr7GjZ2/AXYX7PSn0IuKz9LtNtPXJl6w7Bt63XJ1KUzKqVTWZUvBOd0L8Gkb2MnGe2LohBFxygRnhHMIIsbu7Nuz2+6t97Q+xHHHFFa1qt+VKlKJySTucSTHz7GjZ2/AXYX7PSn0IyVCCKlWzals2XSGrftC36dRKWwpampKnyyJdhBUoqUQhACQSSSeHEmKrCEEX/9k=" width="459px" alt="маркетс60 сбербанк"/></p>
<p><p>Котировкам «Самолета» поможет программа байбека на 10 млрд рублей, объявленная в конце мая, говорит персональный брокер «БКС Мир инвестиций» Максим Клочков. Клочков также не исключает, что в III квартале 2023 года совет директоров «Самолета» рассмотрит вопрос о возобновлении дивидендных выплат. Последний раз компания выплатила акционерам 2,5 млрд рублей по итогам первого полугодия 2022 года. По итогам 2022 года было решено не платить дивиденды из-за «неопределенности на рынке жилой недвижимости». Совет федерации одобрил разовый налог на сверхприбыль для бизнеса Совет федерации одобрил закон о налоге на сверхприбыль крупного бизнеса.</p>
</p>
<p><h2>О чем сообщил Сбербанк</h2>
</p>
<p><p>Так случилось и со «Сбером», который в летнем сезоне заплатит рекордные дивиденды. Редакция портала ЛюдиИпотеки.рф не несет ответственности за мнения размещенные в комментариях и информацию, размещенную в новостях. При перепечатке материалов портала ЛюдиИпотеки.рф необходимо указывать сайт в качестве источника с активной гиперссылкой. Введен налог на сверхприбыль Он будет разовым и рассчитываться будет как превышение средней арифметической величины прибыли за 2021 и 2022 годы над этим же показателем за 2018 и &#8230; «В частности не раскрыта отраслевая структура кредитного портфеля, структура портфеля ценных бумаг. И мы довольно мало знаем о небанковских бизнесах «Сбера», — резюмирует она.</p>
</p>
<p><p>Сбербанк также должен будет заплатить налог на сверхприбыль по итогам 2021 года — windfall tax, параметры которого еще не утверждены. Однако предварительные расчеты говорят о том, что для банка эта сумма составит около 10 млрд рублей. Учитывая размер чистой прибыли, это несущественная сумма вряд ли сможет оказать влияние на дивидендную политику компании, говорит главный аналитик «Открытия Инвестиций» Алексей Корнилов.</p>
</p>
<p><p>Это может вызвать переход покупателей со вторичного рынка в сегмент новостроек, где значительная доля сделок заключается с использованием льготной ипотеки, полагает аналитик ФГ «Финам» Наталия Пырьева. Более 50 компаний Татарстана заплатят налог на сверхприбыль Законопроект «О налоге на сверхприбыль» был одобрен Государственной Думой в первом чтении 28 июня. Низкая потребительская активность тоже источник возможных проблем. Наряду с ухудшением ситуации на рынке жилья и, соответственно, на рынке ипотеки, добавляет Константин Асатуров из «Системы Капитал».</p></p>
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