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		<title>Отчетность ИП на УСН с сотрудниками за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/4kv_2021_ip_usn_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 10:21:46 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62044</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на упрощенном режиме налогообложения. &#160; В Фонд Социального Страхования: [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ip_usn_with_staff/">Отчетность ИП на УСН с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на упрощенном режиме налогообложения.</h3>
<p>&nbsp;</p>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>01.03.2022 &#8212; Расчет 6НДФЛ за 2021 год</p>
<p>04.05.2022 – Декларация по УСН за 2021 год</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>15.11.2021 &#8212; СЗВ-М за октябрь</p>
<p>15.12.2021 &#8212; СЗВ-М за ноябрь</p>
<p>17.01.2022 &#8212; СЗВ-М за декабрь</p>
<p>01.03.2022 – СЗВ-ТД за 2021год.</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ip_usn_with_staff/">Отчетность ИП на УСН с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ИП на ОСНО с сотрудниками за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/4kv_2021_ip_osno_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 10:17:08 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62042</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. &#160; Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на общем режиме. В Фонд Социального Страхования: 20.01.2022 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ip_osno_with_staff/">Отчетность ИП на ОСНО с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.01.2022 &#8212; Декларация по НДС только в электронном виде</p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>01.03.2022 &#8212; Расчет 6НДФЛ за 2021 год</p>
<p>03.05.2022 &#8212; Декларация по форме 3НДФЛ</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>15.11.2021 &#8212; СЗВ-М за октябрь</p>
<p>15.12.2021 &#8212; СЗВ-М за ноябрь</p>
<p>17.01.2022 &#8212; СЗВ-М за декабрь</p>
<p>01.03.2022 – СЗВ-ТД за 2021год.</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ip_osno_with_staff/">Отчетность ИП на ОСНО с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на УСН БЕЗ сотрудников за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/4kv_2021_ooo_usn_without_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 09:53:28 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62040</guid>

					<description><![CDATA[<p>Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на упрощенном режиме. В Фонд Социального Страхования: 20.01.2022 &#8212; Форма 4-ФСС на бумаге или 25.01.2022 &#8212; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ooo_usn_without_staff/">Отчетность ООО на УСН БЕЗ сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на упрощенном режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>31.03.2022 – Бухгалтерский баланс за 2021 год</p>
<p>31.03.2022 – Декларация по УСН за 2021 год</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ooo_usn_without_staff/">Отчетность ООО на УСН БЕЗ сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на ОСНО с сотрудниками за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/4kv_2021_ooo_osno_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 09:38:12 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62038</guid>

					<description><![CDATA[<p>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на общем режиме. В Фонд Социального Страхования: 20.01.2022 &#8212; Форма [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ooo_osno_with_staff/">Отчетность ООО на ОСНО с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.01.2022 &#8212; Декларация по НДС только в электронном виде</p>
<p>28.03.2022 &#8212; Декларация по налогу на прибыль</p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>01.03.2022 &#8212; Расчет 6НДФЛ за 2021 год</p>
<p>31.03.2022 – Бухгалтерский баланс за 2021 год</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>15.11.2021 &#8212; СЗВ-М за октябрь</p>
<p>15.12.2021 &#8212; СЗВ-М за ноябрь</p>
<p>17.01.2022 &#8212; СЗВ-М за декабрь</p>
<p>01.03.2022 – СЗВ-ТД за 2021 год.</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ooo_osno_with_staff/">Отчетность ООО на ОСНО с сотрудниками за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ИП на ОСНО без сотрудников за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/3kv_2021_ip_osno_without_staff-2/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 09:34:35 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62036</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на общем режиме. В Фонд Социального Страхования: Ни чего сдавать не надо! &#160; В Налоговую [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_without_staff-2/">Отчетность ИП на ОСНО без сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность индивидуального предпринимателя без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП за четвертый квартал 2021г., ИП на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.01.2022 &#8212; Декларация по НДС только в электронном виде</p>
<p>03.05.2022 &#8212; Декларация по форме 3НДФЛ</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_without_staff-2/">Отчетность ИП на ОСНО без сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на УСН с сотрудниками в 2021 году за 4 квартал</title>
		<link>https://enterfin.ru/4kv_2021_ooo_usn_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 09:29:33 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62034</guid>

					<description><![CDATA[<p>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязанности налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО за четвертый квартал 2021 г. ООО на упрощенном режиме. В Фонд Социального Страхования: 20.01.2022 &#8212; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ooo_usn_with_staff/">Отчетность ООО на УСН с сотрудниками в 2021 году за 4 квартал</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязанности налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО за четвертый квартал 2021 г. ООО на упрощенном режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>01.03.2022 &#8212; Расчет 6НДФЛ за 2021 год</p>
<p>31.03.2022 – Бухгалтерский баланс за 2021 год</p>
<p>31.03.2022 – Декларация по УСН за 2021 год</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>15.11.2021 &#8212; СЗВ-М за октябрь</p>
<p>15.12.2021 &#8212; СЗВ-М за ноябрь</p>
<p>17.01.2022 &#8212; СЗВ-М за декабрь</p>
<p>01.03.2022 – СЗВ-ТД за 2021год.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ooo_usn_with_staff/">Отчетность ООО на УСН с сотрудниками в 2021 году за 4 квартал</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на ОСНО БЕЗ сотрудников за 4 квартал 2021 года</title>
		<link>https://enterfin.ru/4kv_2021_ooo_osno_without_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 07:06:48 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62032</guid>

					<description><![CDATA[<p>Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на общем режиме. В Фонд Социального Страхования: 20.01.2022 &#8212; Форма 4-ФСС на бумаге или 25.01.2022 &#8212; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/4kv_2021_ooo_osno_without_staff/">Отчетность ООО на ОСНО БЕЗ сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО за четвертый квартал 2021г. ООО на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.01.2022 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.01.2022 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.01.2022 &#8212; Декларация по НДС только в электронном виде</p>
<p>28.03.2022 &#8212; Декларация по налогу на прибыль</p>
<p>31.01.2022 &#8212; Расчет по страховым взносам за двенадцать месяцев</p>
<p>31.03.2022 – Бухгалтерский баланс за 2021 год</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_%20declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/4kv_2021_ooo_osno_without_staff/">Отчетность ООО на ОСНО БЕЗ сотрудников за 4 квартал 2021 года</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ИП на УСН с сотрудниками в 2021 году за 3 квартал.</title>
		<link>https://enterfin.ru/3kv_2021_ip_usn_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 05:29:55 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62022</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ИП в третьем квартале, ИП на упрощенном режиме налогообложения. В Фонд Социального Страхования: 20.10.2021 &#8212; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ip_usn_with_staff/">Отчетность ИП на УСН с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: left;">Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП в третьем квартале, ИП на упрощенном режиме налогообложения.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>16.08.2021 &#8212; СЗВ-М за июль</p>
<p>15.09.2021 &#8212; СЗВ-М за август</p>
<p>16.10.2021 &#8212; СЗВ-М за сентябрь</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ip_usn_with_staff/">Отчетность ИП на УСН с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ИП на ОСНО с сотрудниками в 2021 году за 3 квартал.</title>
		<link>https://enterfin.ru/3kv_2021_ip_osno_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 05:20:41 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62019</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ИП в третьем квартале, ИП на общем режиме. В Фонд Социального Страхования: 20.10.2021 &#8212; Форма [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_with_staff/">Отчетность ИП на ОСНО с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность индивидуального предпринимателя с сотрудниками в штате и/или ИП выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП в третьем квартале, ИП на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.10.2021 &#8212; Декларация по НДС только в электронном виде</p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>16.08.2021 &#8212; СЗВ-М за июль</p>
<p>15.09.2021 &#8212; СЗВ-М за август</p>
<p>16.10.2021 &#8212; СЗВ-М за сентябрь</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_with_staff/">Отчетность ИП на ОСНО с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ИП на ОСНО без сотрудников в 2021 году за 3 квартал.</title>
		<link>https://enterfin.ru/3kv_2021_ip_osno_without_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 27 Sep 2021 14:58:53 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62017</guid>

					<description><![CDATA[<p>Квартальная отчетность индивидуального предпринимателя без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ИП в третьем квартале, ИП на общем режиме. В Фонд Социального Страхования: Ни чего сдавать не надо! В Налоговую Инспекцию: 25.10.2021 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_without_staff/">Отчетность ИП на ОСНО без сотрудников в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность индивидуального предпринимателя без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ИП в третьем квартале, ИП на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.10.2021 &#8212; Декларация по НДС только в электронном виде</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ip_osno_without_staff/">Отчетность ИП на ОСНО без сотрудников в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на УСН с сотрудниками в 2021 году за 3 квартал</title>
		<link>https://enterfin.ru/3kv_2021_ooo_usn_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 27 Sep 2021 14:37:36 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62015</guid>

					<description><![CDATA[<p>Квартальная отчетность компании на УСН с сотрудниками в штате и/или компания выполняет  обязанности налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО в третьем квартале ООО на упрощенном режиме. &#160; В Фонд Социального Страхования: 20.10.2021 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ooo_usn_with_staff/">Отчетность ООО на УСН с сотрудниками в 2021 году за 3 квартал</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность компании на УСН с сотрудниками в штате и/или компания выполняет  обязанности налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3></h3>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО в третьем квартале ООО на упрощенном режиме.</h3>
<p>&nbsp;</p>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>16.08.2021 &#8212; СЗВ-М за июль</p>
<p>15.09.2021 &#8212; СЗВ-М за август</p>
<p>16.10.2021 &#8212; СЗВ-М за сентябрь</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ooo_usn_with_staff/">Отчетность ООО на УСН с сотрудниками в 2021 году за 3 квартал</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на УСН без сотрудников в 2021 году за 3 квартал.</title>
		<link>https://enterfin.ru/3kv_2021_ooo_usn_without_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 27 Sep 2021 14:31:22 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62013</guid>

					<description><![CDATA[<p>Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО в третьем квартале ООО на упрощенном режиме. В Фонд Социального Страхования: 20.10.2021 &#8212; Форма 4-ФСС на бумаге или 25.10.2021 &#8212; Форма [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ooo_usn_without_staff/">Отчетность ООО на УСН без сотрудников в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО в третьем квартале ООО на упрощенном режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ooo_usn_without_staff/">Отчетность ООО на УСН без сотрудников в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Отчетность ООО на ОСНО с сотрудниками в 2021 году за 3 квартал.</title>
		<link>https://enterfin.ru/3kv_2021_ooo_osno_with_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 27 Sep 2021 14:26:48 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62011</guid>

					<description><![CDATA[<p>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами. Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО в третьем квартале ООО на общем режиме. В Фонд Социального Страхования: 20.10.2021 &#8212; Форма 4-ФСС [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ooo_osno_with_staff/">Отчетность ООО на ОСНО с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Квартальная отчетность компании с сотрудниками в штате и/или компания выполняет  обязательства налогового агента по НДФЛ, есть договора гражданско-правового характера с физ. лицами.</h2>
<p>Отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО в третьем квартале ООО на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.10.2021 &#8212; Декларация по НДС только в электронном виде</p>
<p>28.10.2021 &#8212; Декларация по налогу на прибыль</p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>16.08.2021 &#8212; СЗВ-М за июль</p>
<p>15.09.2021 &#8212; СЗВ-М за август</p>
<p>16.10.2021 &#8212; СЗВ-М за сентябрь</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p><p>The post <a href="https://enterfin.ru/3kv_2021_ooo_osno_with_staff/">Отчетность ООО на ОСНО с сотрудниками в 2021 году за 3 квартал.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
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		<title>Отчетность ООО на ОСНО без сотрудников в 2021 году за 3 квартал 2021г.</title>
		<link>https://enterfin.ru/3kv_2021_ooo_osno_without_staff/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 27 Sep 2021 13:05:41 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=62006</guid>

					<description><![CDATA[<p>&#160; Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ. Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать. Куда, когда и что сдавать ООО в третьем квартале ООО на общем режиме. В Фонд Социального Страхования: 20.10.2021 &#8212; Форма 4-ФСС на бумаге или 25.10.2021 &#8212; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/3kv_2021_ooo_osno_without_staff/">Отчетность ООО на ОСНО без сотрудников в 2021 году за 3 квартал 2021г.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2>Квартальная отчетность компании без сотрудников в штате и отсутствие выполнения обязательств налогового агента по НДФЛ.</h2>
<p>Нулевую отчетность сдавать обязательно в противном случае штрафов и блокировок счетов не избежать.</p>
<h3 style="text-align: center;">Куда, когда и что сдавать ООО в третьем квартале ООО на общем режиме.</h3>
<p><strong><u>В Фонд Социального Страхования:</u></strong></p>
<p>20.10.2021 &#8212; Форма 4-ФСС на бумаге</p>
<p>или 25.10.2021 &#8212; Форма 4-ФСС в электронном виде</p>
<p>&nbsp;</p>
<p><strong><u>В Налоговую Инспекцию:</u></strong></p>
<p>25.10.2021 &#8212; Декларация по НДС только в электронном виде</p>
<p>28.10.2021 &#8212; Декларация по налогу на прибыль</p>
<p>01.11.2021 &#8212; Расчет по страховым взносам за девять месяцев</p>
<p>&nbsp;</p>
<p><strong><u>В Пенсионный фонд Российской Федерации:</u></strong></p>
<p>Ни чего сдавать не надо!</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="https://enterfin.ru/free_declaration"><strong>Отчетность ООО можно сдать бесплатно. Предложение ограничено!</strong></a></p>
<p>&nbsp;</p><p>The post <a href="https://enterfin.ru/3kv_2021_ooo_osno_without_staff/">Отчетность ООО на ОСНО без сотрудников в 2021 году за 3 квартал 2021г.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
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		<title>Бесплатная сдача квартальной отчетности для ООО (3 квартал 2021)</title>
		<link>https://enterfin.ru/free_3kv_2021/</link>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 21 Sep 2021 08:45:43 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бесплатно]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=61968</guid>

					<description><![CDATA[<p>Не зависимо от того ведет компания деятельность или нет, если даже она была зарегистрирована в последний день квартала, компания обязательно должна сдать отчетность в налоговую инспекцию. Таблица сроков отчетности ООО за 3 квартал 2021 года. Нулевая отчетность ООО без сотрудников: Режим налогообложения Упрощенная система налогообложения Общая система налогообложения   4-ФСС 25.10.2021 25.10.2021   РСВ 01.11.2021 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/free_3kv_2021/">Бесплатная сдача квартальной отчетности для ООО (3 квартал 2021)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Не зависимо от того ведет компания деятельность или нет, если даже она была зарегистрирована в последний день квартала, компания обязательно должна сдать отчетность в налоговую инспекцию.</h2>
<h3 style="text-align: center;"><div class="su-box su-box-style-default" id="" style="border-color:#000000;border-radius:3px"><div class="su-box-title" style="background-color:#00072b;color:#FFFFFF;border-top-left-radius:1px;border-top-right-radius:1px">!!!</div><div class="su-box-content su-u-clearfix su-u-trim" style="border-bottom-left-radius:1px;border-bottom-right-radius:1px">Отчетность за 3 квартал 2021 года можно начинать сдавать с 01 октября 2021 года!</div></div></h3>
<p><a href="https://enterfin.ru/free_declaration/"><img loading="lazy" class="aligncenter wp-image-62109 size-large" src="https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt-1024x126.png" alt="" width="1024" height="126" srcset="https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt-1024x126.png 1024w, https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt-300x37.png 300w, https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt-768x94.png 768w, https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt-1536x189.png 1536w, https://enterfin.ru/wp-content/uploads/2021/09/free_dekl_900x100_opt.png 1774w" sizes="(max-width: 1024px) 100vw, 1024px" /></a></p>
<h2 style="text-align: center;">Таблица сроков отчетности ООО за 3 квартал 2021 года.</h2>
<h3><u>Нулевая отчетность ООО без сотрудников:</u></h3>
<table style="height: 293px;" width="661">
<tbody>
<tr>
<td width="213">
<h4 style="text-align: center;">Режим налогообложения</h4>
</td>
<td style="text-align: center;" width="213">
<h4>Упрощенная система налогообложения</h4>
</td>
<td width="213">
<h4 style="text-align: center;">Общая система налогообложения</h4>
</td>
</tr>
<tr>
<td style="text-align: center;" width="213">  4-ФСС</td>
<td style="text-align: center;" width="213">25.10.2021</td>
<td style="text-align: center;" width="213">25.10.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">  РСВ</td>
<td style="text-align: center;" width="213">01.11.2021</td>
<td style="text-align: center;" width="213">01.11.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">  Налоговая декларация по    Налогу на добавленную       стоимость</td>
<td style="text-align: center;" width="213">нет</td>
<td style="text-align: center;" width="213">25.10.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">  Налоговая декларация по   налогу на прибыль</td>
<td style="text-align: center;" width="213">нет</td>
<td style="text-align: center;" width="213">29.11.2021</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h3><u>Не нулевая отчетность ООО с сотрудниками:</u></h3>
<table style="height: 375px;" width="662">
<tbody>
<tr>
<td width="213">
<h4 style="text-align: center;">Режим налогообложения</h4>
</td>
<td style="text-align: center;" width="213">
<h4>Упрощенная система налогообложения</h4>
</td>
<td width="213">
<h4 style="text-align: center;">Общая система налогообложения</h4>
</td>
</tr>
<tr>
<td style="text-align: center;" width="213">4-ФСС</td>
<td style="text-align: center;" width="213">25.10.2021</td>
<td style="text-align: center;" width="213">25.10.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">РСВ</td>
<td style="text-align: center;" width="213">01.11.2021</td>
<td style="text-align: center;" width="213">01.11.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">Налоговая декларация по Налогу на добавленную стоимость</td>
<td style="text-align: center;" width="213">нет</td>
<td style="text-align: center;" width="213">25.10.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">Налоговая декларация по налогу на прибыль</td>
<td style="text-align: center;" width="213">нет</td>
<td style="text-align: center;" width="213">29.11.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">6-НДФЛ</td>
<td style="text-align: center;" width="213">01.11.2021</td>
<td style="text-align: center;" width="213">01.11.2021</td>
</tr>
<tr>
<td style="text-align: center;" width="213">СЗВ-М (ежемесячный отчет, за сентябрь 2021г.)</td>
<td style="text-align: center;" width="213">15.10.2021</td>
<td style="text-align: center;" width="213">15.10.2021</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2 style="text-align: center;">Бесплатная подготовка и сдача квартальной отчетности ООО за 3 квартал 2021 года.</h2>
<h3><u>Сдача квартальной отчетности можно разделить на два этапа:</u></h3>
<ol>
<li><span style="color: #ff0000;">Подготовка отчетности</span>, как правило в специализированной бухгалтерской программе;</li>
<li><span style="color: #ff0000;">Передача подготовленной отчетности</span> в контролирующие органы, как правило по ТКС (телекоммуникационным каналам связи)</li>
</ol>
<p>&nbsp;</p>
<h2 style="text-align: center;">Как бесплатно подготовить и сдать отчетность во все контролирующие органы?</h2>
<h3>Для компаний, не ведущих деятельность.</h3>
<ol>
<li>Подготовим нулевую отчетность &#8212; БЕСПЛАТНО</li>
<li>Отправим подготовленную отчетность во все контролирующие органы, подключим ООО к электронной системе сдачи отчетности &#8212; БЕСПЛАТНО</li>
<li>Передадим протоколы о принятии отчетности – это подтверждение того, что отчетность была принята.</li>
</ol>
<p>&nbsp;</p>
<h3>Для компаний, которые вели деятельность, и нужна не нулевая отчетность.</h3>
<ol>
<li>Стоимость подготовки не нулевой отчетности рассчитывается индивидуально в зависимости от режима налогообложения и количества операций.</li>
<li>Отправим подготовленную отчетность во все контролирующие органы, подключим ООО к электронной системе сдачи отчетности &#8212; БЕСПЛАТНО</li>
<li>Передадим протоколы о принятии отчетности – это подтверждение того, что отчетность была принята.</li>
</ol>
<p>&nbsp;</p>
<h3 style="text-align: center;"><div class="su-box su-box-style-default" id="" style="border-color:#910000;border-radius:3px"><div class="su-box-title" style="background-color:#c40018;color:#FFFFFF;border-top-left-radius:1px;border-top-right-radius:1px">ШТРАФ!</div><div class="su-box-content su-u-clearfix su-u-trim" style="border-bottom-left-radius:1px;border-bottom-right-radius:1px">За не сданную отчетность налоговая блокирует расчетные счета. Штраф за не сданную отчетность составляет 1000 руб. за один отчет.</div></div></h3>
<h4><span style="text-decoration: underline;">Оставьте заявку</span></h4>
<p>на почту: <a href="mailto:v@enterfin.ru">v@enterfin.ru</a></p>
<p>Telegram: @enterfin</p>
<p>Звонок или WhatsApp: +7(977)398-02-02</p>
<h3 style="text-align: center;">Количество бесплатных подключений ограничено!</h3>
<h2 style="text-align: center;"><span style="color: #ff0000;">Заявки принимаются до <span style="text-decoration: underline;">20.10.2021</span> с гарантией сдать отчетность своевременно и без штрафов!!!</span></h2>
<p>&nbsp;</p><p>The post <a href="https://enterfin.ru/free_3kv_2021/">Бесплатная сдача квартальной отчетности для ООО (3 квартал 2021)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
		
		
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		<title>Ответы на вопросы, которые часто задают в январе</title>
		<link>https://enterfin.ru/otvety-na-voprosy-kotorye-chasto-zadayut-v-yanvare/</link>
					<comments>https://enterfin.ru/otvety-na-voprosy-kotorye-chasto-zadayut-v-yanvare/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 24 Aug 2020 20:48:37 +0000</pubDate>
				<category><![CDATA[Бухгалтерская отчетность]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=23160</guid>

					<description><![CDATA[<p>Бухгалтерская отчетность &#160; Отчет о финансовом результате за 2019 год сдавать по старой форме? &#160; Нет, форма новая, но изменения незначительные. Минфин заменил ОКВЭД на ОКВЭД2. Кроме этого, из бланка исключили показатель «млн руб.» и соответствующий код «385», отчетность теперь нужно составлять только в «тыс. руб.» (приказы от 02.07.2010 № 66н,  от 19.04.2019 № 61н).  &#160; Некоторые из поправок действуют с отчетности [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/otvety-na-voprosy-kotorye-chasto-zadayut-v-yanvare/">Ответы на вопросы, которые часто задают в январе</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Бухгалтерская отчетность</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="3"><strong>Отчет о финансовом результате за 2019 год сдавать по старой форме?</strong></span></h3>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="4">Нет, форма новая, но изменения незначительные. Минфин заменил ОКВЭД на ОКВЭД2. Кроме этого, из бланка исключили показатель «млн руб.» и соответствующий код «385», отчетность теперь нужно составлять только в «тыс. руб.» (приказы от 02.07.2010 № 66н,  от 19.04.2019 № 61н). </span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-universal incut" data-role="phrase-incut">
<div class="incut-body">
<p><span data-role="phrase" data-phrase-id="5">Некоторые из поправок действуют с отчетности за 2020 год. Они касаются новых правил бухгалтерского учета расчетов по налогу на прибыль. Компании могли применять их в 2019 году. В этом случае заполнить нужно форму Отчета о финансовых результатах с новыми строками для показателей налога на прибыль – текущего, отложенного и от операций, результат которых не включается в чистую прибыль (убыток).</span></p>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="8"><strong>Где в бухгалтерской отчетности за 2019 год </strong><strong>отразить информацию о предоставленных покупателям скидках? </strong></span></h3>
<p class="expert-info"><span data-role="phrase" data-phrase-id="9">Предоставленные скидки учтите при расчете показателя выручки по строке 2110 Отчета о финансовых результатах (см. подробности о том, как заполнять строку 2110). Согласно пунктам 6.1, 6.5 ПБУ 9/99 выручку определяют исходя из цены договора с учетом всех скидок и накидок. Минфин разъяснил, что учитывать нужно все скидки, независимо от формы предоставления (приложение  к письму Минфина от 06.02.2015 № 07-04-06/5027). </span></p>
<p><span data-role="phrase" data-phrase-id="10">Например, выручка по договору составила 2400 тыс. руб. (НДС – 400 тыс.). За выполнение условия об объеме продаж покупателю предоставили скидку на уже проданную продукцию в размере 5  процентов. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="10">В бухгалтерском учете сделаны записи:</span></h3>
<p><span data-role="phrase" data-phrase-id="11"><strong>Дебет 62 Кредит 90-1</strong></span></p>
<ul class="c-list">
<li>2 400 000 – отражена выручка от продажи продукции;</li>
</ul>
<p><span data-role="phrase" data-phrase-id="13"><strong>Дебет 90-3 Кредит 68 </strong>«<strong>Расчеты по НДС</strong>»</span></p>
<ul class="c-list">
<li>400 000 – начислен НДС с реализации;</li>
</ul>
<p><span data-role="phrase" data-phrase-id="15"><span class="storno"><strong>Дебет 62 Кредит 90-1</strong></span></span></p>
<ul class="c-list">
<li>120 000 (2 400 тыс. руб. × 5%) – уменьшена выручка от продажи продукции;</li>
</ul>
<p><span data-role="phrase" data-phrase-id="17"><span class="storno"><strong>Дебет 90-3 Кредит 68 </strong>«<strong>Расчеты по НДС</strong>»</span></span></p>
<ul class="c-list">
<li>20 000 (400 тыс. руб. × 5%) – принят к вычету НДС на сумму скидки.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="19">По строке 2110 Отчета о финансовых результатах бухгалтер рассчитала показатель с учетом выручки по этому договору в сумме  1900 тыс. руб. (2400 тыс. руб. – 400 тыс. руб. – (120 тыс. руб. – 20 тыс. руб.)). </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="22">Трудовые книжки</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="23"><strong>Можно ли не вести с 1 января 2020 года трудовые книжки в бумажной форме?</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="24">Нельзя. Переходить на электронные трудовые книжки придется поэтапно. Алгоритм такой.</span></p>
<ol>
<li>До 30 июня 2020 года компании должны уведомить работников о том, что трудовые книжки в бумажном варианте можно не вести.</li>
<li>До 31 декабря 2020 года работники могут дать согласие вести трудовую книжку в электронной форме.</li>
<li>Работникам, согласившимся на электронную форму трудовой книжки, бумажную надо отдать на хранение.</li>
<li>Компании продолжат вести бумажные трудовые книжки работников, которые не согласились на электронную форму.</li>
<li>С 1 января 2021 года работникам, которым трудовые книжки оформляют впервые, надо будет заводить их исключительно в электронной форме.</li>
</ol>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="32">Зарплата</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="33"><strong>Нужно ли индексировать зарплату из-за повышения МРОТ?</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="34">Из-за повышения МРОТ проводить индексацию работодатель не обязан. Индексация связана с ростом потребительских цен, а не с изменением МРОТ. Когда проводят индексацию, заработок надо увеличить всем работникам (ст. 134 ТК).</span></p>
<p><span data-role="phrase" data-phrase-id="35">После повышения МРОТ проверьте, что у всех работников зарплата больше нового минимума  – 12 130 руб. Для сравнения учтите в составе зарплаты оклад, а также премии и иные стимулирующие и поощрительные выплаты (подробности  – в рекомендации). А вот оплату за работу в условиях, отличающихся от нормальных, не включайте. Если после повышения МРОТ у некоторых работников заработная плата стала ниже минимального уровня, повысьте ее. </span></p>
<p><span data-role="phrase" data-phrase-id="35">Способ повышения зарплаты определите в локальном акте (см. советы, как установить доплату до МРОТ). Если размер зарплаты превышает МРОТ, то увеличивать ее не обязательно.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="38"><strong>Как выплатить аванс за первую половину января?</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="39">Зарплату за первую половину января платите в обычные сроки, установленные в трудовых договорах, коллективном договоре, Правилах трудового распорядка. Переносить срок оплаты труда из-за каникул и праздников не нужно.</span></p>
<p><span data-role="phrase" data-phrase-id="40">Сумма заработной платы за первую половину января не может быть меньше, чем оплата за фактически отработанное время. Учтите это требование, если выплачиваете аванс в фиксированной сумме (ч. 6 ст. 136 ТК). </span></p>
<p><span data-role="phrase" data-phrase-id="41">Cдельщикам и повременщикам выплатите дополнительное вознаграждение, это требование части 3 статьи 112 ТК. Размер доплаты закрепите в локальном акте. Например, можно рассчитать ее исходя из среднего заработка или нормы выработки. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="44">Пособия</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="45"><strong>Как рассчитать пособие по нетрудоспособности за дни болезни работника в январе 2020 года, включая праздничные? </strong></span></h3>
<p><span data-role="phrase" data-phrase-id="46">Пособие выплачивайте за все календарные дни в листке нетрудоспособности, в том числе и за выходные и праздничные дни. Первые три дня болезни работника оплачивайте за счет средств организации, остальные – за счет средств ФСС. </span></p>
<p><span data-role="phrase" data-phrase-id="47">При определении минимального размера пособия или при выплате пособия из МРОТ для расчета возьмите МРОТ на дату, когда открыт больничный листок. Если сотрудник заболел в декабре, рассчитывайте пособие из МРОТ, равного 11 280 руб.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="47">Если работник заболел в январе, то учитывайте новый МРОТ в размере 12 130 руб. (ч. 1, 8 ст. 6, ч. 1.1 ст. 14 Закона от 29.12.2006 № 255-ФЗ, п. 14 Порядка, утв. приказом Минздравсоцразвития от 29.06.2011 № 624н). </span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="50"><strong>В январе выплатили пособие по нетрудоспособности болевшему в декабре работнику. В РСВ за какой период указывать выплату?  </strong></span></h3>
<p><span data-role="phrase" data-phrase-id="51">Пособие отражайте в строке 070 в том месяце, когда начисляете выплату. Например, сотрудник принес больничный в декабре и в этом же месяце назначили пособие. А выплатили уже в январе вместе с зарплатой за вторую половину декабря.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="51">В таком случае пособие нужно отразить в строке 070 приложения 2 РСВ за 2019 год. Если начислили пособие уже в январе, то включите его в РСВ за I квартал 2020 года  (письма Минфина от 20.11.2019 № 03-15-06/89513, УФНС по Москве от 10.10.2019 № 27-15/223628). В форме РСВ отразите ту часть пособия, которую возместит ФСС. </span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="54">НДФЛ </span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="55"><strong>Зарплату за декабрь компания выплатила 31 декабря. Когда нужно перечислить НДФЛ и как отразить его в 6-НДФЛ и 2-НДФЛ?</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="56">НДФЛ перечислите в бюджет не позднее следующего дня после выплаты зарплаты. Если зарплату выплатили 31 декабря, то крайний срок уплаты НДФЛ переносится на первый рабочий день в 2020 году – 9 января. </span></p>
<p><span data-role="phrase" data-phrase-id="57">Декабрьскую зарплату отразите в справке 2-НДФЛ и в разделе 1 формы 6-НДФЛ за 2019 год. Также в 6-НДФЛ за 2019 год отразите исчисленный и удержанный налог. Данные об уплаченном НДФЛ включите в раздел 2 расчета за I квартал 2020 года, если перечислите налог в январе. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="60"><strong>У работника в январе родился третий ребенок. Нужно ли брать новое заявление для стандартного налогового вычета на детей?</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="61">Заявление нужно предоставить заново, если изменились данные, которые в нем указаны. Например, в заявлении на вычет работник указал имена и возраст детей, год, за который предоставляют вычет, перечислил приложенные копии  документов. </span></p>
<p><span data-role="phrase" data-phrase-id="61">В этом случае заявление нужно составить и сдать заново. Если точной информации о детях или, скажем, указания года нет, то вычет можно предоставить на основании старого заявления. К заявлению, старому или новому, нужно приложить копию свидетельства о рождении ребенка. </span></p>
<p><span data-role="phrase" data-phrase-id="62">Размер вычетов на детей в 2020 году не изменился. Вычет на третьего ребенка равен 3000 руб. Получать его можно, пока доход, который можно уменьшить на вычет, с начала года не превысит 350 000 руб. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="65">Страховые взносы</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="66"><strong>Какие лимиты для начисления страховых взносов действуют в 2020 году?</strong></span></h3>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В 2020 году начисляйте взносы на выплаты в пределах лимитов:</span></h3>
<ul class="c-list">
<li>1 292 000 руб. – на обязательное пенсионное страхование;</li>
<li>912 000 руб. – на обязательное социальное страхование на случай временной нетрудоспособности и в связи с материнством.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="69">Если у вас нет права на пониженные тарифы, то с выплат физлицам, которые не превышают лимит, начисляйте пенсионные взносы по тарифу 22 процента. С сумм свыше лимита – по тарифу 10 процентов. Взносы на социальное страхование на выплаты, которые превышают лимит, не начисляйте.</span></p><p>The post <a href="https://enterfin.ru/otvety-na-voprosy-kotorye-chasto-zadayut-v-yanvare/">Ответы на вопросы, которые часто задают в январе</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать декларацию об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-oborota-etilovogo-spirta-alkogolnoj-i-spirtosoderzhashhej-produktsii/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 24 Aug 2020 18:32:40 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[лицензии]]></category>
		<category><![CDATA[штрафы]]></category>
		<category><![CDATA[экспорт]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=23126</guid>

					<description><![CDATA[<p>Форма и формат декларации &#160; Форма декларации об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции приведена в приложении 2 к Правилам, утвержденным постановлением Правительства от 09.08.2012 № 815. &#160; Кто сдает &#160; Декларацию сдают организации, которые осуществляют оборот этилового спирта, алкогольной и спиртосодержащей продукции, помещаемых под таможенные процедуры:  таможенного склада;  беспошлинной торговли;  уничтожения;  специальную таможенную процедуру, установленную в соответствии с правом [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-oborota-etilovogo-spirta-alkogolnoj-i-spirtosoderzhashhej-produktsii/">Как составить и сдать декларацию об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Форма и формат декларации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="16">Форма декларации об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции приведена в приложении 2 к Правилам, утвержденным постановлением Правительства от 09.08.2012 № 815.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><strong>электронный формат и порядок заполнения декларации не утверждены.</strong></p>
<p class="incut-v4__tag">На сегодняшний день нет электронного формата и порядка заполнения обновленной декларации. Отчетность Росалкогольрегулирование принимает по форме декларации в приложении 5 к Правилам, утвержденным постановлением Правительства от 09.08.2012 № 815, в редакции, действовавшей до 01.01.2019.</p>
<p class="incut-v4__tag">Правительство поручило Минфину утвердить электронный формат и порядок заполнения обновленной декларации (постановление от 29.12.2018 № 1719). Срок – не позднее 31 марта 2019 года. До утверждения формата и порядка заполнения декларации отчитывайтесь в соответствии с приказами Росалкогольрегулирования от 05.08.2013 № 198, от 23.08.2012 № 231 (информация Росалкогольрегулирования от 14.01.2019).</div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Кто сдает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Декларацию сдают организации, которые осуществляют оборот этилового спирта, алкогольной и спиртосодержащей продукции, помещаемых под таможенные процедуры:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="24"> таможенного склада;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="24"> беспошлинной торговли;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="24"> уничтожения;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="24"> специальную таможенную процедуру, установленную в соответствии с правом ЕАЭС.</span></li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="25">Кроме того, представлять данную отчетность должны организации, которые временно хранят этиловый спирт, алкогольную и спиртосодержащую продукцию, ввозимую в РФ в соответствии с правом ЕАЭС и (или) законодательством РФ о таможенном деле. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="25">Это следует из пункта 1 статьи 14 Закона от 22.11.1995 № 171-ФЗ и пункта 5 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Куда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="29">Декларацию сдавайте в Росалкогольрегулирование. Подавайте ее в целом по организации, включая ее обособленные подразделения. Такой порядок предусмотрен пунктом 17 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="33">Декларации сдавайте не позднее 20-го числа месяца, следующего за отчетным кварталом. Если день сдачи попадает на выходной, то он переносится на ближайший следующий за ним рабочий день. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="33">Такой порядок следует из пункта 15 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815, и статьи 193 ГК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Как сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="37">Декларацию подавайте по телекоммуникационным каналам связи (через Интернет) в форме электронного документа. Подпишите декларацию усиленной квалифицированной электронной подписью, сертификат ключа проверки которой выдан любым аккредитованным удостоверяющим центром.</span></p>
<p><span data-role="phrase" data-phrase-id="38">Днем представления декларации считается дата ее отправки по телекоммуникационным каналам связи. О чем в тот же день должна поступить квитанция о приеме. Отказать в приеме декларации, составленной по всем правилам, Росалкогольрегулирование не вправе (п. 22 Правил, утв. постановлением Правительства от 09.08.2012 № 815).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="42">Порядок заполнения декларации об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции утвержден приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="43">Декларация включает в себя титульный лист и сведения об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции. Заполняйте ее за отчетный квартал (без нарастающего итога с начала года).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На странице 1 титульного листа декларации укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП организации (если ИНН состоит из 10 знаков, в первых двух ячейках проставьте нули);</li>
<li>вид документа (первичный или корректирующий, если корректирующий – укажите номер корректировки);</li>
<li>отчетный период, за который представляется декларация;</li>
<li>федеральный орган исполнительной власти, куда представляете декларацию, – Федеральная служба по регулированию алкогольного рынка;</li>
<li>наименование организации и адрес (по местонахождению);</li>
<li>адрес электронной почты организации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="46">На странице 1 титульного листа поставьте Ф. И. О. руководителя и главного бухгалтера организации. Поле «Подпись» не заполняйте. В поле «Дата» укажите дату подписания декларации электронной подписью руководителем и главным бухгалтером.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На странице 2 титульного листа декларации укажите:</span></h3>
<ul class="c-list">
<li>серию, номер каждой лицензии, дату начала и окончания действия каждой лицензии, виды деятельности, указанные в лицензиях;</li>
<li>КПП, почтовый индекс, код региона, адрес каждого обособленного подразделения.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="49">Такие правила установлены пунктами 1.8 и 2.1–2.3 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В декларации об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции нужно указать:</span></h3>
<ul class="c-list">
<li>в графах 1–2 – полное наименование и код вида продукции в соответствии с приложением 1 к Порядку, утвержденному приказом Росалкогольрегулирования от 23.08.2012 № 231. В декларацию включите также продукцию, которая хранится на складах временного хранения таможенных органов;</li>
<li>в графах 3–5 – данные производителя или импортера. А именно в графе 3 – его наименование, страну, адрес (или имя и местожительство). А в графах 4–5 – ИНН и КПП либо учетный номер налогоплательщика, регистрационный номер налогоплательщика, бизнес-идентификационный номер производителя (импортера). Если производитель (импортер) – обособленное подразделение организации, укажите КПП обособленного подразделения. Это указано в пункте 1.5 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231;</li>
<li>в графе 6 – остаток продукции на начало квартала, в том числе остаток продукции на складе временного хранения таможенных органов;</li>
<li>в графах 7–10 – общий объем закупленной продукции в соответствии с сопроводительными документами, а также в разрезе продавцов, производителей продукции, организаций оптовой торговли и по импорту (с учетом продукции на складах временного хранения таможенных органов);</li>
<li>в графе 11 – возврат продукции от получателей, указанный в сопроводительных документах;</li>
<li>в графе 12 – прочие поступления продукции, в том числе объем хранения арестованной продукции, изъятой из нелегального оборота, излишки продукции, выявленные при инвентаризации;</li>
<li>в графе 13 – объем продукции, перемещенный из одного обособленного подразделения организации в другое. В целом по организации эту графу не заполняйте;</li>
<li>в графе 14 – общий объем поступившей продукции;</li>
<li>в графах 15–18 – общий объем поставленной продукции в соответствии с сопроводительными документами, также в разрезе получателей: организаций оптовой торговли, организаций розничной торговли и на экспорт (с учетом продукции на складах временного хранения таможенных органов);</li>
<li>в графе 19 – прочее выбытие продукции, например расход продукции на лабораторные нужды, недостачи. В этой графе также отразите объемы потерь продукции в пределах естественной убыли, боя, потерь при транспортировке. При указании в декларации сверхнормативных потерь представьте в Росалкогольрегулирование объяснение с указанием причин сверхнормативных потерь, заверенных подписями руководителя и главного бухгалтера, а также печатью организации;</li>
<li>в графе 20 – объем продукции, возвращенный поставщикам;</li>
<li>в графе 21 – объем продукции, перемещенный из одного обособленного подразделения организации в другое. В целом по организации эту графу не заполняйте;</li>
<li>в графе 22 – общий объем израсходованной продукции;</li>
<li>в графе 23 – общий остаток продукции на конец квартала (с учетом продукции на складах временного хранения таможенных органов);</li>
<li>в графе 24 – остаток продукции, маркированной федеральными специальными и (или) акцизными марками, требования к которым утрачивают силу.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="52">В строке «Сведения по организации» по всем графам отразите сводные данные в целом по организации в разрезе производителей/импортеров. Данные показывайте с учетом всех обособленных подразделений.</span></p>
<p><span data-role="phrase" data-phrase-id="53">В строке «Сведения по обособленному подразделению (с указанием ИНН, КПП и адреса), складу временного хранения» по всем графам отразите данные по каждому обособленному подразделению организации в разрезе производителей/импортеров. Укажите ИНН, КПП и адрес каждого обособленного подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="54">Если помимо обособленных подразделений ведете деятельность и в головной организации или на ее территории есть склад, то данные организации отразите в разделе «Сведения по обособленному подразделению (с указанием ИНН, КПП и адреса), складу временного хранения».</span></p>
<p><span data-role="phrase" data-phrase-id="55">Все числовые показатели указывайте в декалитрах или тоннах до третьего знака после запятой. В декларации отразите только ту продукцию, которая разлита в потребительскую тару.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="56">Об этом сказано в пунктах 1.4, 1.7, 1.9, 7.2–7.5 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Когда и как подать корректирующую декларацию</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="61">Сдайте корректирующую декларацию, если обнаружили ошибки или указали неполные сведения. По общему правилу сделать это нужно не позже срока подачи декларации за следующий квартал. Например, нужно подать корректирующую декларацию за I квартал. </span></p>
<p><span data-role="phrase" data-phrase-id="61">Крайний срок для этого – срок сдачи декларации за II квартал. Если с крайним сроком опоздали, то добровольно сдать корректировку можно только с разрешения Росалкогольрегулирования. Об этом – в пунктах 20 и 21 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p>
<p><span data-role="phrase" data-phrase-id="62">Чтобы получить разрешение, подайте заявление в территориальный орган ФСРАР по месту регистрации. Способ подачи – на бумаге. Порядок подачи утвержден приказом Минфина от 20.06.2017 № 97н. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="9">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="66">Нарушение порядка и сроков подачи декларации об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции, а также включение в нее искаженных данных является правонарушением, за которое предусмотрена административная ответственность.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Размер штрафа составляет:</span></h3>
<ul class="c-list">
<li>от 5000 до 10 000 руб. – для должностных лиц;</li>
<li>от 50 000 до 100 000 руб. – для организаций.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="69">Такой порядок установлен статьей 15.13 КоАП.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">К такому правонарушению, за которое положен штраф, относится в том числе и подача декларации в бумажном виде (п. 4 постановления Пленума ВАС от 11.07.2014 № 47).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="71">Правонарушение не является длящимся, поэтому привлечь организацию к ответственности можно только в течение одного года со дня его совершения (п. 14 постановления Пленума Верховного суда от 24.03.2005 № 5).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="71">Такой вывод следует из положений части 1 статьи 4.5 и подпункта 6 части 1 статьи 24.5 КоАП и подтверждается арбитражной практикой (см., например, постановления ФАС Поволжского округа от 12.10.2010 № А57-4898/2010, Волго-Вятского округа от 15.11.2010 № А82-3325/2010).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-oborota-etilovogo-spirta-alkogolnoj-i-spirtosoderzhashhej-produktsii/">Как составить и сдать декларацию об объеме оборота этилового спирта, алкогольной и спиртосодержащей продукции</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать декларацию об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-roznichnoj-prodazhi-piva-i-pivnyh-napitkov-sidra-puare-i-medovuhi/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 24 Aug 2020 18:21:01 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[импорт]]></category>
		<category><![CDATA[лицензии]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=23122</guid>

					<description><![CDATA[<p>Форма и формат декларации &#160; Форма декларации об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи приведена в приложении 8 к правилам, утвержденным постановлением Правительства от 09.08.2012 № 815. &#160; Кто сдает &#160; Декларацию об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи сдают организации и предприниматели, которые продают в розницу пиво и пивные напитки, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-roznichnoj-prodazhi-piva-i-pivnyh-napitkov-sidra-puare-i-medovuhi/">Как составить и сдать декларацию об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Форма и формат декларации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="16">Форма декларации об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи приведена в приложении 8 к правилам, утвержденным постановлением Правительства от 09.08.2012 № 815.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>электронный формат и порядок заполнения декларации не утверждены.</strong></em></p>
<p class="incut-v4__tag">На сегодняшний день нет электронного формата и порядка заполнения обновленной декларации. Отчетность орган исполнительной власти субъекта РФ принимает по форме декларации из приложения 12 к Правилам, утвержденным постановлением Правительства от 09.08.2012 № 815 в редакции, действовавшей до 01.01.2019.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Правительство поручило Минфину утвердить электронный формат и порядок заполнения обновленной декларации (постановление от 29.12.2018 № 1719). Срок – не позднее 31 марта 2019 года.</p>
</blockquote>
<p>&nbsp;</p>
<p class="incut-v4__tag">До утверждения формата и порядка заполнения декларации отчитывайтесь в соответствии с приказами Росалкогольрегулирования от 05.08.2013 № 198, от 23.08.2012 № 231 (информация Росалкогольрегулирования от 14.01.2019).</div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Кто сдает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Декларацию об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи сдают организации и предприниматели, которые продают в розницу пиво и пивные напитки, сидр, пуаре, медовуху, в том числе:</span></h3>
<ul class="c-list">
<li>ввозимые в РФ в качестве припасов в соответствии с установленными правом ЕАЭС особенностями совершения таможенных операций в отношении припасов;</li>
<li>помещаемые под таможенную процедуру беспошлинной торговли.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="25">Это следует изпункта 1 статьи 14 Закона от 22.11.1995 № 171-ФЗ и пункта 11 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="29">Декларации сдавайте не позднее 20-го числа месяца, следующего за отчетным кварталом. Если день сдачи попадает на выходной, то он переносится на ближайший следующий за ним рабочий день. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="29">Такой порядок следует из пункта 15 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815, и статьи 193 ГК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Куда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="33">Декларацию представьте в орган исполнительной власти того субъекта РФ, в котором зарегистрирована организация (предприниматель). Подавайте ее в целом по организации, включая ее обособленные подразделения. </span></p>
<p><span data-role="phrase" data-phrase-id="34">В течение суток после подачи декларации в орган исполнительной власти представьте ее копию в электронной форме в Росалкогольрегулирование. Если организация (предприниматель) сдаст копию декларации в Росалкогольрегулирование на бумаге, обязанность по сдаче будет считаться неисполненной.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="35">Это предусмотрено в пункте 18 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Как сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="39">Декларацию подавайте по телекоммуникационным каналам связи через Интернет в форме электронного документа. Подпишите декларацию усиленной квалифицированной электронной подписью, сертификат ключа проверки которой выдан любым аккредитованным удостоверяющим центром.</span></p>
<p><span data-role="phrase" data-phrase-id="40">Днем представления декларации считается дата ее отправки по телекоммуникационным каналам связи. О чем в тот же день должна поступить квитанция о приеме. Отказать в приеме декларации, составленной по всем правилам, Росалкогольрегулирование не вправе (п. 22 Правил, утв. постановлением Правительства от 09.08.2012 № 815).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Как составить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="44">Порядок заполнения декларации об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи утвержден приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="45">Декларация включает в себя титульный лист и два раздела. Заполняйте ее за отчетный квартал (без нарастающего итога с начала года).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На странице 1 титульного листа укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП организации, ИНН индивидуального предпринимателя (если ИНН состоит из 10 знаков, в первых двух ячейках проставьте нули);</li>
<li>вид документа (первичный или корректирующий, если корректирующий, укажите номер корректировки);</li>
<li>отчетный период, за который представляется декларация;</li>
<li>полное наименование органа исполнительной власти субъекта РФ, в который представляется декларация;</li>
<li>наименование организации (предпринимателя) и адрес (для организаций – по местонахождению и месту деятельности, для предпринимателей – по местожительству и месту деятельности);</li>
<li>адрес места осуществления деятельности организации, указанный в лицензии (основного места нахождения объекта торговли предпринимателя);</li>
<li>адрес электронной почты организации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="48">На странице 1 титульного листа поставьте Ф. И. О. руководителя и главного бухгалтера организации (Ф. И. О. предпринимателя). Поле «Подпись» не заполняйте. В поле «Дата» организации указывают дату подписания декларации электронной подписью руководителем и главным бухгалтером. Предприниматели данное поле не заполняют.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На странице 2 титульного листа укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП организации, ИНН предпринимателя (если ИНН состоит из 10 знаков, в первых двух ячейках проставьте нули);</li>
<li>КПП и адреса указанных в лицензии мест осуществления деятельности обособленных подразделений организации (местонахождение всех объектов торговли предпринимателя).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="51">Такие правила установлены пунктами 1.8 и 2.1–2.3 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе I укажите:</span></h3>
<ul class="c-list">
<li>в графах 1 и 2<i> – </i>полное наименование вида и код вида продукции в соответствии с приложением 1 к Порядку, утвержденному приказом Росалкогольрегулирования от 23.08.2012 № 231;</li>
<li>в графах 3–5 – данные производителя или импортера. А именно в графе 3 – его наименование, страну, адрес (или имя и местожительство). А в графах 4–5 – ИНН и КПП либо учетный номер налогоплательщика, регистрационный номер налогоплательщика, бизнес-идентификационный номер производителя (импортера). Если производитель (импортер) – обособленное подразделение организации, укажите КПП обособленного подразделения. Это указано в пункте 1.5 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231;</li>
<li>в графе 6 – остаток продукции на начало квартала;</li>
<li>в графах 7–10 – поступление продукции, в том числе всего по закупкам, а также с разбивкой на поступления от производителей, организаций оптовой торговли и импорт;</li>
<li>в графе 11 – возвраты продукции от покупателей;</li>
<li>в графе 12 – прочие поступления. Например, излишек, выявленный в ходе инвентаризации;</li>
<li>в графе 13 – общий объем поступления продукции;</li>
<li>в графах 14–17<i> – </i>расход продукции, в том числе розничная продажа, возвраты поставщику а также прочий расход (например, потери, недостачи и т. д.);</li>
<li>в графе 18<i> – </i>остаток продукции на конец квартала.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="54">По строке «Сведения по организации/индивидуальному предпринимателю» раздела I по всем графам отразите сводные данные в целом по организации или деятельности предпринимателя в разрезе производителей/импортеров. Данные показывайте с учетом всех обособленных подразделений (объектов торговли предпринимателя).</span></p>
<p><span data-role="phrase" data-phrase-id="55">По строке «Сведения по обособленному подразделению/по объекту торговли предпринимателя» по всем графам отразите данные по каждому обособленному подразделению организации (объекту торговли предпринимателя) в разрезе производителей/импортеров. Укажите ИНН, КПП и адрес каждого обособленного подразделения организации (объекта торговли предпринимателя.</span></p>
<p><span data-role="phrase" data-phrase-id="56">Если помимо обособленных подразделений ведете деятельность по местонахождению головной организации (предпринимателя), то данные по этому адресу отразите в разделе «Сведения по обособленному подразделению/по объекту торговли предпринимателя». При этом укажите ИНН, КПП и адрес организации.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="57">Такие правила установлены пунктами 1.4, 14.2–14.4 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе II укажите:</span></h3>
<ul class="c-list">
<li>в графах 1 и 2<i> – </i>полное наименование вида и код вида продукции в соответствии с приложением 1 к Порядку, утвержденному приказом Росалкогольрегулирования от 23.08.2012 № 231;</li>
<li>в графах 3–5 – данные производителя или импортера. А именно в графе 3 – его наименование, страну, адрес (или имя и местожительство). А в графах 4–5 – ИНН и КПП либо учетный номер налогоплательщика, регистрационный номер налогоплательщика, бизнес-идентификационный номер производителя (импортера). Если производитель (импортер) – обособленное подразделение организации, укажите КПП обособленного подразделения. Это указано в пункте 1.5 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231;</li>
<li>в графе 6<i> – </i>сокращенное наименование поставщика. Если поставщиком выступает обособленное подразделение организации, укажите в этой графе его наименование. При возврате продукции от покупателя укажите покупателя, вернувшего товар;</li>
<li>в графах 7–8<i> – </i>ИНН и КПП российского поставщика (покупателя при возврате продукции) либо учетный номер налогоплательщика, регистрационный номер налогоплательщика, бизнес-идентификационный номер, ИНН иностранного поставщика продукции (покупателя при возврате продукции). Если поставщиком является обособленное подразделение организации, укажите в этой графе КПП этого обособленного подразделения;</li>
<li>в графе 9<i> – </i>дату отгрузки продукции, указанную в товарно-транспортной накладной или таможенной декларации. При возврате продукции покупателем укажите дату возврата (прихода) продукции;</li>
<li>в графе 10<i> – </i>номер товарно-транспортной накладной;</li>
<li>в графе 11 – номер таможенной декларации (в случае закупки продукции по импорту);</li>
<li>в графе 12<i> – </i>объем закупленной и возвращенной покупателем продукции по данным каждой товарно-транспортной накладной или таможенной декларации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="60">По строке «Сведения по организации/индивидуальному предпринимателю» раздела II по всем графам отразите сводные данные в целом по организации или деятельности предпринимателя в разрезе производителей (импортеров). Данные показывайте с учетом всех обособленных подразделений (объектов торговли предпринимателя).</span></p>
<p><span data-role="phrase" data-phrase-id="61">По строке «Сведения по обособленному подразделению/по объекту торговли предпринимателя» по всем графам отразите данные по каждому обособленному подразделению организации (объекту торговли предпринимателя) в разрезе закупок. Укажите ИНН, КПП и адрес каждого обособленного подразделения (объекта торговли предпринимателя).</span></p>
<p><span data-role="phrase" data-phrase-id="62">Если помимо обособленных подразделений ведете деятельность по местонахождению головной организации (предпринимателя), то данные по этому адресу отразите в разделе «Сведения по обособленному подразделению/по объекту торговли предпринимателя». При этом укажите ИНН, КПП и адрес организации.</span></p>
<p><span data-role="phrase" data-phrase-id="63">Все числовые показатели (объем закупки) указывайте в декалитрах или тоннах до третьего знака после запятой. В декларации указывайте продукцию, разлитую в потребительскую тару.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="64">Об этом говорится в пунктах 1.4, 1.7, 1.9, 14.5–14.8 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="65">А как быть, если бухгалтер ошибся и какие-то данные в декларации не отразил или отразил их не полностью? В таком случае придется подать корректирующую декларацию. В ней укажите верные данные по всем графам по каждому обособленному подразделению в общем порядке (п. 1.10 Порядка, утвержденного приказом Росалкогольрегулирования от 23.08.2012 № 231).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Когда и как подать корректирующую декларацию</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="77">Если в декларации обнаружили ошибки или указали неполные сведения – сдайте корректирующую декларацию. По общему правилу сделать это нужно не позже срока подачи декларации за следующий квартал. Например, нужно подать корректирующую декларацию за I квартал. Крайний срок для этого – срок сдачи декларации за II квартал. </span></p>
<p><span data-role="phrase" data-phrase-id="77">Если с крайним сроком опоздали, то добровольно сдать корректировку можно только с разрешения Росалкогольрегулирования. Об этом – в пунктах 20 и 21 Правил, утвержденных постановлением Правительства от 09.08.2012 № 815.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="78">Чтобы получить разрешение, подайте заявление в территориальный орган ФСРАР по месту регистрации. Способ подачи – на бумаге. Порядок подачи утвержден приказом Минфина от 20.06.2017 № 97н. </span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="9">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="82">Нарушение порядка и сроков подачи деклараций об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи, а также включение в нее искаженных данных является правонарушением, за которое предусмотрена административная ответственность.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Размер штрафа составляет:</span></h3>
<ul class="c-list">
<li>от 5000 до 10 000 руб. – для должностных лиц;</li>
<li>от 50 000 до 100 000 руб. – для организаций.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="85">Такой порядок установлен статьей 15.13 КоАП.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="86">К такому правонарушению, за которое положен штраф, относится в том числе и подача декларации в бумажном виде (п. 4 постановления Пленума ВАС от 11.07.2014 № 47).</span></p>
<p><span data-role="phrase" data-phrase-id="87">Поскольку правонарушение не является длящимся (п. 14 постановления Пленума Верховного суда от 24.03.2005 № 5), привлечь организацию к ответственности можно только в течение одного года со дня его совершения.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="87">Такой вывод следует из положений части 1 статьи 4.5 и подпункта 6 части 1 статьи 24.5 КоАП (см., например, постановления ФАС Поволжского округа от 12.10.2010 № А57-4898/2010, Волго-Вятского округа от 15.11.2010 № А82-3325/2010).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-ob-obeme-roznichnoj-prodazhi-piva-i-pivnyh-napitkov-sidra-puare-i-medovuhi/">Как составить и сдать декларацию об объеме розничной продажи пива и пивных напитков, сидра, пуаре и медовухи</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать в инспекцию пояснения к отчетности</title>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 20:19:14 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[Проверки]]></category>
		<category><![CDATA[НДС]]></category>
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		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
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		<guid isPermaLink="false">https://enterfin.ru/?p=22918</guid>

					<description><![CDATA[<p>Михаил Мухин действительный государственный советник РФ 3-го класса, президент, главный эксперт-координатор Центра финансовых экспертиз и аудита &#160; Срок отправки пояснений &#160; Подайте запрошенные пояснения в течение пяти рабочих дней с даты, когда получили требование инспекции. Этот порядок установлен не только для пояснений по ошибкам и в отчетности. &#160; Такой же срок предусмотрен для пояснений: почему в уточненной [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-v-inspektsiyu-poyasneniya-k-otchetnosti/">Как составить и сдать в инспекцию пояснения к отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Михаил Мухин </span><span class="author__props">действительный государственный советник РФ 3-го класса, президент, главный эксперт-координатор Центра финансовых экспертиз и аудита</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Срок отправки пояснений</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Подайте запрошенные пояснения в течение пяти рабочих дней с даты, когда получили требование инспекции. Этот порядок установлен не только для пояснений по ошибкам и в отчетности. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="5">Такой же срок предусмотрен для пояснений:</span></h3>
<ul class="c-list">
<li>почему в уточненной декларации или расчете уменьшили налог к уплате;</li>
<li>откуда возник убыток, заявленный в декларации или расчете.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">Такой порядок следует из пункта 3 статьи 88 НК.Отсчет срока начинается на следующий день за днем фактического вручения указанного сообщения (п. 2 ст. 6.1 НК).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag">Сроки для пояснений в ИФНС и ФСС продлили</div></div>
<p>&nbsp;</p>
<div class="incut-v4__content">
<h3><span style="text-decoration: underline;">Сроки представления пояснений по требованию ИФНС и Соцстраха продлили:</span></h3>
<ul class="c-list">
<li>на 10 рабочих дней, если пояснения запросили по требованию при камеральной проверке декларации по НДС;</li>
<li>на 20 рабочих дней, если пояснения запросили по требованию при других проверках.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="11">Новые сроки установили в пункте 3 постановления Правительства от 02.04.2020 № 409. Продленные сроки действуют в отношении требований, которые вы получили <strong>с 1 марта по 31 мая 2020 года</strong>. </span></p>
<p>&nbsp;</p>
</div>
<div class="incut-v4__icon"></div>
</div>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-15880422" class="inimg aligncenter" 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" alt="" width="670" height="195" /></span></span></div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="15">Форма пояснений</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">По всем отчетам, кроме декларации по НДС, организация вправе подать письменные пояснения в произвольной форме – как на бумаге, так и в электронном виде (письмо Минфина от 22.07.2019 № 03-02-08/54231). </span></p>
<p><span data-role="phrase" data-phrase-id="17">К пояснениям организация вправе приложить выписки из регистров налогового или бухгалтерского учета, а также другие подтверждающие документы по своему усмотрению.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="17"> Это следует из пункта 4 статьи 88 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="18">Быстро подобрать нужный образец пояснений можно с помощью мастера.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-15880385" class="inimg aligncenter" 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" alt="" width="800" height="305.5421686746988" /></span></span></div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="22">Пояснения по НДС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="24">Особенность пояснений по НДС в том, что ответить на требование надо в электронном виде (абз. 4 п. 3 ст. 88 НК). Электронные пояснения к декларации по НДС составьте в специальном формате. </span></p>
<p><span data-role="phrase" data-phrase-id="25">Готовые формулировки для ответов можете взять из образцов ниже.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="26"><strong>Пояснения по ошибкам, которые обозначены специальными кодами</strong></span></h3>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span> Код «1»: продавец не отразил счет-фактуру</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «2»: реквизиты авансового и основного счета-фактуры не сходятся</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «3»: посредник ошибся в реквизитах счета-фактуры продавца</div>
</div>
<p><span data-role="phrase" data-phrase-id="30"> </span></p>
<h3><span data-role="phrase" data-phrase-id="30"><strong>Пояснения по ошибкам, которые обозначены специальными кодами</strong></span></h3>
<p>&nbsp;</p>
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" /></span>Код «1»: продавец не отразил счет-фактуру</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «2»: реквизиты авансового и основного счета-фактуры не сходятся</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «3»: посредник ошибся в реквизитах счета-фактуры продавца</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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dliu9vzPnrjI5MXj9A0WihBPJH+zvhWe/z5Tt7ePjaP/gP/z+H2ZlZRZ6qRzl7cXZ3jHKTFHOjjjxBJKStOvYXGHmit1IV7WVcZeVrnoT9es2s7I4RrZUlHwUkqvxo5X8xZdtxRiLEFt1sLmujAC55Gmz0MioUWjNweFeIysrSlWD5DmxOIG4jmbJKzzLA2h0RiLhiIwMWooqS8nWhBg4eRZrYQEun5cdO9aLoZktsb2X5jrJb8J+EUiWhO9ZOBO5GJNR8ozSnswlUr5exTM/w+y8DYd9jZqWOjraOygtq5DR5a2bHaByFMWP4PX6yM+38GaYn3dQKOXgyxKi7dmSyb0pMR79u8f54Gc/QTZv7bH9PLwhw1EJ5dYkNSnymdOT1DW1sLGhlLKq+vTPfQsT9C3FCNqnqaopxbPixlRcjK1viOoNmxntvyjeynqGhqc5eO9Ovn98kr11OkbnVzlw+3ZO9g5TbZDSbVh8E62LuLmChZkJtuy4nYWrp4iWtDJ3tYfuux8h1HuIgtZtTI2MsWVPBy8eOs/tOzs5caKHmoZCHAG9VLLi6RVb3vfQft5uqCVV3wGkJkV6HEsSAhlEDCv87d/8OTZ3SBLpWZZXltITHEcXPHQ3l5Dnm6SkawuB4CLbNmzAEnXRZw9jsVSQnxOjZ0HKvfleeqc9LMg+UpMl3Y5JpoNGbMtuikVoqZxo065t6ILZtNZaCCxMsRiMoMkrY0ES/UOHXmFsrI+sogbaOtcTiURweIKMzcwzMjfHrY4Syi1KalJkcedd7G4twShOvKW6E33EI1WvHoZm7ATGe9Fl5zO4lEWDxPvXTh5DE3bx0qWLTE4HqE3YcK760xMfqwsMIio/9sHT9Fy+zFpcQyTLiD44Lx5IFitLc5LjTPOPjz0l+1xlxOZjeXaSyxfOMzwyInmJkYL8SppLzIRCbgwmI7lZa4SCbnZ2NbKlu5NbHRV63aKM2HqZcHtwxCf5ePcn0z7GP09gXE1Vil6f4KjVXPcAPC4neoMWx4qHitp6FmenqRXzMDU5srokNz1ZsqwwT8q8PrISifRkSa38P/U1EfGm9+1cnMVizMaX0FNfUSw/X0WjlRKvQypsJSYWZR8Vxdb0BEyNNp7et1kbwVJc8bbskVWO8g7kquQenRs38u1Hv8H+vVsZmZyT6lOI2g172dx6fT3iU688iaG6i+nJGT7w4IE3snv6zx9hPmTkvjt288uCMhzfAcxcfJW/fvI8v/vbXyAnaucvvnmEL7VvEhdeS/+SlvVi5o3ORdlRmCuh0wwO2wIh7xyeZC5eT4gjL30fZziL6UuD1G3fxPljp9i1p4uz/fO8d08xr/Ws4HP7aNmwkZJsLxO2ANliMh4Ww7BQ8p/NndW8k1A5yi1K6pF0Bl02a2IiXr54mY/tLOXPv3YInWaNSNDLgi9Mubjhzz57nIuD4wTXIiTFJKysX8+a3izfB+kbGqNtfTULKf+joo7q0mwGp+ZxGEpYcycw6UJMnznN1LCP2KKDiekZlpdXWQ3aeaehQq9blNRdjENzTu7YvYXzIpQtbdX0jUnyrdVRJ7nH2JKbkNvFll37JG9J4HJ6sYmpp88txilVslTuYHd4RHBGCouK8AfDVOTpcawm0CV85OYXYJeKl86Yi0UbJZB63F1WkqYNLWIu5v/se2BuAVSO8g4gNW9rflVDjj5BQ3WVOO7ZWHSpe7SWGFyO0fj6pMi6cjNhrZh5qzYCmkI8CzMUVTfgXxwir34LcfckpZWNDPT00dLdRcTvw2LO5nLvlFSrGhicdNBaaca/lpDXPPhi+RRoHOKvVEvyb04n/wGXHb84/rXFWdhEaPaRAZra20WcTurq6+i7Nvr6fK63F29EKGoKyy2Kb3GQ544Ni7FXRGItKaVYLw5/AqMuwcC1AZLBJS5cs5PvOsG8sZMLJ48zMz1JhXmVqfl5eq8M4QvlcfXKUYo0fqbnvbjj2Rz+7tdxx7LI8Q9xYdYJzgnWAm6G3QYqygo5euI4Jfkmxuc9RBYnOD3jp+/sURFGN4/96R/RunMnhuAyQxN2Lh2/wLyIxRqaQFPdTZ4hs3b2i+KNTGFROcotSrbZwoD4JZXFNaxJTz/ce46ssJtkLMz545ewe/3UF6xSXFGf3j6eV4i+oBhr+QYxBLfjmhjDUqijRsK0yJoYjp1tHDl1DJfHzvDyGs1lFmw2F4XGBDnmfCkLaykyGaSythlDVoSZ2VEGRnpZlsLAZz/3cYaf/nusD3yKM6cGiJLPjs4GpmMxOkvivNIzRzR6ay9SoUaUW5TU46qLKyTkctvILaxJ3/ZbVFJBcNVLecdmanINjLmsWPKyCZFLRXiG8tpmTpw6RSJuxiyeiaWoipBzhrqOvRx/6Rgf+dD7aKopYneDjBzTeh66fT2XbCYay0043QFmr7xE1FRGzO9iY/c2tm/bjk6vY3RohM57HyQ+cokNXZsxlhaTmwgREj+nqW2DeDB1bF3/9quSqUmRCkUGKB/lHUB6UuSFRbo31HL+3DV2NGhYNtTJiBKiptzKhvb1nL50VUKrGoyuq8SaDhDoffYHkxgbWqp49fA1HnnPTl4+P8WeuhwuTSzR3NzI6LiN1mLxYdw6PvDAftyLNi6Pjsj77OxoyWIsXEK51sHotCd9P4w3HGF7RYKFgtvYUaPn/MgC9flZXJtZoqm+mYWFBfZubOWV3gWq9U6KWjbj7D1Kfpt8tS+CIZeFgV5ad+1lfrQfa2M3C8PXePCB3Xzr+CQH1lu5MDiR3tewbZkP338Hv2hUjnKLkpoUOTM2Qq4pH23Yy9LiDKUlJYxdOUvzxm1o3RPkFZVJBeowS44VaZALLLq91ycxztvJSXoZdEfQZelw2ezUb9hOTWFh+j6QGjEpu3ffTaXh+uT4i70DlDVvY1PxGlMrHjp3HKCzswP77DTemLx/boDnDr1Cfnmj5DI68g0x1ndd3199mUQr8t/i7AAxfYiyykImLp/i1WvjXJtKTdoso7TYwpQvyJprRrbJpuf8i9zdoWcsUJietFnbvOFf9hVb42agcpRbFMf4JYZdcSbmVzjfO8K93VZGHEniIT8uR0AaVyPDg8MkxFjs7+thLmph5uppcopqMUjWQlLPkm2MpoZaMSOz8C4MMOkSv2XkNWaCJYxeOkQsrxqtTkNpVoDR2QWujk1Tke0jWLCRXPcA88lKfuWRfRy5MsFdLSbsulqa8yMc6Z1mbbGPSa+OPBG0dy3K1EAfMwsr1JRYCBmKsMhIlDDoicZzKDKbmbx4msbdB6QaN8jmjlYuXZ6gfWMHJ0+fRReYZ0KOLbWvKZuHTR0t3AhUjvIOILVS5KJTEviKapwSGlmtlrQHksixplePLCyrZlX8jdTESH10NX33Yq78/weTGCuKsdldP1hQIhby4I/o5N8x4tlWtBEPcb1RigQ+Nra3pCddRvX5YjamnjGhQYpg6ZUqK2Q0mJ6eld+fWqROl66OpSZD5ohpmdqfRfpWTV45VjEoU5Mofat+rMUVeFYW5dgqMOiux/+p/RcWFeIKaSmUAoTT5aEg9/q+Usfo8fh/aF83AmU4KhQZoG7cUihuMEooCkUGKKEoFBmghKJQZIASikKRAUooCkUG3FChjAxc4vLQOM9++2sspR+C8cMsjffTP7bE4KWjry+VGeXI95+Un9k4/OzT/Ji3pJmaGie1mNrzh14kvUnMx5kLvUQCTr734rH0NrPDlzjbO8HS5AiDsr+Qczp9DNNXTzKx6EGheDPcUGc+PN/Psj+HkekFNq2v58SRV1haXCCCniIxxMyFeh796+9QU12Lc26ayqoayhqrCPrdFFl0DK9a0QfsDA4Opg2pYYefmrJinn71FBtrStEmIgyNh3A5Z8VZ9jPad4agE2q714tra+Xy4dO4NQH8i3PEnKMMJ5sZHR3B5XKyvrkBheJfc1PvR7k2Z6ehrYGXj55j045dOAb7GV76l1+zvbuDF85f5ezAMCG9Hrc4vxZLDRHXEu4FJ2N9p0i6hgjHNCSzctIHaLXmo7MUiVNsYsPGeuLhIImkiSytFU+Wn6QMM/qojy37WshKZGHWu6gR5znFxuIIWXoUijfFDZ09nMgpomudBf/sELXVTfSNjVC/63YW7CM4VrKJ+Z20372P+s5qpuYcpNpvavE2sznJSLKIu3fWEnbA5VkfO0uTjIW16f0Wa4PpZ4GMTgxjyjNRWVmHzb5MR9cmAj2DRF0LXBgfZ9EZZ3N7HbMLpSLCGAWhJZwRK7u27UCheDOoKSyKdyw37X6U8bNPcTFUi2PoEp/81GfSk9n8rnke/fvvs/+RrVRUtEkYZeXYkRep2ngnUye+Tudd7+Hl7z3LutY91NV46R+YprR+E6uzo/j02TKShKk2mhgZmeBXfvdT/J9Z0tiFUwzPrhCTbZLueQ5+6FfpPyVJf0GN/HsSh7uAd92/iSOvvYwrXorGM0Pruo2MDp3gnjv2c/jiDJ37dtNaZEWh+Enc0BylsLCQ0IxUoxISSg308t//9M8kgS+ktsLChf4+/vS//hWSe6eX8kwt+1lfVZaaDkpIMvK1MitxUktvarBWVFFXW4zBkM3uDSUsxVbpW/GTHfHz6De/wd/89V/zX/7T73F+YIx+T5wN7ZVcujrN+OwkoWiC+TUTdrtTCgIuXKk9ZpvZs3MXJVE7dZt243GNpZ+9EYtFuHL1KtfGM+9ZFO9MbqhQZpdWiORX4ZqdZnDgAgNT8wxcvEJh1z7KUo+yz0pgki9LoxdkFHAwPnwV2/wcfslFJs+eRiuVrxWnh5iIaCGsoaveyolzgxRioCzHjyMCQe8i1Y3rsBpyqSivoKVAxxMvDXLvvg523vc+Ip4lklIVi8eiaLKiGBI+rvX28Wd/+Vckcgvpf+0wsbyNnO4ZkTymlOKSNh7a0YhC8dNQOYriHYuaZq9Q3GCUUBSKDBChJFEoFD8dNaIoFBmghKJQZIASikKRAUooCkUGKKEoFBmghHID6Tl/CrvLj+KXD7VI9w3i8LPPUdraxMvfeYwt+3bhWw0SCa/RvX0Pk1cvkW3OIZI0sr6+hMnxKfwJDXFfQLbdw+xIL3ann1yjkfyqFhLLo6xF1nju8gzvP7iTYCSevt8mpM0jL+IlkV+cXtkx9agHS34+xhwzvlCEHZs7ULw1KKHcIMLSkBta27ny4iHCy8vocrPpOX6NsG2cwYiZ1qoCcosb0Jtl5OkbQh+30z/tJKd5EzXGLGzJNa7MQ8HR32ah5B7cbgfv2lTDuXPnMRmzsQ04sZQVYc66xqg7j1zfKrriMgw4WLW2UhCHjSIUtTr0W4MSyg1i594DvPz9p2m58xHKjSGm7H7y64up7mjFPT7L+vJcFuNZxP1RTCXl6Hwe6lu3wloIvTaJPisLg3eSsj2fJWfVS+3GGgZXQtSV5hFES6nVQ2VbMc6FCgpDAWprm1nyr1JWuoV4MkFuaRXqRs63jiyv25HM0mSWqqhJkW8dQdc0Tx0Z46PvvxvFLwY1KfIWxFRYf0NFEvMt8g9/+zc/cWUbxRtDhV5vlESEp775FYLGFh6+rZI//u/PYNIOU1i3nYbqIp5/8TT7Dt5Fz+kp9u8pxJdVysDJ0+zYs5n5yV4Gh+w8+PHPMnPxOVZ1LfRcPkW5JY+4IU4WFZh1c2gLGomsOviD3/+3/NUffxlzmYYcSyktLVV84389yj2f/C1mJ4bQhdxcHRqnu6MaRyDK/Mgy+UVammqruDLkobPRwKn+Je7fXI7izaFGlDdIIuInLCmzOemVSlYeFdVNVJZbWJOGuiqVru23bceYl4MhvkZMa6S9cwv1IqDkmpOe0XGKaypYWpqndWsX/tUI27ZtoshkprCiGvfYENllVXhTT88yJ8jOy6XYXIElvkh2QRVhyW8K16/HsxqmvEx+XpJPRbkZXV4Z23e00NhQiVETweHzYcnTEAz7id/aD+N926BylJ8Dj8eDwWzFpEswbXOA6wrfvxzj1z5yP87FaYhGiETjFFVWp4fsWEgabLaZkO/6QnzW0goiXg96qWYhwguSI3/C+EMxzEYd/qgesz5BXkkZiwuy/1g0/RCdpNbMajSG1ahLCzYq32v1OnIt+ficzvT36X3k5YkIV9NfdVoDVmseih/lDT5ISAlF8c5EJfMKxQ1GCUWhyAAlFIUiA264UCZHBhiZXEp//8+TBFOJZ8/5cz9mwmCIYPDHF/rn7Cvcagz09JFapH9oaIj0x5JS8uWeYUnGg1wemk5vY7dNMja9iN9lZ3bFn151P7Wy/7RUvBZXPOmfp87f4kTv6yv+k15ONvV96muK3ktn0vsPrTrldw0T9Kxw7NgpIrEIg+M2eUF+PjbNrciVKz1c6e35sU9DuJncUB+l7/hR/Hn5XDzyDCON5dRuaOGZxx6jan0tZeU1HL9wkQ8c3I/HKdWfHAM9J1/Bb+3kzlYzl/qHpJKUR+u6Doy+Ub7053/Lb/3+H7K6OE9hUxu6NakiFeVy/tQJceeK01WgPGsRtpERkqkybVUl3vkJArHr6xXn5BaQjERY9btpb21geTXOuppCent7CRus5GTFxX9oY3DOxcDLz2LZtJ915lX0xY1MjQ7SvX0LU8NTaLP1rIWD6WqSJUdDWbFUkizV6KMeFjxraP2zhLIrqDCEsDlcXP3Od8he8xLVFGC3j1GwNsNr5+YYmY7Ttb4eTa6Vo4cu0mJaxrempSw/jL7lHmbHFygp99PdYOGfvnWZh/dvIOYaY9+2Nk6dOcWWPffz7WeO8W/2dXHuzCgxYy3atQhXr/XQ/N4HiXsDnLh0ihyfm5d7fHisreK71DJ47gSuMJitpViLi9AE3Gj02UzPzlDd0Cql6iV2rq+kbz5M0j2N0VKCX841QRfZFS1E3E6M2jC+QBCNLpvy+g00Sjl8ZKBHhO2jrKycuMZAUXaE6ZUILaU5OL1BVteS5Jpy5UrEiQb8rMWj6WqeJUePRpMqfRfTVlvKleFR2urKmFyJs7G5mpmRHpLJOM3ru3k7cUOFsrIaoKKhi3rzZS7O+9n/7nauHLnAivgGdx54gMtH/p7E1nKeeb6PvfcfZHZulrkrM9zb/F48vgTR6QHGFu3E4zo6tnYzePg4OWY3fTPLIBfqoQ8dFCFkE7nyNda2fpLeC1fY267n/PkVlqdnqCnW8MoJG1trC+iZ7+HAgV+TBp7gO+eHqdEEyS+5h8XpJQI+acDr6vn/vvin5OgsNO07IB7GMS41HcQw+FUunTegjRq5NH4ZYzTBQnCFbetaGJocxO6JsXnvg+RF7VIaXmJHWzNr5RWs+cfIr6xlweniyqidtjs0eMJJtlVYODEP3tkR8TQOimdiYFNnHWFniPxomCIRu19vZGXwGK7oQfZuyuVAjYbDfYNE3TF2i1AKC4vS5ze1wmapNNJowkWO1kOddACvPj8lorFQ0V7Fyuw4hUY5j1RiHxwnfmAPK+EETscss1M24vooE6OTHLjnAI75Na6GRrkt388fPeXk/TsqWY7ExPRc5dnXerDYZunY68exMI1Lp6XFUoAxX8MzNh+/8Z57sV1eQFPtZHBwRUrTYnTmGKXDyGbBXsSG0jBPPHaEvIZmwisBiko0GLNFOM4kzpominyDrLvrV+QTyUg6PI7JnMOrJ/tFKB+goLAg/Vnzst9eWcENfT5KTXUZw70n5MKV8PEHNvH8y6/R2t1Fd30JR8/20rZnv2xTT5Y2iXtqkvLG7ZQZFrkivW19nUEaYVK8A3Ggy3IkZOllQ/dOHB6fdIeVbN26TnpfE8NjMwS1RdKbesWkq8HpDGAsrMYb8LHjnodpLUmy4PVRWN7M3IKL4mIdlbnZ4jHk0r6umfmB84TEj8gqKOX2ze3kV9VicExTsekAoYlL0qs3kxQfpLIsi9BaQvpDE501cmz+QmpLzVTUtdHesVGEu0pCV0B9QwmxeA71lWVcPXaUg/fuk5GxnPUyepXlJjg9q2d7Sz6reisleQb6jz+JW/Zp1ZswFjURCQdIGsvIzTZx++5tLEsPX9qxj+a8VUpLK2msr2Rp5CKa4hbWbJfJKWjCPjtPrrFAfBLxUMxGmurEyXeJcBqquWAz0VakQyfeSV19LWO9wyTl8s7O2Nm+exfFcg790SQmzTIJh59IYRObygy4Ihq0rmk0hhw0MlLll5ZR21Ip/o+VPJOJ3Kib/PoGkkENLdLJLNnG8cQ15OQUYDKaqbfq8eoLpQOR85LUUlizXq6XmcqmZvINZsoKdURMNVQW69HnVYhwDFSUFIiAJ/GH19AkYmxsX8/Z3jGsiWX0ld1vuVjeyPNR3rY+yle+9F/58Gf/IL3Q988iFecPzQfZvLGdTDj6/FNUbT5Am/T27wxC/NPffY+Pffajas7Sv+KWMhydtjFeOPQqe9/1ABdfu8S+O7fTM7JAvUkS08U4jzy0/625uIkQZ46+iqlyPd3tLT92k4B7geMXh9m+Zx/FJtXEftm4aY99OHPoO1wZspGTTHB1FX7lXd0Sco1gn3FSX6XHtbBCeVsnayE/FTlxpqKl/M6vf4Tbdy4zcO0Kd3fomfAkZKiOMTA0jq4wX6poPXz9y89w+/7NjM1Ps6GxllfPTZNbaKG+qYmP3H8H0wNneOx7Pdx1Zzs9ly/Tvr6dJ79xnE/9j/+M7cjjuLR5BManSRjChCUf0K5aWA7b0ZtLaDSP8eKz2dQYpQJXVEh1+wPc3QyXT52jasttRLwOEfMQ/Y4Id962FcU7kxsaBGZL7D3jDhMPacnT+PFKObh3cJSC4mpKSqtpqK6lqbGMI+f60FQ0k6fTYJ++ykv985gNebxwaoZiacyDMw66N9Th9pqoqyqkrmkr4eAqprxCVoJJCvN1JKXa9Nqxk+kyqEH0HpVSrNvlpay6hogE5YXGbKJSvPElDOQXFRDyaAj6kmRJrjIuCWQgnEVTuRmDLk7IkCVxdhTbxGR6EqHL42XILh9obRWjyYopmWR0wsbS8gIRNcnwHckNDb0iqy4CSZ2UElNJkjY9ec/jGOHRb/bwW//hs0Rds+nkMDU50GKV6k0oSlF+NrZlDxW19fg9HgpytVJ2jWLWRrAUp56XkpCG65N9abGvRpE34XP7sEgSG1nzseQxsqmthIAk4HpNNk7Zh1GS15CMajopI5sNqZad8iB8rx+lDnmrVIDMUuL1k9SZRDwitHAIrVb3g0mECfkTkZ85fZLY50uCK8nnqieEwZLH26wgo/g5uWk5ytjFl7lmC5FdUMF9d/x8z018/Inv8ZFH7uWbz7zIRz/wft4sEb+XI0dOsveuuxmfHqPMpKd/2sM9d+54i6clJHjmW1+lo3s7Z2fW2FYV42yPjea6SpKxZWxSwv3wge0/8q5XnnkMY3E9JVI1WldbzBsl4LHz3aeOsO+2TfT1jHDwgZ2cHHGzs2KNV3tcPPLwz875nnv+OYkOYuzcu5+Tp8+gNxazZV0pgwO9eIMmHnz4nh9sG/PNyjVP0tVe9yP7OXHqOJu37c2oIHMzuGk5ilGXZFDKtx0b9TjHe/jSkyfp3tzG1auLbG5OQmEXKxdfIly7gxwpRRaK/zAg/sfWTZ3YFkN88gP3UCNl9NQTsnTaeHqfV156mteu9VNbswGbc4XPfPpzzPQd4ckzE+jci4QSWVKyrWbHujpevjhFXUkOReJnmLPWmF5OsLO9QMqaLRLW9RC0T2KyZHN3o5aBxQjeS49yfCCJ2Bo4xCzLa+sQ49DA+d5TFJgrZORYIeBPUNy0jskzF6nf3EQ0mcNo3yj1HY0SwjnY3Gpg33t/nZHXHud03wQbOzYzJSPiJz74HhwyYp48fxqNdT1VpRU01MK1/vPsfu+v0p53far8177yt1R0bOPi5Sk+/xsfZ1WMxJ0Fq4xrcnnm8a+hl/elpu47Y6W0loUkd3MQkFPTXJmHbXROzNxWElqjlHpHMLTczkcP7uT+Ax08f2WOvZ1lnFjMk5F6hB6nk+aCKPMLEzz/1DNUt+xmZPAMjxy4g2986xAbOhvQmop4cGctc9FaPrNrjf/2199gy4H7yXcO8NV/OMLBX/08dqkYLkdgufcCYQmpi8R3efrl83S1vo+v/u3f4o7lsX7bLinTm3jmpcNcHvJKddHPos8i5f71bGxtYn7wBE+dnqQ2OMo8FlbFs0q1k/6Tl9iytZKIoQSfzZN+NGF4foaGjd1M9p3nA7/6GzRW3ZwZ7DdU6qG4uN3im0yMTlAkDm1VcRn5cT+26V60+a2Su0TZsLUZZ/8wQ84EObEoDeJnHD17gbI8U3ofbpc7/dXz+ledOPjNbRWMSOPbumk9U86IuNzLfPJ9D9FUXMimdV00tTXyRK+PLc0WceeX8JlqOXvsMFVVRVjEBBvsG2F1ZY7hiTHWJNeZtPvT4Vc0t1p6eHl9NrXCSQHDo8NYsqJUVzfTLAIYk33p8xrSLrM+McqUXUN2vkGOysDUUD9xu4eB8RksemSUMNLaVsS1eWmQJQZC0ZgYp3E+8K77CHpd9I2vSMqzSGGeNIy5fnH/F8Wj0dPUXCWmJulz5BVzNOycFR9IXGzxcPzTK3hySjCs+qXAEU/d5sKsy5c+r+vbGmju6KS6NJdXz16hc2sb5liuOOk2XusZo7NMx8LsonhI8fT9M9Ul+Rwe0lJuMYjI91CZHOGOzgrG7T4Jd2upLtfTJ9dNb6kgOD3I+KSNlg31uKXD84RCtMu5DywMsuRaJZcgLuc1orOzDPZeoUI8maOXJ9PHYBI/5vQ3v8nF02fFY2og2+tOH/ek+CWTgwNMj0xyaWCSlrw1tt5+F/vvv/MH7WR2cSLdTnQi/CkpykRXHWzf3IrrUh+dXZvS99jcLG5o6GWfG2dIkt62jm7ywxP81aF5PvrQZibGxsVxFTPKbGJy1ka+SeL8HC1GSxGhlQXKSi1iwpWkQ43+/n4xyuq4OjTBnh2bmR3qwS4JfGWRBV9Mz/rmelz2OenVjPjnh5kaHqJ+9100ieGVymGiHoeIK5ccabwGa6U0kFwm5KI3NTfh9XnJFxd4cNIhiXwOp89eFoPNSmVBklhCh9Gaz7KkMhapuoXCYdzz41zqn+U3vvBZLl+89IPPKXqnXkxRuy/1THsZkbbtZHp0SHKziBiW8plCcTnO2vR0m+KiMlxuF5OjA5SJuUlZE+aAlL/Xb6fYIiPbwIgUKSxiCE5LGfoOBi8ek+O3UCyjYsDtIFvK0r6FeRIlbdKLTGMbH+aqp4jPfWgPo5MLZCdW8fgj6edhJoyFWDQy6oza2LxrG2PXpuhqzufSdIByGcFSOV9uVkBCpdRUmUKuTK4QW54UAzZbih9Z+BMmdm/rTs/X82ut6Sklqe+j+iLaGivSc/eqWrrEPEw9dzNEKOBkdiVMdW6UZbcfk8nMotNNPCuHHZ2NfOkv/oSW+36L2qTkpnKemxrrsUoPlbp+7kQepuA0kaCXb532/lA7KS4pkjx0Bfuym7KyMvQyyi+LQFPHdiN5W/goQenFwvK10PrDT9tNTeyzWt/88GmblN7PWsbcwAlquu4SFzg7PSmxRUY0z8IkuqJGzHEXV8fdbO0oYWLWR51UuVI9NbEIThnum8qMadGU5sYIayxUlxUSC8pxay1EpHdzSY8/KYLdskscbauJG83K7DALa+Z/1SCt0iCrGe8/h6Gyg9pic3q7VIiWmqPmi+rls7Sxxo+e15/FspyT0sqf/axKv88nlb0w4wODhGKwdde+n5ljXH9PhCJryQ/93LOyiDav7Kc67P/cTlJFG03Ygz1spMKiYd6TlHNRznDPZRq6t6Svd3V9tYy81zu9G8FNy1FSF3RoXEqsoQBR+eg1pflMO2xM2wNs7O5O93b/1x9/id//wm+ilxwloZcQReLtrHgMp/TGeZJol5g0BBIaCQFKiAcD5JpMVJZYOdM7KqGWhhGHhj3rzFxddlG4aqdQenS/XNDY1ePYHHGmn3+eIenlPv+xRgIrbpzDx3jSVY8uK4+Ye5U5aglPXSDkDdL0q+/n9FOPsefhOwmthdJCmT37TTxtH2fpzGFqN95DY0mIwaFh9kgI8K+PYUdHNf29/enGZJbwMeXpzF67SGv3JvrPXiS/+EcnF5pzs6RoF6NCcqYSvYNnLi7SmOvk5WsJQvnVLPSeYaSmjJINHUx868u89/P/DqTyFgkF8Y1fJdh+j1zcJWRclM5AemOp8vlW7FS3dTM1KTF/voQ4ASOdRTpWZIRM+JyQW0xLlZUvffmrfO7zX2BVStyhSFDOvTV9blO3NCc805Jf5hKQkCdPG8AbiXL2tZe5572fxLc0x7jThUaqiPpc6SxkG6vGg9lazpQ7Jp2RB7c/IKNiHjnS2LMMRTKyXM+/5u0O1iS0q5RwdcbhZXNbPRNSgrdUNBKVDkkvpq8vUUCJdFRnBsbY3dkiBYNLjOmlDaxZaLE4GV4KcvWbXxHjQcOJi4XUsEwgr46NZb9YA/iGzvW6fG0M27ydwau99I45eOnwS/giWtZs05JE6zl25gKWvBzCA9dw+Mc4f/EK/WOSW+xYx4WjF5h3i9lo8jMwMs/I+BCumRG5eEUSL4+S7b7CuMcqI5JfwiY9vmQBC0tO9N4ZEoWtYiJOEbM28lLvAJutdryWTbTVlYoAYN63RnWe9ML5ZmLaXBZGB1khj+1bOjBlxXj1+DnGL0mcf+d+TGEHruxG9u1oY2xwkaq6OiwllZy9eB5N3JHOU1LH0NFVxgWpYtlGXqLfVsDhoy9LrK9nTgQ4eHxYzEwN33/tOKPPvky2hA6rqzKKTZ4lutCPO7eB0rUpbJpGOk0ujogpu/WOeymNzHJsbo17772d1Rnxnxpbefyr3yWvqpqafD3G5k0cfuUEK73fkxBRiz8witNvxi6NOdfXxwUJuXr6l6itzOLUyZNMXHiRWMNdjJ5/loKcACueMEe/dYQJKYsvOPSszr9M//lRJqUDaSyIc/T0OfbfeZCSolKujY5x78F7ef77j9M/IddBX45NBNVzZUVGwl4JjYc5J7llItfCtm1bJcep5NDhM8xNL9DaWp9uC7P2Va4eP0OuFB6mr/QxtTyNN7bG6OmrDMhok5pTdv5KP7u7JG/1+miRYkpkxcVSTCel+gR1BjcBcy2O0WMS3u6iR6pu27dvZTFRRmPRm1/u743M9bqhQskJO5lYCvHhj76P0PIKbevqZei+jZXAGnfcvpfy7DAnLvezeet2AkE/2ToD5VVVkkjX4Q1H+fAuI2OhaoKOadZ17ZPKUzZ1bRspjS4zGa1gU7OVsIQfbZ1d2Mb6aWxtwxnWiSlZjE5fwIRUmN5z927m7AnqS4uYmR6gb9LHNhGMdGzUlJlxugPi7ldQtW4rWs88FNdJfC/5U1kDtfU1LC2uEJJ01THRR5mUqY6KqYmmiGZzkGm5QJvqTOljqCnOY9bhIiYOZUREcM/ezazMTFImAsmSmH1FXquSEaq8pYVmqSjF1rxyDBES1mqKJQ5v7NidbsjzawU8+O6HGTx/GGfQyK+9W8rJ0qHkSz6xrqmRUmkQ+mTqCYIBGQmkALJqo759G0t2KQxUrCfLZGFfayGDXiulxQVSbLBKA/SzFsuieMMeSi0mqvK0jEyM0rnzdqkoyohgzcZj91IvnUBRQS1J8ag0MqLG9PlsWCe5kJSGRwev0rhhMybxj8qLRIzzNgl9OjAuz5NTbmX9+m6KxUCOue0i5DYKJBoo1PspqZRRY26eBumYRhZ8fPi+Ns7YLJTIv1fsYfLk+PLyC6SKl4NJ8itjUVW6+DEkVS7H6GkcWVYatDF0BjPNm3dz/pWjdO19F0ND0zxy734GpOJ4196uG1KFeiNCIZWj+LzOjP7eCJ554qtJqer82NdOv/BkMhp3J7/6D08m4/LvoydP/5Q9xZNLc1PJhQVHcm7JmXQ7FpJTU1NJtzuQdC7NJVeC8fQ2U1ML6a1XnO7X3xa+/r18XXKupr+63avJn5eAcyr55AvHk79Q/tU5ypSnv/n3PzjvqWP+hydeyfi9qe0fk+0z+n1yPj0e7w/+efbIC8lo8u1Jpu0+9feGJvMeiVVjkTAarcTikjRrkl5eOtbHQw89jFXi1ojfk76Lr76+npXFafxxo5RWo2l3XKu9fgxWSVLtEqqlZ4pIPJytl31pDOTlGlleXExXbqLS+5UVWvjSF/8TDzzyfp49M81DW3I5d3GCgKacHJ1PqkbV3LdvO68deU0SdQPOGRsb9z9IXmSawYl5DFJ21srPF1YC6KUK99CDd5JwLhHLNuGTMq0xHpYc5BLGqnb2bGpF8cvHTUvm+469xOD4OAuBhNT5u3Auj1Ar5cBUwnu9RuPiN9/9G/x/zz3B2nA/g8NLkK8lX/KX0cEsDNkLUor9PV78+lNctUl+0FjKsMPJ3Z3VVLTt4Orl82iXbDw37OHP/vyLEosXSJi1QFFRIda8Cjp25nPq1DC7Dr6HtjILGvl0bRKejQ/30nZbB8PeAEanjb1N2fzTRR8PbWvkqA0eaRFvIxjlO1/7Ntn1tRjm56lLmVxeP1XGRTluJZR3Ojc0R3Ev2Zlzh/jQJz7D6MWz7NzaKT201OgtFlzLcyIEo1TDJOatqKG6yEAsJ5/kqov61hbiPqnu5OayeWOXOLiSe8wvYq3Ip6zATI4hF13IR15JhdTUpZy6cxe7uxu5fOEiHRu6WVhcEK9kUAw9yXtyTLiWRokmzBToPDx2uJeOxjou9i9z2+7NNEjF9ZXhIJ3tTXjErW4ps0rCv0ZHa7OUIsUnaOqkva6SrPI6NMtSVRMjUpe+eSkbxS8Xb+jGLTF2kmgyE8rPCr0uHHsKbdVeEo5rFEuDaygr+sFrPjECzVJnfytm/USDQTH5vFiKKphbdFJTUfRz7CXEn/w/X+b3/8vvcO78WTZu2YVF3YLyS80bCb3SIwo3aEQpzDMyM3xRSn3iM2zp/OH3ilue2W95Yzzx4mu01ZZxXEq81so6Kop/3uVD9ezdvyst5BNSddrW2c6VgQGSfh+HXzpBS+e6t3xtp+newwwv+zn3/HPU1JXwyuETDI/bCbvHOXn8NPniilv+j6poahKlb9XHjDOa9oHeKCEZqZ/69vcoKCvhhWeOU12czZlLkpuFVzh9bULyybqf+bmvXT5D/+AgS37JQ6ePcepcPzkFVUwPnpYK3jlKGzsx/avjHhnpxVpc/iP7TRmw5+aiNJT+YpaAfSMjyg3tM89fHKa0fS+Lh77H5f5+xoavoUlosUr4otfrCQZDZPnXaJLy7qCYay3bDuIYeg1Psox7t1fwd09doqm9EffwoJRq89Eb66VUPIY+O18Sb0l08kuZGhxmx23tUobWcN/t3ekigG12lNyaRkaunsOR1HJ15KqUSatZ00R58OH3MHftDAOT84inSSjopby4mM7WCvqnXOSIuVYlRpgGLdPzXh44sDs9MTMiZufFK8MUV1TQ3l7MsbEQ62JjnLp6jebmRnwuuyT9OtqaG5gd7ydaVIdzcEROfpLs2lrKZTgKLgyTX9cpvtIY3esq6b08QaPkXcX16yWHSvLssV5MBeVovdN073s3FqOOv3zyNKYceF9eAVu2ruPYoeOcWqnmNz/yXimpwuOPf5PqDV3MXL7Eez/2MbKNJtZVmHnNV8bSUC/XHH7xTODS5QU2Sm5nDzpxjc9SUlVBbNWLX3yJVQl3b99QQc+Ij498+H72710vhZDjdHdUMeaJo415OXZxge7NEo7aYzh6nkFjLROPaQmPqZX5vquSM1ayNDabPoYTpwf49S98hke//Q2uSBn+1z92kP/1Z18iq3Y7v/HuXXz1yeN8+N1dLM9OUFrbxlNPPMf7P1krZuSgHINT2gR8+BN3c+zI81ye1GHybJPjDtLRUEXcWEVr9c2/ZfuGdpI1Zbn47GNihkWw5ISIRsWRHZ6Wi3YZt2OJp8/088qzl1mW76e8kqOsDLM8MS25whKm3Gx5T6H0ng4u9xwjpivHIT/PlRxi6vR5Xuy34Z5fxu9McvT4MXHtr68RFvUupCc+jg6MY5ZGExdDy2jK5/ScnwZLJD2JckJ6291791NqiNFQUZJeIujQlTmKC0wcP3KVq44ETz/3kuzs+l1ZqYmZjql+JsYGCHuWWJbfW1GQTSIeSH+mc9LwPDLSXL10gkQyTqH0wp7ZZPq4/fEkpdl+2YeLi9MT4vesElwe49D3jhAIuzl86DmSyRjZ4m1oVpMsX3oKWyCXiUWXuNEJ7jp4n7j1cTHu5uXvIjFTAXHxRaYX54iJUKqKU258KP27lgOvT6L0rBGT0DMRD/L8N87IdgGmbTNyrhb47tNHxGTNk0qkmPTEaW4o4cLh70iHsUZOVpCo28aJQQft1aXMSUehjcfT+7t9ewsvHh2lpUQE703Stb6GBU0ZseVBMVYTuCcjPzgGo8bH5OQEGr2ZRmuAqwMjWGrWpY97dHKaEvGjekfHcXlWuXb4e2zsauGJo+elS08dQ5jZwZN89/nDBAzFFBTl4nTY5bgPcWlwhsX5Md4O3NAcJcU/T5xbHL+CZ01LPKGj0qqVJD4Ll2uV6roq9Fk6VqWU3LiuXRzxE+kJf61mP3/8v1/m1z/zrh9MjktKOLQ4PysJdosYWwtiCtYRC/splATfHTGmJ1Gmfl/Lxi3SmBeobpQEfV4uiCT1FlMuSyE9W9Zfn0SZuhlM61+QizCNQ1z725ss6UmUmliEbJMBM2vi1v/LxMwGcYkTkdX0JMrLvVNs2byO88ePEpKSdWF+vpSog2QZpRgRDVEkcYVLhiufx8PJV45z/8c/hnbVnp6smCLgcVJWU5+e/VpWaiW3tAlr1MHogju99lU8HqOjoyM9ATQhedziyAQzU0OUN6zHbveIyLtZWo6zrbuJATm2f55E2bnjDqZ6j2HJt2Aqqke/5sHu9hNKysgpx5Oa+Ng7Msmzz5/l//p3v0nYtYDBWsjkyCiW8nqiErLVV1kYen0S5ZS46Z0b6rkwskS5KSpGcKOE03r6L0nRZOsOeuVcF0v5flxMWZ1BOg5x1lPHUKDxc+LsALv27STgmGNMBJd68GrqvI/NB+T7dTJChwiEgtgcK+mR4kzvEEWFJXLOnOnzXNOyEffgyzw/4Odz77tTjnuOjk2pkC0/PSXmreANTYq80UL5SaRWQEx9+D27ftJ95zHpcfxveLLfGyW1quKa9LDWvJ9cxYp4bIyKi9zZ1swbIhHh8f/5v9n3oQ+IcPR0t5Sm5zydH1mgq0RLz+KaSNFJOK+arpb6n7orp8TrgzMRNnVWcPF8P/vvPcBI73mi+nKq8leZ8eWwsamcIy+9TO2Ou1i4eJKO2+9hdHiA2zqrePKFPg7ctVd8KQOLNhFqddnbf/3cmAjJGf65cq2fh5vmo3jmRvjHZ05TJ+GSU3oPg3xwtyPKuo4Sll0hfNFsCZXm8ISymJucw1holrBJJxffQnxlluYdB6nS9nNEwqKSHA8ztgDZkk+sb6riyoVJGputRAylEtM6CCY0xLzLFJZUYV/x856P/hs8117lu6fsUg6W3yO9p82XJV6Kjl1drVTtuAft/CD/9HIPhbowxC0US+MNyPC/vBSksUIvYV4zd+3bzXe/+TUGlvx88MCDnJiyYQitsW7TeiYvHANjnoyYmyTsOi8lYy3FRXJ8e+/kwqHX+PinP0BDaxVPHblGk26JZOheutpMDE/bqM22sDC6wKZHDnDoiVd/RCivPvG3ZJe10dfXz50H30dwuhejvOfp509gD9ewQ8KuqZUVLImrvPj4RSr2f5bu9mb2HdzDdx5/hdJNOzl6uoesuIuZMTdN5THJ42xssbZSISK5JRDjubrsxs/SvhHc0E7m6oyd/R2lTA4laSw2SsjURk4yyZQkvTk5OfIz6TQk+TZnLVGkDWEukv512Edk5Sq6+ttZGbvM5NQstVYNrV372CKNtqa+HftIH37vKKsSMsUkTLFdnUnPZu3cuwMWs5hfWZCqj4RQBfXsaK8kHF/DmcynrWsT9+4+QL8jjoTaTCx4eO99d6dvcw3aF5lfXKaldR3tVcVoDFlcOPcaT756nkRBA/u6arBJ0mtfsBFZmEMv+cvm7k3se+h+Rk6eoqO9i43rGlhw6Xj2se9i0prSJ7NAKjxFejsTqwmSutTdmnmSpGulYLCVtnVVkjfM0XT73vT5Wpkd4qUTF9PPW5w3dTPvS6aPeb1UvOI5VjyBNfLMxbTXiGkrvz8vW4/HnaCi80HyddcfSjQ+Zue+u9tY83spkJKYNttMpZyzi8MrEqKqR9LdKG5oebhGfJOekWm2dJgZnV1hVUIpY3EJVWY9dbU1rOU20JCvQVO6iTukFGufGpdqVQmWgkbyo9PsuP9DVJQWYI/mUmNJsuLxcunMZR760EdZdkreoQ1Kxcoq8XgqNwhQViaVrZxEepXBOvFOUnH92LSdnFyJa60V6LxLNG/upjQ/m6KCIipl36dOneL9H/qgmIyrdKyvIyFVOW8wIpU1E9m5hXzwoQNoPJMcurTMIwf24BVTMqekTBJ2a3rt4QiScFZWUKSRqtiEk4ObCgnlWOS4dBQW5mKTkO3A7TtZtS9RUl0v8buX6bllgm5x+K21TEllamFO4vT1TZjyS2iWnC0lptjSNTZu3s6ivF6+vlsKDnl417LZKjnWsuRaSTmOqhIxXis2iUkqYXB+Mcs2G0MDV6C0C6Nrgu5tm/DNjUvOlUdeRTN1xgDhnAK1GMZP4KYZjqmbsv55tZPiito3vahAKp9I3Y+weV3tj309dZOVN6ij6PUbnH4cs7PTFFfW80byQY+MUKlYuaPtR290WlmYJmqwir+yiKGokeJ/leukVpw366N4fFHJDczcCNL7lPOYynWCoRh6i/UX0PATTE/PUiqfIbXUampFnFRhwmpN5VwujNIOjMYfDpFS12JJRtGY+DKpuXw/DxG/i1AsR/IBqeKlVsuRKqXOZE3fAGaQju9G5/Q3LUexXXmJE2NrBMMePvRvPsmKI0St9IK+0PUl/FOTIvVmqfpokjz5ne9x24MPSBxuRPLN9GRJo+X6UkapE50SybI/Tn25Cbv0nFqj8QfPJdRICTgoAVROZIGvfPMMn/93n0m76NPT03IxLWmxWlLreol3Y8rNIxyO4F1xoLGYpCwaTT1UEYtZyqxy8VNfcwsr5PeKyEMJ6iuKCYW1mHNzZT8r0jASRLK0WAxaHKl7z+V1Z0AqyRjRxENS2XGRW1JBwjHMiYFFNC4pY+vLeOjBAwSWZuXC69Ir76duS041eJddQjmtmUg4dd++Mb2QhpSKri+blBXFoMlO93SFZRUEZi7x/UkT795SzbdeOEK1ziuFiCIefvd98lltWORcRFPRgHhBRvncPrtdyupGsuXzaaSipI2GMWq1+CWfS926+39+7qjGmJ5cmhJFqin8y3Em+Prf/TceefdH6B93sqEhn5Mn+sU4bCQgFctq6RzuvWM3s45VrObU0wNyyI57eO6ZF8lJ+Hjfr/4eQZdDjslMyOkgW655KLWMlMVMTI4p9ZmvH4OUyBNZ0rGspie7OuQ6X+iZlJFW9mgspDXWh7fpQyxcO0WutVzyx73cLG6oUFK3+G6/bR1L9mmOP/UsOWV6/n4iQn1RVtq1L6kq4Jv/47t84vc+KoZAA0PnT3JqeIFPf+x+vvpXL0poNERu672M2ew0mxx88xWb5AKlLE2eZGAwRFBKqVqnF2NDO22SiMeW5qTHc8j2H6Y2cpHTfctius2il3KlPaecpekZSvJNlLatp2hRQp5oobi+WZzojVDXHCCyVkgkMsunfvevWHjpu/zJ02N841t/xtXTT4s/EMJQ3IRTyrAjg0t8+tP38NwLAxjz3QyMJ7l3Z7GUuyU/Ofoav/q7f8IjHflYc53MuA00Vl2fZPnc97+HfdmBubwFU2EZv3ZPO8+/fISG2jJOHu4jkEhgrW+gvlAKGlEXr74wwb//3Yf53T/6J377//0id9RXkWf0pm+EC0ilLrcgC1M8LI3QzhnxQhZCpRw/dYGu2gibD36BgtV+xv055LqmGBTvoyovi7WCFlbl30U+EUtJlgg6iCvhRBeUHro6h9/5tffzwqEXcAd81FSWYK1s4+G79lBaVcvs5DBFRW1U1TSzZXucvguX+fDv/QHmqJTCbVd49qmzbNzWzqjHwGfetZ/2hlJpBaWkBtnvPPoXmLsOMnvkCcpv/xAJ2X58JUx5abWYrHrcNg/NtbkySq7iWY1TXbNLOpcthKVjmZTOJyq5bVl1E17Zo0+ENOtYE6Fw07ihQgnFkoQ0CfEypjHoDBJHF7KxVsKQkjyyE0E0mhy27NlI1HPdv0itsJKIJcRdN9DUvY586WGdYug111czem6UIklOU6s2rumKufO+7eId9FLStVWMu7DU1nOw5udgWavBqJcPksgnIRbvug2tGLKlUBAu4oD0QD3HD9NabGJkVpLrLD1xnZ4Co0tyoVYJ2xLkZmWnh3STxPwf+WCBNFhJwKV3zy+T3CnpZUFcvttvq6NXXPyyKsl9imrZ0CY5g0FHVk6M9334o+wTMXs8s3gDMXHJS3BJlaxMjj1fqmjZki9lSwGirK4OnfguBknOWzZsweHLYzo1q1mc/aQk+KVVbdx5Vw6r8TzZ5wfpaioSI3Yy/WyR2rZapr1TGJMaVnI6mRfPKFt63BxNHp/42Huk0dpku2n04sFUxDyMyQijSeaQzMnHoo/gD4XR5ZeSE5MGmJNHQ1kBwRUT9S2vP06ipgqjR86DjE4N9an1uSQCSOqpbWxn0pa6U/X59Io5LZu6eE46wNaqDVIlLKJa3P4s/7L4RKb0QumLfr2MKKusyihc2bgZrSFArG4zFUVGRudFwIY1smQE2SEFiz7dLPHQJFMTy3Tv2I7ZbOTMS99kKt5ItX6VrMIG5l0rJAsDtDe2YG7o4mbylvkoTz32FXa961eoyPv5Zt2GJME2ipEnqfqbKM35+Lu/P8SnP/ORH9pHIiKizf7JZcinHvuaHPuHf+jYE+kjSU1tiUqyfCNmEv/4Y8uESKr4IMcQSZ+jH38s/zxBdUvLvyz48LM+948jNeF0JXWff5GFOU+QmjexyEbfiZdFCFW8a38HbwfelobjW4nPPsF3js7wwfffecNm/L4ovkb3wU9T8SZ2uGSb5X8++jRf/I+/ldH2qYT9H7/0p1RuPUhEqmAN2x+i/8wL7Ny2ixefe5L3/eZ/ptqI4gZx05L509/+JseXw2ytTzDis1AvfsmlOQNFiQVq7voERStnJQZd4fkzTglv9JhDK7jyyjH5Auzf28zU5CxjEuKsOd3s+pXP8LH7d/EfPvVhSu/7NTwnv8G1FSudG1sJLs+xMHuZsq0fxCIhR2VBCReuXmDDxvWw0Mt3Dp3jwwdbuHxtMr0/vSGb/QfvoWvHLiYk//jnY8g3GRi7conWdc3ktWwjMnKBPb/xx3QwxJUrl+nz5rOvwUjP7ASnnxri3R9/gDPHTry+v9vF4BtAY5RKxFIv3Xc8hF5fQacYfecGJtl82wE2NlipKzClR6OvffF/Mrq6wFjvCJ3d66necRv9j/4dofpNVIknEmt6iD/+9EE++msf5dyrpyTEvJOQY5z6MjFjHaNypfRM2Ff5yhf/Hzbddxvu5VnxZjp54e++z74vfJSe81P88Rc+guKt4Yb6KH7PMm3bdhN22tAV10seEkOrE59ieZScUjHFXEvUbLmH2jwNAdeaVGRy2Lh7JyWFhTjGT5NlrWddax21BbUkxEDbsG0ji5Ne8QQqJE6toKujSXwPHVYRxq6t68iVqMMqlbJEJJZ+DETLpr34lybxLXhZcY+iFd9iXWsDH/vYRxmYX+K2znVcvNDzg2OIime38d5H2NlZS2VNDcfktWDSSKkhzNjkNFXlzQSDy4zPr1KUzKNt/z5KLZrX97dCUSxIS2MRhSXlrCy6qJS4eucdu+juFh9EQpUV2xRzXh2d7Q1cO3kGY12NVM+qKam0UiYxd6mEdmXiLxWL31JYXM6Gqjz+6dFv0713O5NXzlNU0cL4xDDrttxOlgRod25Zj9Pj5rbdHUzO+aQCZqYoPykpRZjxyQXWVVdRUPTWTgH6ZeKm+Sg/TEzyjNT6wQmJo29MvDDae4IBh5H33L3tJ2whhQQxJo3ihOulQvbPsX//5TPkVHfT+gamR7z83S9T2P0etrWU/shr1/fXwXOPfo3f+r0v3LSnWIWCgfS5DUjelKvuwHzD3LQcZXboApel3Cule/bf+/Db7oGVCsW/5qblKJqwi5rW7rSPMnwpNdM1jm8xQkG5jrjGxPyih8YynZRSw1SU5adXGMzSlrHo9mAS7yNbmyDs12EsyyO+4sQsoUR1RZP8VeGE4ubylnX5DtuyOOJBzp3skYReXPFsK9HlCC6fj0RoGfv8Micvn8OzMkMy4GF+cJArCzGGJFkel9r97OIUo2LeKZEo3g7c4NDrEjPifrsHT7Di0VHYUC7lVSMu94oYkfkYCVEviaw7nE3UsURETMmCwnwWF23pu930hiSBqJ5cfTT9SOy4Npua6gZaa4pRKG40Ny1HSfkAI/Yw+REP9lUPdS2dFObduCQzdUPVciSHmrI3LxyneByT08tUVOezmnpMw/p1OCVkXNVayQ+v4I3qqK0sljJxL0XV6/FMXqFtzwFswz20NDVyrmeC9m1bGD9xhKrtu1mdG6F5/fXHEkxNTdJQU8axE310dFbTe8XGgXt2o3h7cdNylBTnrvTxcFc1Xq8Wx3AvM0YrBeYsHKtrZMWDOFaCGJNxjFY94ZAGU2ElTRX5nOkfJT87gjaRjcliweH2Evd4pPxrorSpmcbaai73XObcuJN777kXt5Rjs3KlPJyI4nbYiMnok5rWPjkyzVqWjERS/q3Zso3Z3l627dnFwIUzrCW04qEEaF2/lWvXLlFWXo5XZ2XRdiEtlOOvnSC/tkVc7XNsv+ugCEVDQ0sFpy6K/5PfwtSLr6AJzqH1L5JMmpgTsRVVmXj20BN0NmxmbcTGunorZ8+fo9yym/7hcbp3dGPQDDCxskKFtRj1FO5bkxubzGeb0yuJFNW3kRz+DuFkDrZolKUlD7naJKNXY5R3FDDVM8Jqjp9i8WUSzYUEpy+yZfNOjr70HNNTUaprIKdhB/kBP6s6B0MvnOdC5RbxaVy0WGOMzM7S99ohCpLlbH34ALk5JjQVrQyfe4lEdjVl+T6eenaFmpEZCjQFbNviZHBulTX3POUF+eRvEzHqNSTiWayKgF2uQGp2E25DPqbIqngcNSwvzcnnWU/c5qWrqZKrLh06czZGg5XCxp1cOfpdjOUb0eaW0GLqY3x6SLyQStrb9lBVKNsV1bNtvUN8pIT4LKU0Favw8VbmhhqOMd8S/UPjFIlhl1vYyvKsjWh2PmaSxLMM4sbHiEfcJCVvyTbkUtLYilmv5fbNTTx7boKPfOh9+NY81JSYKS2vYSUYIhhO3YNRzQcfOQiLFzlxdY5tG1oJpx5Tllsgo5W8HnSRJwZeLKGh0hCidznJjjYTnpgWS4Wedeu7WBjtpXHz7XiXxEjc0I1Vr+fCkE/EZiO3pp2Id5XW3Bi6wkYarREZxTawMtTD4bMXMFdtRDN5no1bdtM3OpdeOyyYKGVXdwWXL4xy+517CUiVLiWOqgIDZwemyVpbZVHMy/jEMS7OBJjvH6C4Zb0I9K1Y3Uzx83DTDcfUs9jfCgsl9SzCqelJNnVv/pHXUjdUBaW31/ls0tirKbW+vaplQc8qJusvZmE3RWbctJUil5Zm+dP/8jdokiESOaUUWm6sW5y6776ivOLHvmbKkyTclENeQamEYjm8GSLOKR598hUKCnQ89p2n2bFlC2PnjvDc8ydo6d7AV77+NNs3tXP+5e/y/VP9+BaGuNA7zUzPM+TVdfOtL38JeyAbc2KUv/ynSyT8C+TVtGCMrPD417/MQsTKyW/8hbj7myixvj0XU3gncNNWiiwvr+VXf+1Bytq6uPjKdzn37QHmCrews8zPqXEvCacDdzyJdslJ2JKUHCWRngz4Hx8u4d/+9uN0PLiXyOw18Gmo2trJqowS2RYt//iH/8BfPvG/Gew9y8JylDhrtG3exsiFAX77M3v59G9+hd/6zN2Su8zjS+RSXbmB2YnU4nTa9BphHbvulFJzIdq1JfF3FllYmicvlCXHoOVP/vQvGT32bV665qRgeQjNXZ/h3vIwHVu30Se+zsb666Nov0/Hvr3tHD3aS07R9anrO+59P8kXDhPReyVRFxM1r5VEdA1nWMJQ+wz337Wd1pwpphZCnPzi3/Ef/+TzvP8DH2bIkaDjgXtZTGhR3Brc0BHFPj3Ak6/1UmUtJxDyYNYY8eRLo3LbKSmvRBs1UV5bKC5nmLqmGkrq16UnA1rifozmJKvkS4yfQzxexIPv3s/I1DLlkhhXpRZikyrZSjiHDWVZkgvIqBJw0y8iuOvuvUxdW6J0XSPBQJLckhq80yMyGhilGuZj3cYWrHlGqrLj6UfMzQ+O0NjdhSErzDoZHbo2bGS45xIFZbXp5zJaGrZSW5zN4KmXaNiwhZEBqY7JMWbFI1y8MkVjUzGjk/Pi7Uj59/BzrFkqKczX444VyFhuI8tcRV2hntbNe/FO9NO4404Wp8Ypriunpb6UJ77xT9TUNzC/tERebik6CVFNqRnIil84Nz1HWRgfoaixLeM8xeOUMnCRJX0/u/FnTO7rO/I0S5YO7t3WgkLxZnjH3bilUPw8vBGhqOm9CkUGKKEoFBmghKJQZIASikKRATdUKAOvPcH//NM/5rV+GwpFJvScPErs9e+/+5X/wZf++q8Zm5y9/oOQkz/+73/Of/6Lx68/Tv0mcoNXirQQXMvCNnyGJ8bM6FLT1VPeR2cDC+IphNf0LAXjHDywicuX+tjQ2MTF1LyohI5y0yJedxJd7UYmBnrZvXszE7NL+Jf9/JtPfYBCXZBvPfGy2OarBFMLyUUTGMWbqSnQMDHnILSwSDI7ln52IAE7UUMD7c156dcKDeKLjC9SWm3Fb1+hoKGMdVseYlPtjVkfWPFzkogw1vcyY6ESPnhPJwWGCHPeKNP2AC2pZZ+NRdx9527sXhePfflR7nv/fp761jO0bNzG0vggxmwtfZem+JXf/x2aKt7ax9fd0BHF43HTufcBPvaBD5B0DNFUV8fU7Bzzc1NE9blEQmGcS9PMTNtYi2sYX1jGt7pC79FjXBkZp7TAgiE/H5PFxPxyEKM2yuqKnce/8RTR1UU8gRC5YiSmfh4KBqlpaGOm/xQnj50m6HcxKf5N/7mjJPKaxMF3vf7aOYb6hphbnE2/tuKY4PypU4RiKG4yY5deI3frJzj73D8wNjTJovh/zY21zK04mJlcov/ScQrN0smNTDJx6QyHT/Xg89ixTw2m28Ka105w1YUzvYjJW8sN9VEictCp1c9LTPDs6Ss8sHMTgWgETU4RnmVberXBRX+CWnHbU4+FIxrC5/aRrddgtuQS15vFpNRKR+MlmtBDPJQeco1mq4xW1vQC1xN9PUwkrLz7tg4C5KKJuNIrrZuNOvzS+lOLeMeToNdp0cRCP3g8XCgUpKS0LL3QNzojVrNJ9qkmKd5MUu0lpLWQWF0iggVN1JXuwEqr64n7V4nLH0O2gWWnF2IRiiqqcS7asJZWp9+jMZjxeD0/9+r5N91wTD0CwL9GunHfaIIeD+HUcxTz1PI8ijfHG7rDMYuk/Lmx90iknmnxVk2KNYn4brX5tn19fbjdbm4Gd9xxB4o3j7ox9RdAV9fNXYld8eZRPopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBmhi6gnaCsXPRI0oCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGaLSaBAqF4qejRhSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgA3RvZeNXnQqF4J6JGFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA36sMx9PJHn78HY6lh9HjDeKVmNAcWvx/wPl2zftIAOwLQAAAABJRU5ErkJggg==" /></span>Код «4[3]»: неверный номер счета-фактуры поставщика</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «4[18]»: неверно указан НДС при переносе вычета на следующие периоды</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «4[19]»: не совпадает сумма налога при покупке и продаже</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «5»: текущей датой отразили недостающий счет-фактуру прошлого периода</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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dliu9vzPnrjI5MXj9A0WihBPJH+zvhWe/z5Tt7ePjaP/gP/z+H2ZlZRZ6qRzl7cXZ3jHKTFHOjjjxBJKStOvYXGHmit1IV7WVcZeVrnoT9es2s7I4RrZUlHwUkqvxo5X8xZdtxRiLEFt1sLmujAC55Gmz0MioUWjNweFeIysrSlWD5DmxOIG4jmbJKzzLA2h0RiLhiIwMWooqS8nWhBg4eRZrYQEun5cdO9aLoZktsb2X5jrJb8J+EUiWhO9ZOBO5GJNR8ozSnswlUr5exTM/w+y8DYd9jZqWOjraOygtq5DR5a2bHaByFMWP4PX6yM+38GaYn3dQKOXgyxKi7dmSyb0pMR79u8f54Gc/QTZv7bH9PLwhw1EJ5dYkNSnymdOT1DW1sLGhlLKq+vTPfQsT9C3FCNqnqaopxbPixlRcjK1viOoNmxntvyjeynqGhqc5eO9Ovn98kr11OkbnVzlw+3ZO9g5TbZDSbVh8E62LuLmChZkJtuy4nYWrp4iWtDJ3tYfuux8h1HuIgtZtTI2MsWVPBy8eOs/tOzs5caKHmoZCHAG9VLLi6RVb3vfQft5uqCVV3wGkJkV6HEsSAhlEDCv87d/8OTZ3SBLpWZZXltITHEcXPHQ3l5Dnm6SkawuB4CLbNmzAEnXRZw9jsVSQnxOjZ0HKvfleeqc9LMg+UpMl3Y5JpoNGbMtuikVoqZxo065t6ILZtNZaCCxMsRiMoMkrY0ES/UOHXmFsrI+sogbaOtcTiURweIKMzcwzMjfHrY4Syi1KalJkcedd7G4twShOvKW6E33EI1WvHoZm7ATGe9Fl5zO4lEWDxPvXTh5DE3bx0qWLTE4HqE3YcK760xMfqwsMIio/9sHT9Fy+zFpcQyTLiD44Lx5IFitLc5LjTPOPjz0l+1xlxOZjeXaSyxfOMzwyInmJkYL8SppLzIRCbgwmI7lZa4SCbnZ2NbKlu5NbHRV63aKM2HqZcHtwxCf5ePcn0z7GP09gXE1Vil6f4KjVXPcAPC4neoMWx4qHitp6FmenqRXzMDU5srokNz1ZsqwwT8q8PrISifRkSa38P/U1EfGm9+1cnMVizMaX0FNfUSw/X0WjlRKvQypsJSYWZR8Vxdb0BEyNNp7et1kbwVJc8bbskVWO8g7kquQenRs38u1Hv8H+vVsZmZyT6lOI2g172dx6fT3iU688iaG6i+nJGT7w4IE3snv6zx9hPmTkvjt288uCMhzfAcxcfJW/fvI8v/vbXyAnaucvvnmEL7VvEhdeS/+SlvVi5o3ORdlRmCuh0wwO2wIh7xyeZC5eT4gjL30fZziL6UuD1G3fxPljp9i1p4uz/fO8d08xr/Ws4HP7aNmwkZJsLxO2ANliMh4Ww7BQ8p/NndW8k1A5yi1K6pF0Bl02a2IiXr54mY/tLOXPv3YInWaNSNDLgi9Mubjhzz57nIuD4wTXIiTFJKysX8+a3izfB+kbGqNtfTULKf+joo7q0mwGp+ZxGEpYcycw6UJMnznN1LCP2KKDiekZlpdXWQ3aeaehQq9blNRdjENzTu7YvYXzIpQtbdX0jUnyrdVRJ7nH2JKbkNvFll37JG9J4HJ6sYmpp88txilVslTuYHd4RHBGCouK8AfDVOTpcawm0CV85OYXYJeKl86Yi0UbJZB63F1WkqYNLWIu5v/se2BuAVSO8g4gNW9rflVDjj5BQ3WVOO7ZWHSpe7SWGFyO0fj6pMi6cjNhrZh5qzYCmkI8CzMUVTfgXxwir34LcfckpZWNDPT00dLdRcTvw2LO5nLvlFSrGhicdNBaaca/lpDXPPhi+RRoHOKvVEvyb04n/wGXHb84/rXFWdhEaPaRAZra20WcTurq6+i7Nvr6fK63F29EKGoKyy2Kb3GQ544Ni7FXRGItKaVYLw5/AqMuwcC1AZLBJS5cs5PvOsG8sZMLJ48zMz1JhXmVqfl5eq8M4QvlcfXKUYo0fqbnvbjj2Rz+7tdxx7LI8Q9xYdYJzgnWAm6G3QYqygo5euI4Jfkmxuc9RBYnOD3jp+/sURFGN4/96R/RunMnhuAyQxN2Lh2/wLyIxRqaQFPdTZ4hs3b2i+KNTGFROcotSrbZwoD4JZXFNaxJTz/ce46ssJtkLMz545ewe/3UF6xSXFGf3j6eV4i+oBhr+QYxBLfjmhjDUqijRsK0yJoYjp1tHDl1DJfHzvDyGs1lFmw2F4XGBDnmfCkLaykyGaSythlDVoSZ2VEGRnpZlsLAZz/3cYaf/nusD3yKM6cGiJLPjs4GpmMxOkvivNIzRzR6ay9SoUaUW5TU46qLKyTkctvILaxJ3/ZbVFJBcNVLecdmanINjLmsWPKyCZFLRXiG8tpmTpw6RSJuxiyeiaWoipBzhrqOvRx/6Rgf+dD7aKopYneDjBzTeh66fT2XbCYay0043QFmr7xE1FRGzO9iY/c2tm/bjk6vY3RohM57HyQ+cokNXZsxlhaTmwgREj+nqW2DeDB1bF3/9quSqUmRCkUGKB/lHUB6UuSFRbo31HL+3DV2NGhYNtTJiBKiptzKhvb1nL50VUKrGoyuq8SaDhDoffYHkxgbWqp49fA1HnnPTl4+P8WeuhwuTSzR3NzI6LiN1mLxYdw6PvDAftyLNi6Pjsj77OxoyWIsXEK51sHotCd9P4w3HGF7RYKFgtvYUaPn/MgC9flZXJtZoqm+mYWFBfZubOWV3gWq9U6KWjbj7D1Kfpt8tS+CIZeFgV5ad+1lfrQfa2M3C8PXePCB3Xzr+CQH1lu5MDiR3tewbZkP338Hv2hUjnKLkpoUOTM2Qq4pH23Yy9LiDKUlJYxdOUvzxm1o3RPkFZVJBeowS44VaZALLLq91ycxztvJSXoZdEfQZelw2ezUb9hOTWFh+j6QGjEpu3ffTaXh+uT4i70DlDVvY1PxGlMrHjp3HKCzswP77DTemLx/boDnDr1Cfnmj5DI68g0x1ndd3199mUQr8t/i7AAxfYiyykImLp/i1WvjXJtKTdoso7TYwpQvyJprRrbJpuf8i9zdoWcsUJietFnbvOFf9hVb42agcpRbFMf4JYZdcSbmVzjfO8K93VZGHEniIT8uR0AaVyPDg8MkxFjs7+thLmph5uppcopqMUjWQlLPkm2MpoZaMSOz8C4MMOkSv2XkNWaCJYxeOkQsrxqtTkNpVoDR2QWujk1Tke0jWLCRXPcA88lKfuWRfRy5MsFdLSbsulqa8yMc6Z1mbbGPSa+OPBG0dy3K1EAfMwsr1JRYCBmKsMhIlDDoicZzKDKbmbx4msbdB6QaN8jmjlYuXZ6gfWMHJ0+fRReYZ0KOLbWvKZuHTR0t3AhUjvIOILVS5KJTEviKapwSGlmtlrQHksixplePLCyrZlX8jdTESH10NX33Yq78/weTGCuKsdldP1hQIhby4I/o5N8x4tlWtBEPcb1RigQ+Nra3pCddRvX5YjamnjGhQYpg6ZUqK2Q0mJ6eld+fWqROl66OpSZD5ohpmdqfRfpWTV45VjEoU5Mofat+rMUVeFYW5dgqMOiux/+p/RcWFeIKaSmUAoTT5aEg9/q+Usfo8fh/aF83AmU4KhQZoG7cUihuMEooCkUGKKEoFBmghKJQZIASikKRAUooCkUG3FChjAxc4vLQOM9++2sspR+C8cMsjffTP7bE4KWjry+VGeXI95+Un9k4/OzT/Ji3pJmaGie1mNrzh14kvUnMx5kLvUQCTr734rH0NrPDlzjbO8HS5AiDsr+Qczp9DNNXTzKx6EGheDPcUGc+PN/Psj+HkekFNq2v58SRV1haXCCCniIxxMyFeh796+9QU12Lc26ayqoayhqrCPrdFFl0DK9a0QfsDA4Opg2pYYefmrJinn71FBtrStEmIgyNh3A5Z8VZ9jPad4agE2q714tra+Xy4dO4NQH8i3PEnKMMJ5sZHR3B5XKyvrkBheJfc1PvR7k2Z6ehrYGXj55j045dOAb7GV76l1+zvbuDF85f5ezAMCG9Hrc4vxZLDRHXEu4FJ2N9p0i6hgjHNCSzctIHaLXmo7MUiVNsYsPGeuLhIImkiSytFU+Wn6QMM/qojy37WshKZGHWu6gR5znFxuIIWXoUijfFDZ09nMgpomudBf/sELXVTfSNjVC/63YW7CM4VrKJ+Z20372P+s5qpuYcpNpvavE2sznJSLKIu3fWEnbA5VkfO0uTjIW16f0Wa4PpZ4GMTgxjyjNRWVmHzb5MR9cmAj2DRF0LXBgfZ9EZZ3N7HbMLpSLCGAWhJZwRK7u27UCheDOoKSyKdyw37X6U8bNPcTFUi2PoEp/81GfSk9n8rnke/fvvs/+RrVRUtEkYZeXYkRep2ngnUye+Tudd7+Hl7z3LutY91NV46R+YprR+E6uzo/j02TKShKk2mhgZmeBXfvdT/J9Z0tiFUwzPrhCTbZLueQ5+6FfpPyVJf0GN/HsSh7uAd92/iSOvvYwrXorGM0Pruo2MDp3gnjv2c/jiDJ37dtNaZEWh+Enc0BylsLCQ0IxUoxISSg308t//9M8kgS+ktsLChf4+/vS//hWSe6eX8kwt+1lfVZaaDkpIMvK1MitxUktvarBWVFFXW4zBkM3uDSUsxVbpW/GTHfHz6De/wd/89V/zX/7T73F+YIx+T5wN7ZVcujrN+OwkoWiC+TUTdrtTCgIuXKk9ZpvZs3MXJVE7dZt243GNpZ+9EYtFuHL1KtfGM+9ZFO9MbqhQZpdWiORX4ZqdZnDgAgNT8wxcvEJh1z7KUo+yz0pgki9LoxdkFHAwPnwV2/wcfslFJs+eRiuVrxWnh5iIaCGsoaveyolzgxRioCzHjyMCQe8i1Y3rsBpyqSivoKVAxxMvDXLvvg523vc+Ip4lklIVi8eiaLKiGBI+rvX28Wd/+Vckcgvpf+0wsbyNnO4ZkTymlOKSNh7a0YhC8dNQOYriHYuaZq9Q3GCUUBSKDBChJFEoFD8dNaIoFBmghKJQZIASikKRAUooCkUGKKEoFBmghHID6Tl/CrvLj+KXD7VI9w3i8LPPUdraxMvfeYwt+3bhWw0SCa/RvX0Pk1cvkW3OIZI0sr6+hMnxKfwJDXFfQLbdw+xIL3ann1yjkfyqFhLLo6xF1nju8gzvP7iTYCSevt8mpM0jL+IlkV+cXtkx9agHS34+xhwzvlCEHZs7ULw1KKHcIMLSkBta27ny4iHCy8vocrPpOX6NsG2cwYiZ1qoCcosb0Jtl5OkbQh+30z/tJKd5EzXGLGzJNa7MQ8HR32ah5B7cbgfv2lTDuXPnMRmzsQ04sZQVYc66xqg7j1zfKrriMgw4WLW2UhCHjSIUtTr0W4MSyg1i594DvPz9p2m58xHKjSGm7H7y64up7mjFPT7L+vJcFuNZxP1RTCXl6Hwe6lu3wloIvTaJPisLg3eSsj2fJWfVS+3GGgZXQtSV5hFES6nVQ2VbMc6FCgpDAWprm1nyr1JWuoV4MkFuaRXqRs63jiyv25HM0mSWqqhJkW8dQdc0Tx0Z46PvvxvFLwY1KfIWxFRYf0NFEvMt8g9/+zc/cWUbxRtDhV5vlESEp775FYLGFh6+rZI//u/PYNIOU1i3nYbqIp5/8TT7Dt5Fz+kp9u8pxJdVysDJ0+zYs5n5yV4Gh+w8+PHPMnPxOVZ1LfRcPkW5JY+4IU4WFZh1c2gLGomsOviD3/+3/NUffxlzmYYcSyktLVV84389yj2f/C1mJ4bQhdxcHRqnu6MaRyDK/Mgy+UVammqruDLkobPRwKn+Je7fXI7izaFGlDdIIuInLCmzOemVSlYeFdVNVJZbWJOGuiqVru23bceYl4MhvkZMa6S9cwv1IqDkmpOe0XGKaypYWpqndWsX/tUI27ZtoshkprCiGvfYENllVXhTT88yJ8jOy6XYXIElvkh2QRVhyW8K16/HsxqmvEx+XpJPRbkZXV4Z23e00NhQiVETweHzYcnTEAz7id/aD+N926BylJ8Dj8eDwWzFpEswbXOA6wrfvxzj1z5yP87FaYhGiETjFFVWp4fsWEgabLaZkO/6QnzW0goiXg96qWYhwguSI3/C+EMxzEYd/qgesz5BXkkZiwuy/1g0/RCdpNbMajSG1ahLCzYq32v1OnIt+ficzvT36X3k5YkIV9NfdVoDVmseih/lDT5ISAlF8c5EJfMKxQ1GCUWhyAAlFIUiA264UCZHBhiZXEp//8+TBFOJZ8/5cz9mwmCIYPDHF/rn7Cvcagz09JFapH9oaIj0x5JS8uWeYUnGg1wemk5vY7dNMja9iN9lZ3bFn151P7Wy/7RUvBZXPOmfp87f4kTv6yv+k15ONvV96muK3ktn0vsPrTrldw0T9Kxw7NgpIrEIg+M2eUF+PjbNrciVKz1c6e35sU9DuJncUB+l7/hR/Hn5XDzyDCON5dRuaOGZxx6jan0tZeU1HL9wkQ8c3I/HKdWfHAM9J1/Bb+3kzlYzl/qHpJKUR+u6Doy+Ub7053/Lb/3+H7K6OE9hUxu6NakiFeVy/tQJceeK01WgPGsRtpERkqkybVUl3vkJArHr6xXn5BaQjERY9btpb21geTXOuppCent7CRus5GTFxX9oY3DOxcDLz2LZtJ915lX0xY1MjQ7SvX0LU8NTaLP1rIWD6WqSJUdDWbFUkizV6KMeFjxraP2zhLIrqDCEsDlcXP3Od8he8xLVFGC3j1GwNsNr5+YYmY7Ttb4eTa6Vo4cu0mJaxrempSw/jL7lHmbHFygp99PdYOGfvnWZh/dvIOYaY9+2Nk6dOcWWPffz7WeO8W/2dXHuzCgxYy3atQhXr/XQ/N4HiXsDnLh0ihyfm5d7fHisreK71DJ47gSuMJitpViLi9AE3Gj02UzPzlDd0Cql6iV2rq+kbz5M0j2N0VKCX841QRfZFS1E3E6M2jC+QBCNLpvy+g00Sjl8ZKBHhO2jrKycuMZAUXaE6ZUILaU5OL1BVteS5Jpy5UrEiQb8rMWj6WqeJUePRpMqfRfTVlvKleFR2urKmFyJs7G5mpmRHpLJOM3ru3k7cUOFsrIaoKKhi3rzZS7O+9n/7nauHLnAivgGdx54gMtH/p7E1nKeeb6PvfcfZHZulrkrM9zb/F48vgTR6QHGFu3E4zo6tnYzePg4OWY3fTPLIBfqoQ8dFCFkE7nyNda2fpLeC1fY267n/PkVlqdnqCnW8MoJG1trC+iZ7+HAgV+TBp7gO+eHqdEEyS+5h8XpJQI+acDr6vn/vvin5OgsNO07IB7GMS41HcQw+FUunTegjRq5NH4ZYzTBQnCFbetaGJocxO6JsXnvg+RF7VIaXmJHWzNr5RWs+cfIr6xlweniyqidtjs0eMJJtlVYODEP3tkR8TQOimdiYFNnHWFniPxomCIRu19vZGXwGK7oQfZuyuVAjYbDfYNE3TF2i1AKC4vS5ze1wmapNNJowkWO1kOddACvPj8lorFQ0V7Fyuw4hUY5j1RiHxwnfmAPK+EETscss1M24vooE6OTHLjnAI75Na6GRrkt388fPeXk/TsqWY7ExPRc5dnXerDYZunY68exMI1Lp6XFUoAxX8MzNh+/8Z57sV1eQFPtZHBwRUrTYnTmGKXDyGbBXsSG0jBPPHaEvIZmwisBiko0GLNFOM4kzpominyDrLvrV+QTyUg6PI7JnMOrJ/tFKB+goLAg/Vnzst9eWcENfT5KTXUZw70n5MKV8PEHNvH8y6/R2t1Fd30JR8/20rZnv2xTT5Y2iXtqkvLG7ZQZFrkivW19nUEaYVK8A3Ggy3IkZOllQ/dOHB6fdIeVbN26TnpfE8NjMwS1RdKbesWkq8HpDGAsrMYb8LHjnodpLUmy4PVRWN7M3IKL4mIdlbnZ4jHk0r6umfmB84TEj8gqKOX2ze3kV9VicExTsekAoYlL0qs3kxQfpLIsi9BaQvpDE501cmz+QmpLzVTUtdHesVGEu0pCV0B9QwmxeA71lWVcPXaUg/fuk5GxnPUyepXlJjg9q2d7Sz6reisleQb6jz+JW/Zp1ZswFjURCQdIGsvIzTZx++5tLEsPX9qxj+a8VUpLK2msr2Rp5CKa4hbWbJfJKWjCPjtPrrFAfBLxUMxGmurEyXeJcBqquWAz0VakQyfeSV19LWO9wyTl8s7O2Nm+exfFcg790SQmzTIJh59IYRObygy4Ihq0rmk0hhw0MlLll5ZR21Ip/o+VPJOJ3Kib/PoGkkENLdLJLNnG8cQ15OQUYDKaqbfq8eoLpQOR85LUUlizXq6XmcqmZvINZsoKdURMNVQW69HnVYhwDFSUFIiAJ/GH19AkYmxsX8/Z3jGsiWX0ld1vuVjeyPNR3rY+yle+9F/58Gf/IL3Q988iFecPzQfZvLGdTDj6/FNUbT5Am/T27wxC/NPffY+Pffajas7Sv+KWMhydtjFeOPQqe9/1ABdfu8S+O7fTM7JAvUkS08U4jzy0/625uIkQZ46+iqlyPd3tLT92k4B7geMXh9m+Zx/FJtXEftm4aY99OHPoO1wZspGTTHB1FX7lXd0Sco1gn3FSX6XHtbBCeVsnayE/FTlxpqKl/M6vf4Tbdy4zcO0Kd3fomfAkZKiOMTA0jq4wX6poPXz9y89w+/7NjM1Ps6GxllfPTZNbaKG+qYmP3H8H0wNneOx7Pdx1Zzs9ly/Tvr6dJ79xnE/9j/+M7cjjuLR5BManSRjChCUf0K5aWA7b0ZtLaDSP8eKz2dQYpQJXVEh1+wPc3QyXT52jasttRLwOEfMQ/Y4Id962FcU7kxsaBGZL7D3jDhMPacnT+PFKObh3cJSC4mpKSqtpqK6lqbGMI+f60FQ0k6fTYJ++ykv985gNebxwaoZiacyDMw66N9Th9pqoqyqkrmkr4eAqprxCVoJJCvN1JKXa9Nqxk+kyqEH0HpVSrNvlpay6hogE5YXGbKJSvPElDOQXFRDyaAj6kmRJrjIuCWQgnEVTuRmDLk7IkCVxdhTbxGR6EqHL42XILh9obRWjyYopmWR0wsbS8gIRNcnwHckNDb0iqy4CSZ2UElNJkjY9ec/jGOHRb/bwW//hs0Rds+nkMDU50GKV6k0oSlF+NrZlDxW19fg9HgpytVJ2jWLWRrAUp56XkpCG65N9abGvRpE34XP7sEgSG1nzseQxsqmthIAk4HpNNk7Zh1GS15CMajopI5sNqZad8iB8rx+lDnmrVIDMUuL1k9SZRDwitHAIrVb3g0mECfkTkZ85fZLY50uCK8nnqieEwZLH26wgo/g5uWk5ytjFl7lmC5FdUMF9d/x8z018/Inv8ZFH7uWbz7zIRz/wft4sEb+XI0dOsveuuxmfHqPMpKd/2sM9d+54i6clJHjmW1+lo3s7Z2fW2FYV42yPjea6SpKxZWxSwv3wge0/8q5XnnkMY3E9JVI1WldbzBsl4LHz3aeOsO+2TfT1jHDwgZ2cHHGzs2KNV3tcPPLwz875nnv+OYkOYuzcu5+Tp8+gNxazZV0pgwO9eIMmHnz4nh9sG/PNyjVP0tVe9yP7OXHqOJu37c2oIHMzuGk5ilGXZFDKtx0b9TjHe/jSkyfp3tzG1auLbG5OQmEXKxdfIly7gxwpRRaK/zAg/sfWTZ3YFkN88gP3UCNl9NQTsnTaeHqfV156mteu9VNbswGbc4XPfPpzzPQd4ckzE+jci4QSWVKyrWbHujpevjhFXUkOReJnmLPWmF5OsLO9QMqaLRLW9RC0T2KyZHN3o5aBxQjeS49yfCCJ2Bo4xCzLa+sQ49DA+d5TFJgrZORYIeBPUNy0jskzF6nf3EQ0mcNo3yj1HY0SwjnY3Gpg33t/nZHXHud03wQbOzYzJSPiJz74HhwyYp48fxqNdT1VpRU01MK1/vPsfu+v0p53far8177yt1R0bOPi5Sk+/xsfZ1WMxJ0Fq4xrcnnm8a+hl/elpu47Y6W0loUkd3MQkFPTXJmHbXROzNxWElqjlHpHMLTczkcP7uT+Ax08f2WOvZ1lnFjMk5F6hB6nk+aCKPMLEzz/1DNUt+xmZPAMjxy4g2986xAbOhvQmop4cGctc9FaPrNrjf/2199gy4H7yXcO8NV/OMLBX/08dqkYLkdgufcCYQmpi8R3efrl83S1vo+v/u3f4o7lsX7bLinTm3jmpcNcHvJKddHPos8i5f71bGxtYn7wBE+dnqQ2OMo8FlbFs0q1k/6Tl9iytZKIoQSfzZN+NGF4foaGjd1M9p3nA7/6GzRW3ZwZ7DdU6qG4uN3im0yMTlAkDm1VcRn5cT+26V60+a2Su0TZsLUZZ/8wQ84EObEoDeJnHD17gbI8U3ofbpc7/dXz+ledOPjNbRWMSOPbumk9U86IuNzLfPJ9D9FUXMimdV00tTXyRK+PLc0WceeX8JlqOXvsMFVVRVjEBBvsG2F1ZY7hiTHWJNeZtPvT4Vc0t1p6eHl9NrXCSQHDo8NYsqJUVzfTLAIYk33p8xrSLrM+McqUXUN2vkGOysDUUD9xu4eB8RksemSUMNLaVsS1eWmQJQZC0ZgYp3E+8K77CHpd9I2vSMqzSGGeNIy5fnH/F8Wj0dPUXCWmJulz5BVzNOycFR9IXGzxcPzTK3hySjCs+qXAEU/d5sKsy5c+r+vbGmju6KS6NJdXz16hc2sb5liuOOk2XusZo7NMx8LsonhI8fT9M9Ul+Rwe0lJuMYjI91CZHOGOzgrG7T4Jd2upLtfTJ9dNb6kgOD3I+KSNlg31uKXD84RCtMu5DywMsuRaJZcgLuc1orOzDPZeoUI8maOXJ9PHYBI/5vQ3v8nF02fFY2og2+tOH/ek+CWTgwNMj0xyaWCSlrw1tt5+F/vvv/MH7WR2cSLdTnQi/CkpykRXHWzf3IrrUh+dXZvS99jcLG5o6GWfG2dIkt62jm7ywxP81aF5PvrQZibGxsVxFTPKbGJy1ka+SeL8HC1GSxGhlQXKSi1iwpWkQ43+/n4xyuq4OjTBnh2bmR3qwS4JfGWRBV9Mz/rmelz2OenVjPjnh5kaHqJ+9100ieGVymGiHoeIK5ccabwGa6U0kFwm5KI3NTfh9XnJFxd4cNIhiXwOp89eFoPNSmVBklhCh9Gaz7KkMhapuoXCYdzz41zqn+U3vvBZLl+89IPPKXqnXkxRuy/1THsZkbbtZHp0SHKziBiW8plCcTnO2vR0m+KiMlxuF5OjA5SJuUlZE+aAlL/Xb6fYIiPbwIgUKSxiCE5LGfoOBi8ek+O3UCyjYsDtIFvK0r6FeRIlbdKLTGMbH+aqp4jPfWgPo5MLZCdW8fgj6edhJoyFWDQy6oza2LxrG2PXpuhqzufSdIByGcFSOV9uVkBCpdRUmUKuTK4QW54UAzZbih9Z+BMmdm/rTs/X82ut6Sklqe+j+iLaGivSc/eqWrrEPEw9dzNEKOBkdiVMdW6UZbcfk8nMotNNPCuHHZ2NfOkv/oSW+36L2qTkpnKemxrrsUoPlbp+7kQepuA0kaCXb532/lA7KS4pkjx0Bfuym7KyMvQyyi+LQFPHdiN5W/goQenFwvK10PrDT9tNTeyzWt/88GmblN7PWsbcwAlquu4SFzg7PSmxRUY0z8IkuqJGzHEXV8fdbO0oYWLWR51UuVI9NbEIThnum8qMadGU5sYIayxUlxUSC8pxay1EpHdzSY8/KYLdskscbauJG83K7DALa+Z/1SCt0iCrGe8/h6Gyg9pic3q7VIiWmqPmi+rls7Sxxo+e15/FspyT0sqf/axKv88nlb0w4wODhGKwdde+n5ljXH9PhCJryQ/93LOyiDav7Kc67P/cTlJFG03Ygz1spMKiYd6TlHNRznDPZRq6t6Svd3V9tYy81zu9G8FNy1FSF3RoXEqsoQBR+eg1pflMO2xM2wNs7O5O93b/1x9/id//wm+ilxwloZcQReLtrHgMp/TGeZJol5g0BBIaCQFKiAcD5JpMVJZYOdM7KqGWhhGHhj3rzFxddlG4aqdQenS/XNDY1ePYHHGmn3+eIenlPv+xRgIrbpzDx3jSVY8uK4+Ye5U5aglPXSDkDdL0q+/n9FOPsefhOwmthdJCmT37TTxtH2fpzGFqN95DY0mIwaFh9kgI8K+PYUdHNf29/enGZJbwMeXpzF67SGv3JvrPXiS/+EcnF5pzs6RoF6NCcqYSvYNnLi7SmOvk5WsJQvnVLPSeYaSmjJINHUx868u89/P/DqTyFgkF8Y1fJdh+j1zcJWRclM5AemOp8vlW7FS3dTM1KTF/voQ4ASOdRTpWZIRM+JyQW0xLlZUvffmrfO7zX2BVStyhSFDOvTV9blO3NCc805Jf5hKQkCdPG8AbiXL2tZe5572fxLc0x7jThUaqiPpc6SxkG6vGg9lazpQ7Jp2RB7c/IKNiHjnS2LMMRTKyXM+/5u0O1iS0q5RwdcbhZXNbPRNSgrdUNBKVDkkvpq8vUUCJdFRnBsbY3dkiBYNLjOmlDaxZaLE4GV4KcvWbXxHjQcOJi4XUsEwgr46NZb9YA/iGzvW6fG0M27ydwau99I45eOnwS/giWtZs05JE6zl25gKWvBzCA9dw+Mc4f/EK/WOSW+xYx4WjF5h3i9lo8jMwMs/I+BCumRG5eEUSL4+S7b7CuMcqI5JfwiY9vmQBC0tO9N4ZEoWtYiJOEbM28lLvAJutdryWTbTVlYoAYN63RnWe9ML5ZmLaXBZGB1khj+1bOjBlxXj1+DnGL0mcf+d+TGEHruxG9u1oY2xwkaq6OiwllZy9eB5N3JHOU1LH0NFVxgWpYtlGXqLfVsDhoy9LrK9nTgQ4eHxYzEwN33/tOKPPvky2hA6rqzKKTZ4lutCPO7eB0rUpbJpGOk0ujogpu/WOeymNzHJsbo17772d1Rnxnxpbefyr3yWvqpqafD3G5k0cfuUEK73fkxBRiz8witNvxi6NOdfXxwUJuXr6l6itzOLUyZNMXHiRWMNdjJ5/loKcACueMEe/dYQJKYsvOPSszr9M//lRJqUDaSyIc/T0OfbfeZCSolKujY5x78F7ef77j9M/IddBX45NBNVzZUVGwl4JjYc5J7llItfCtm1bJcep5NDhM8xNL9DaWp9uC7P2Va4eP0OuFB6mr/QxtTyNN7bG6OmrDMhok5pTdv5KP7u7JG/1+miRYkpkxcVSTCel+gR1BjcBcy2O0WMS3u6iR6pu27dvZTFRRmPRm1/u743M9bqhQskJO5lYCvHhj76P0PIKbevqZei+jZXAGnfcvpfy7DAnLvezeet2AkE/2ToD5VVVkkjX4Q1H+fAuI2OhaoKOadZ17ZPKUzZ1bRspjS4zGa1gU7OVsIQfbZ1d2Mb6aWxtwxnWiSlZjE5fwIRUmN5z927m7AnqS4uYmR6gb9LHNhGMdGzUlJlxugPi7ldQtW4rWs88FNdJfC/5U1kDtfU1LC2uEJJ01THRR5mUqY6KqYmmiGZzkGm5QJvqTOljqCnOY9bhIiYOZUREcM/ezazMTFImAsmSmH1FXquSEaq8pYVmqSjF1rxyDBES1mqKJQ5v7NidbsjzawU8+O6HGTx/GGfQyK+9W8rJ0qHkSz6xrqmRUmkQ+mTqCYIBGQmkALJqo759G0t2KQxUrCfLZGFfayGDXiulxQVSbLBKA/SzFsuieMMeSi0mqvK0jEyM0rnzdqkoyohgzcZj91IvnUBRQS1J8ag0MqLG9PlsWCe5kJSGRwev0rhhMybxj8qLRIzzNgl9OjAuz5NTbmX9+m6KxUCOue0i5DYKJBoo1PspqZRRY26eBumYRhZ8fPi+Ns7YLJTIv1fsYfLk+PLyC6SKl4NJ8itjUVW6+DEkVS7H6GkcWVYatDF0BjPNm3dz/pWjdO19F0ND0zxy734GpOJ4196uG1KFeiNCIZWj+LzOjP7eCJ554qtJqer82NdOv/BkMhp3J7/6D08m4/LvoydP/5Q9xZNLc1PJhQVHcm7JmXQ7FpJTU1NJtzuQdC7NJVeC8fQ2U1ML6a1XnO7X3xa+/r18XXKupr+63avJn5eAcyr55AvHk79Q/tU5ypSnv/n3PzjvqWP+hydeyfi9qe0fk+0z+n1yPj0e7w/+efbIC8lo8u1Jpu0+9feGJvMeiVVjkTAarcTikjRrkl5eOtbHQw89jFXi1ojfk76Lr76+npXFafxxo5RWo2l3XKu9fgxWSVLtEqqlZ4pIPJytl31pDOTlGlleXExXbqLS+5UVWvjSF/8TDzzyfp49M81DW3I5d3GCgKacHJ1PqkbV3LdvO68deU0SdQPOGRsb9z9IXmSawYl5DFJ21srPF1YC6KUK99CDd5JwLhHLNuGTMq0xHpYc5BLGqnb2bGpF8cvHTUvm+469xOD4OAuBhNT5u3Auj1Ar5cBUwnu9RuPiN9/9G/x/zz3B2nA/g8NLkK8lX/KX0cEsDNkLUor9PV78+lNctUl+0FjKsMPJ3Z3VVLTt4Orl82iXbDw37OHP/vyLEosXSJi1QFFRIda8Cjp25nPq1DC7Dr6HtjILGvl0bRKejQ/30nZbB8PeAEanjb1N2fzTRR8PbWvkqA0eaRFvIxjlO1/7Ntn1tRjm56lLmVxeP1XGRTluJZR3Ojc0R3Ev2Zlzh/jQJz7D6MWz7NzaKT201OgtFlzLcyIEo1TDJOatqKG6yEAsJ5/kqov61hbiPqnu5OayeWOXOLiSe8wvYq3Ip6zATI4hF13IR15JhdTUpZy6cxe7uxu5fOEiHRu6WVhcEK9kUAw9yXtyTLiWRokmzBToPDx2uJeOxjou9i9z2+7NNEjF9ZXhIJ3tTXjErW4ps0rCv0ZHa7OUIsUnaOqkva6SrPI6NMtSVRMjUpe+eSkbxS8Xb+jGLTF2kmgyE8rPCr0uHHsKbdVeEo5rFEuDaygr+sFrPjECzVJnfytm/USDQTH5vFiKKphbdFJTUfRz7CXEn/w/X+b3/8vvcO78WTZu2YVF3YLyS80bCb3SIwo3aEQpzDMyM3xRSn3iM2zp/OH3ilue2W95Yzzx4mu01ZZxXEq81so6Kop/3uVD9ezdvyst5BNSddrW2c6VgQGSfh+HXzpBS+e6t3xtp+newwwv+zn3/HPU1JXwyuETDI/bCbvHOXn8NPniilv+j6poahKlb9XHjDOa9oHeKCEZqZ/69vcoKCvhhWeOU12czZlLkpuFVzh9bULyybqf+bmvXT5D/+AgS37JQ6ePcepcPzkFVUwPnpYK3jlKGzsx/avjHhnpxVpc/iP7TRmw5+aiNJT+YpaAfSMjyg3tM89fHKa0fS+Lh77H5f5+xoavoUlosUr4otfrCQZDZPnXaJLy7qCYay3bDuIYeg1Psox7t1fwd09doqm9EffwoJRq89Eb66VUPIY+O18Sb0l08kuZGhxmx23tUobWcN/t3ekigG12lNyaRkaunsOR1HJ15KqUSatZ00R58OH3MHftDAOT84inSSjopby4mM7WCvqnXOSIuVYlRpgGLdPzXh44sDs9MTMiZufFK8MUV1TQ3l7MsbEQ62JjnLp6jebmRnwuuyT9OtqaG5gd7ydaVIdzcEROfpLs2lrKZTgKLgyTX9cpvtIY3esq6b08QaPkXcX16yWHSvLssV5MBeVovdN073s3FqOOv3zyNKYceF9eAVu2ruPYoeOcWqnmNz/yXimpwuOPf5PqDV3MXL7Eez/2MbKNJtZVmHnNV8bSUC/XHH7xTODS5QU2Sm5nDzpxjc9SUlVBbNWLX3yJVQl3b99QQc+Ij498+H72710vhZDjdHdUMeaJo415OXZxge7NEo7aYzh6nkFjLROPaQmPqZX5vquSM1ayNDabPoYTpwf49S98hke//Q2uSBn+1z92kP/1Z18iq3Y7v/HuXXz1yeN8+N1dLM9OUFrbxlNPPMf7P1krZuSgHINT2gR8+BN3c+zI81ye1GHybJPjDtLRUEXcWEVr9c2/ZfuGdpI1Zbn47GNihkWw5ISIRsWRHZ6Wi3YZt2OJp8/088qzl1mW76e8kqOsDLM8MS25whKm3Gx5T6H0ng4u9xwjpivHIT/PlRxi6vR5Xuy34Z5fxu9McvT4MXHtr68RFvUupCc+jg6MY5ZGExdDy2jK5/ScnwZLJD2JckJ6291791NqiNFQUZJeIujQlTmKC0wcP3KVq44ETz/3kuzs+l1ZqYmZjql+JsYGCHuWWJbfW1GQTSIeSH+mc9LwPDLSXL10gkQyTqH0wp7ZZPq4/fEkpdl+2YeLi9MT4vesElwe49D3jhAIuzl86DmSyRjZ4m1oVpMsX3oKWyCXiUWXuNEJ7jp4n7j1cTHu5uXvIjFTAXHxRaYX54iJUKqKU258KP27lgOvT6L0rBGT0DMRD/L8N87IdgGmbTNyrhb47tNHxGTNk0qkmPTEaW4o4cLh70iHsUZOVpCo28aJQQft1aXMSUehjcfT+7t9ewsvHh2lpUQE703Stb6GBU0ZseVBMVYTuCcjPzgGo8bH5OQEGr2ZRmuAqwMjWGrWpY97dHKaEvGjekfHcXlWuXb4e2zsauGJo+elS08dQ5jZwZN89/nDBAzFFBTl4nTY5bgPcWlwhsX5Md4O3NAcJcU/T5xbHL+CZ01LPKGj0qqVJD4Ll2uV6roq9Fk6VqWU3LiuXRzxE+kJf61mP3/8v1/m1z/zrh9MjktKOLQ4PysJdosYWwtiCtYRC/splATfHTGmJ1Gmfl/Lxi3SmBeobpQEfV4uiCT1FlMuSyE9W9Zfn0SZuhlM61+QizCNQ1z725ss6UmUmliEbJMBM2vi1v/LxMwGcYkTkdX0JMrLvVNs2byO88ePEpKSdWF+vpSog2QZpRgRDVEkcYVLhiufx8PJV45z/8c/hnbVnp6smCLgcVJWU5+e/VpWaiW3tAlr1MHogju99lU8HqOjoyM9ATQhedziyAQzU0OUN6zHbveIyLtZWo6zrbuJATm2f55E2bnjDqZ6j2HJt2Aqqke/5sHu9hNKysgpx5Oa+Ng7Msmzz5/l//p3v0nYtYDBWsjkyCiW8nqiErLVV1kYen0S5ZS46Z0b6rkwskS5KSpGcKOE03r6L0nRZOsOeuVcF0v5flxMWZ1BOg5x1lPHUKDxc+LsALv27STgmGNMBJd68GrqvI/NB+T7dTJChwiEgtgcK+mR4kzvEEWFJXLOnOnzXNOyEffgyzw/4Odz77tTjnuOjk2pkC0/PSXmreANTYq80UL5SaRWQEx9+D27ftJ95zHpcfxveLLfGyW1quKa9LDWvJ9cxYp4bIyKi9zZ1swbIhHh8f/5v9n3oQ+IcPR0t5Sm5zydH1mgq0RLz+KaSNFJOK+arpb6n7orp8TrgzMRNnVWcPF8P/vvPcBI73mi+nKq8leZ8eWwsamcIy+9TO2Ou1i4eJKO2+9hdHiA2zqrePKFPg7ctVd8KQOLNhFqddnbf/3cmAjJGf65cq2fh5vmo3jmRvjHZ05TJ+GSU3oPg3xwtyPKuo4Sll0hfNFsCZXm8ISymJucw1holrBJJxffQnxlluYdB6nS9nNEwqKSHA8ztgDZkk+sb6riyoVJGputRAylEtM6CCY0xLzLFJZUYV/x856P/hs8117lu6fsUg6W3yO9p82XJV6Kjl1drVTtuAft/CD/9HIPhbowxC0US+MNyPC/vBSksUIvYV4zd+3bzXe/+TUGlvx88MCDnJiyYQitsW7TeiYvHANjnoyYmyTsOi8lYy3FRXJ8e+/kwqHX+PinP0BDaxVPHblGk26JZOheutpMDE/bqM22sDC6wKZHDnDoiVd/RCivPvG3ZJe10dfXz50H30dwuhejvOfp509gD9ewQ8KuqZUVLImrvPj4RSr2f5bu9mb2HdzDdx5/hdJNOzl6uoesuIuZMTdN5THJ42xssbZSISK5JRDjubrsxs/SvhHc0E7m6oyd/R2lTA4laSw2SsjURk4yyZQkvTk5OfIz6TQk+TZnLVGkDWEukv512Edk5Sq6+ttZGbvM5NQstVYNrV372CKNtqa+HftIH37vKKsSMsUkTLFdnUnPZu3cuwMWs5hfWZCqj4RQBfXsaK8kHF/DmcynrWsT9+4+QL8jjoTaTCx4eO99d6dvcw3aF5lfXKaldR3tVcVoDFlcOPcaT756nkRBA/u6arBJ0mtfsBFZmEMv+cvm7k3se+h+Rk6eoqO9i43rGlhw6Xj2se9i0prSJ7NAKjxFejsTqwmSutTdmnmSpGulYLCVtnVVkjfM0XT73vT5Wpkd4qUTF9PPW5w3dTPvS6aPeb1UvOI5VjyBNfLMxbTXiGkrvz8vW4/HnaCi80HyddcfSjQ+Zue+u9tY83spkJKYNttMpZyzi8MrEqKqR9LdKG5oebhGfJOekWm2dJgZnV1hVUIpY3EJVWY9dbU1rOU20JCvQVO6iTukFGufGpdqVQmWgkbyo9PsuP9DVJQWYI/mUmNJsuLxcunMZR760EdZdkreoQ1Kxcoq8XgqNwhQViaVrZxEepXBOvFOUnH92LSdnFyJa60V6LxLNG/upjQ/m6KCIipl36dOneL9H/qgmIyrdKyvIyFVOW8wIpU1E9m5hXzwoQNoPJMcurTMIwf24BVTMqekTBJ2a3rt4QiScFZWUKSRqtiEk4ObCgnlWOS4dBQW5mKTkO3A7TtZtS9RUl0v8buX6bllgm5x+K21TEllamFO4vT1TZjyS2iWnC0lptjSNTZu3s6ivF6+vlsKDnl417LZKjnWsuRaSTmOqhIxXis2iUkqYXB+Mcs2G0MDV6C0C6Nrgu5tm/DNjUvOlUdeRTN1xgDhnAK1GMZP4KYZjqmbsv55tZPiito3vahAKp9I3Y+weV3tj309dZOVN6ij6PUbnH4cs7PTFFfW80byQY+MUKlYuaPtR290WlmYJmqwir+yiKGokeJ/leukVpw366N4fFHJDczcCNL7lPOYynWCoRh6i/UX0PATTE/PUiqfIbXUampFnFRhwmpN5VwujNIOjMYfDpFS12JJRtGY+DKpuXw/DxG/i1AsR/IBqeKlVsuRKqXOZE3fAGaQju9G5/Q3LUexXXmJE2NrBMMePvRvPsmKI0St9IK+0PUl/FOTIvVmqfpokjz5ne9x24MPSBxuRPLN9GRJo+X6UkapE50SybI/Tn25Cbv0nFqj8QfPJdRICTgoAVROZIGvfPMMn/93n0m76NPT03IxLWmxWlLreol3Y8rNIxyO4F1xoLGYpCwaTT1UEYtZyqxy8VNfcwsr5PeKyEMJ6iuKCYW1mHNzZT8r0jASRLK0WAxaHKl7z+V1Z0AqyRjRxENS2XGRW1JBwjHMiYFFNC4pY+vLeOjBAwSWZuXC69Ir76duS041eJddQjmtmUg4dd++Mb2QhpSKri+blBXFoMlO93SFZRUEZi7x/UkT795SzbdeOEK1ziuFiCIefvd98lltWORcRFPRgHhBRvncPrtdyupGsuXzaaSipI2GMWq1+CWfS926+39+7qjGmJ5cmhJFqin8y3Em+Prf/TceefdH6B93sqEhn5Mn+sU4bCQgFctq6RzuvWM3s45VrObU0wNyyI57eO6ZF8lJ+Hjfr/4eQZdDjslMyOkgW655KLWMlMVMTI4p9ZmvH4OUyBNZ0rGspie7OuQ6X+iZlJFW9mgspDXWh7fpQyxcO0WutVzyx73cLG6oUFK3+G6/bR1L9mmOP/UsOWV6/n4iQn1RVtq1L6kq4Jv/47t84vc+KoZAA0PnT3JqeIFPf+x+vvpXL0poNERu672M2ew0mxx88xWb5AKlLE2eZGAwRFBKqVqnF2NDO22SiMeW5qTHc8j2H6Y2cpHTfctius2il3KlPaecpekZSvJNlLatp2hRQp5oobi+WZzojVDXHCCyVkgkMsunfvevWHjpu/zJ02N841t/xtXTT4s/EMJQ3IRTyrAjg0t8+tP38NwLAxjz3QyMJ7l3Z7GUuyU/Ofoav/q7f8IjHflYc53MuA00Vl2fZPnc97+HfdmBubwFU2EZv3ZPO8+/fISG2jJOHu4jkEhgrW+gvlAKGlEXr74wwb//3Yf53T/6J377//0id9RXkWf0pm+EC0ilLrcgC1M8LI3QzhnxQhZCpRw/dYGu2gibD36BgtV+xv055LqmGBTvoyovi7WCFlbl30U+EUtJlgg6iCvhRBeUHro6h9/5tffzwqEXcAd81FSWYK1s4+G79lBaVcvs5DBFRW1U1TSzZXucvguX+fDv/QHmqJTCbVd49qmzbNzWzqjHwGfetZ/2hlJpBaWkBtnvPPoXmLsOMnvkCcpv/xAJ2X58JUx5abWYrHrcNg/NtbkySq7iWY1TXbNLOpcthKVjmZTOJyq5bVl1E17Zo0+ENOtYE6Fw07ihQgnFkoQ0CfEypjHoDBJHF7KxVsKQkjyyE0E0mhy27NlI1HPdv0itsJKIJcRdN9DUvY586WGdYug111czem6UIklOU6s2rumKufO+7eId9FLStVWMu7DU1nOw5udgWavBqJcPksgnIRbvug2tGLKlUBAu4oD0QD3HD9NabGJkVpLrLD1xnZ4Co0tyoVYJ2xLkZmWnh3STxPwf+WCBNFhJwKV3zy+T3CnpZUFcvttvq6NXXPyyKsl9imrZ0CY5g0FHVk6M9334o+wTMXs8s3gDMXHJS3BJlaxMjj1fqmjZki9lSwGirK4OnfguBknOWzZsweHLYzo1q1mc/aQk+KVVbdx5Vw6r8TzZ5wfpaioSI3Yy/WyR2rZapr1TGJMaVnI6mRfPKFt63BxNHp/42Huk0dpku2n04sFUxDyMyQijSeaQzMnHoo/gD4XR5ZeSE5MGmJNHQ1kBwRUT9S2vP06ipgqjR86DjE4N9an1uSQCSOqpbWxn0pa6U/X59Io5LZu6eE46wNaqDVIlLKJa3P4s/7L4RKb0QumLfr2MKKusyihc2bgZrSFArG4zFUVGRudFwIY1smQE2SEFiz7dLPHQJFMTy3Tv2I7ZbOTMS99kKt5ItX6VrMIG5l0rJAsDtDe2YG7o4mbylvkoTz32FXa961eoyPv5Zt2GJME2ipEnqfqbKM35+Lu/P8SnP/ORH9pHIiKizf7JZcinHvuaHPuHf+jYE+kjSU1tiUqyfCNmEv/4Y8uESKr4IMcQSZ+jH38s/zxBdUvLvyz48LM+948jNeF0JXWff5GFOU+QmjexyEbfiZdFCFW8a38HbwfelobjW4nPPsF3js7wwfffecNm/L4ovkb3wU9T8SZ2uGSb5X8++jRf/I+/ldH2qYT9H7/0p1RuPUhEqmAN2x+i/8wL7Ny2ixefe5L3/eZ/ptqI4gZx05L509/+JseXw2ytTzDis1AvfsmlOQNFiQVq7voERStnJQZd4fkzTglv9JhDK7jyyjH5Auzf28zU5CxjEuKsOd3s+pXP8LH7d/EfPvVhSu/7NTwnv8G1FSudG1sJLs+xMHuZsq0fxCIhR2VBCReuXmDDxvWw0Mt3Dp3jwwdbuHxtMr0/vSGb/QfvoWvHLiYk//jnY8g3GRi7conWdc3ktWwjMnKBPb/xx3QwxJUrl+nz5rOvwUjP7ASnnxri3R9/gDPHTry+v9vF4BtAY5RKxFIv3Xc8hF5fQacYfecGJtl82wE2NlipKzClR6OvffF/Mrq6wFjvCJ3d66necRv9j/4dofpNVIknEmt6iD/+9EE++msf5dyrpyTEvJOQY5z6MjFjHaNypfRM2Ff5yhf/Hzbddxvu5VnxZjp54e++z74vfJSe81P88Rc+guKt4Yb6KH7PMm3bdhN22tAV10seEkOrE59ieZScUjHFXEvUbLmH2jwNAdeaVGRy2Lh7JyWFhTjGT5NlrWddax21BbUkxEDbsG0ji5Ne8QQqJE6toKujSXwPHVYRxq6t68iVqMMqlbJEJJZ+DETLpr34lybxLXhZcY+iFd9iXWsDH/vYRxmYX+K2znVcvNDzg2OIime38d5H2NlZS2VNDcfktWDSSKkhzNjkNFXlzQSDy4zPr1KUzKNt/z5KLZrX97dCUSxIS2MRhSXlrCy6qJS4eucdu+juFh9EQpUV2xRzXh2d7Q1cO3kGY12NVM+qKam0UiYxd6mEdmXiLxWL31JYXM6Gqjz+6dFv0713O5NXzlNU0cL4xDDrttxOlgRod25Zj9Pj5rbdHUzO+aQCZqYoPykpRZjxyQXWVVdRUPTWTgH6ZeKm+Sg/TEzyjNT6wQmJo29MvDDae4IBh5H33L3tJ2whhQQxJo3ihOulQvbPsX//5TPkVHfT+gamR7z83S9T2P0etrWU/shr1/fXwXOPfo3f+r0v3LSnWIWCgfS5DUjelKvuwHzD3LQcZXboApel3Cule/bf+/Db7oGVCsW/5qblKJqwi5rW7rSPMnwpNdM1jm8xQkG5jrjGxPyih8YynZRSw1SU5adXGMzSlrHo9mAS7yNbmyDs12EsyyO+4sQsoUR1RZP8VeGE4ubylnX5DtuyOOJBzp3skYReXPFsK9HlCC6fj0RoGfv8Micvn8OzMkMy4GF+cJArCzGGJFkel9r97OIUo2LeKZEo3g7c4NDrEjPifrsHT7Di0VHYUC7lVSMu94oYkfkYCVEviaw7nE3UsURETMmCwnwWF23pu930hiSBqJ5cfTT9SOy4Npua6gZaa4pRKG40Ny1HSfkAI/Yw+REP9lUPdS2dFObduCQzdUPVciSHmrI3LxyneByT08tUVOezmnpMw/p1OCVkXNVayQ+v4I3qqK0sljJxL0XV6/FMXqFtzwFswz20NDVyrmeC9m1bGD9xhKrtu1mdG6F5/fXHEkxNTdJQU8axE310dFbTe8XGgXt2o3h7cdNylBTnrvTxcFc1Xq8Wx3AvM0YrBeYsHKtrZMWDOFaCGJNxjFY94ZAGU2ElTRX5nOkfJT87gjaRjcliweH2Evd4pPxrorSpmcbaai73XObcuJN777kXt5Rjs3KlPJyI4nbYiMnok5rWPjkyzVqWjERS/q3Zso3Z3l627dnFwIUzrCW04qEEaF2/lWvXLlFWXo5XZ2XRdiEtlOOvnSC/tkVc7XNsv+ugCEVDQ0sFpy6K/5PfwtSLr6AJzqH1L5JMmpgTsRVVmXj20BN0NmxmbcTGunorZ8+fo9yym/7hcbp3dGPQDDCxskKFtRj1FO5bkxubzGeb0yuJFNW3kRz+DuFkDrZolKUlD7naJKNXY5R3FDDVM8Jqjp9i8WUSzYUEpy+yZfNOjr70HNNTUaprIKdhB/kBP6s6B0MvnOdC5RbxaVy0WGOMzM7S99ohCpLlbH34ALk5JjQVrQyfe4lEdjVl+T6eenaFmpEZCjQFbNviZHBulTX3POUF+eRvEzHqNSTiWayKgF2uQGp2E25DPqbIqngcNSwvzcnnWU/c5qWrqZKrLh06czZGg5XCxp1cOfpdjOUb0eaW0GLqY3x6SLyQStrb9lBVKNsV1bNtvUN8pIT4LKU0Favw8VbmhhqOMd8S/UPjFIlhl1vYyvKsjWh2PmaSxLMM4sbHiEfcJCVvyTbkUtLYilmv5fbNTTx7boKPfOh9+NY81JSYKS2vYSUYIhhO3YNRzQcfOQiLFzlxdY5tG1oJpx5Tllsgo5W8HnSRJwZeLKGh0hCidznJjjYTnpgWS4Wedeu7WBjtpXHz7XiXxEjc0I1Vr+fCkE/EZiO3pp2Id5XW3Bi6wkYarREZxTawMtTD4bMXMFdtRDN5no1bdtM3OpdeOyyYKGVXdwWXL4xy+517CUiVLiWOqgIDZwemyVpbZVHMy/jEMS7OBJjvH6C4Zb0I9K1Y3Uzx83DTDcfUs9jfCgsl9SzCqelJNnVv/pHXUjdUBaW31/ls0tirKbW+vaplQc8qJusvZmE3RWbctJUil5Zm+dP/8jdokiESOaUUWm6sW5y6776ivOLHvmbKkyTclENeQamEYjm8GSLOKR598hUKCnQ89p2n2bFlC2PnjvDc8ydo6d7AV77+NNs3tXP+5e/y/VP9+BaGuNA7zUzPM+TVdfOtL38JeyAbc2KUv/ynSyT8C+TVtGCMrPD417/MQsTKyW/8hbj7myixvj0XU3gncNNWiiwvr+VXf+1Bytq6uPjKdzn37QHmCrews8zPqXEvCacDdzyJdslJ2JKUHCWRngz4Hx8u4d/+9uN0PLiXyOw18Gmo2trJqowS2RYt//iH/8BfPvG/Gew9y8JylDhrtG3exsiFAX77M3v59G9+hd/6zN2Su8zjS+RSXbmB2YnU4nTa9BphHbvulFJzIdq1JfF3FllYmicvlCXHoOVP/vQvGT32bV665qRgeQjNXZ/h3vIwHVu30Se+zsb666Nov0/Hvr3tHD3aS07R9anrO+59P8kXDhPReyVRFxM1r5VEdA1nWMJQ+wz337Wd1pwpphZCnPzi3/Ef/+TzvP8DH2bIkaDjgXtZTGhR3Brc0BHFPj3Ak6/1UmUtJxDyYNYY8eRLo3LbKSmvRBs1UV5bKC5nmLqmGkrq16UnA1rifozmJKvkS4yfQzxexIPv3s/I1DLlkhhXpRZikyrZSjiHDWVZkgvIqBJw0y8iuOvuvUxdW6J0XSPBQJLckhq80yMyGhilGuZj3cYWrHlGqrLj6UfMzQ+O0NjdhSErzDoZHbo2bGS45xIFZbXp5zJaGrZSW5zN4KmXaNiwhZEBqY7JMWbFI1y8MkVjUzGjk/Pi7Uj59/BzrFkqKczX444VyFhuI8tcRV2hntbNe/FO9NO4404Wp8Ypriunpb6UJ77xT9TUNzC/tERebik6CVFNqRnIil84Nz1HWRgfoaixLeM8xeOUMnCRJX0/u/FnTO7rO/I0S5YO7t3WgkLxZnjH3bilUPw8vBGhqOm9CkUGKKEoFBmghKJQZIASikKRATdUKAOvPcH//NM/5rV+GwpFJvScPErs9e+/+5X/wZf++q8Zm5y9/oOQkz/+73/Of/6Lx68/Tv0mcoNXirQQXMvCNnyGJ8bM6FLT1VPeR2cDC+IphNf0LAXjHDywicuX+tjQ2MTF1LyohI5y0yJedxJd7UYmBnrZvXszE7NL+Jf9/JtPfYBCXZBvPfGy2OarBFMLyUUTGMWbqSnQMDHnILSwSDI7ln52IAE7UUMD7c156dcKDeKLjC9SWm3Fb1+hoKGMdVseYlPtjVkfWPFzkogw1vcyY6ESPnhPJwWGCHPeKNP2AC2pZZ+NRdx9527sXhePfflR7nv/fp761jO0bNzG0vggxmwtfZem+JXf/x2aKt7ax9fd0BHF43HTufcBPvaBD5B0DNFUV8fU7Bzzc1NE9blEQmGcS9PMTNtYi2sYX1jGt7pC79FjXBkZp7TAgiE/H5PFxPxyEKM2yuqKnce/8RTR1UU8gRC5YiSmfh4KBqlpaGOm/xQnj50m6HcxKf5N/7mjJPKaxMF3vf7aOYb6hphbnE2/tuKY4PypU4RiKG4yY5deI3frJzj73D8wNjTJovh/zY21zK04mJlcov/ScQrN0smNTDJx6QyHT/Xg89ixTw2m28Ka105w1YUzvYjJW8sN9VEictCp1c9LTPDs6Ss8sHMTgWgETU4RnmVberXBRX+CWnHbU4+FIxrC5/aRrddgtuQS15vFpNRKR+MlmtBDPJQeco1mq4xW1vQC1xN9PUwkrLz7tg4C5KKJuNIrrZuNOvzS+lOLeMeToNdp0cRCP3g8XCgUpKS0LL3QNzojVrNJ9qkmKd5MUu0lpLWQWF0iggVN1JXuwEqr64n7V4nLH0O2gWWnF2IRiiqqcS7asJZWp9+jMZjxeD0/9+r5N91wTD0CwL9GunHfaIIeD+HUcxTz1PI8ijfHG7rDMYuk/Lmx90iknmnxVk2KNYn4brX5tn19fbjdbm4Gd9xxB4o3j7ox9RdAV9fNXYld8eZRPopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBmhi6gnaCsXPRI0oCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGaLSaBAqF4qejRhSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgA3RvZeNXnQqF4J6JGFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA36sMx9PJHn78HY6lh9HjDeKVmNAcWvx/wPl2zftIAOwLQAAAABJRU5ErkJggg==" /></span>Код «6»: вычет по авансовому счету-фактуре в периоде реализации через три года</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «7»: неверная дата в счет-фактуре продавца</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «8»: в счете-фактуре неверный код операции</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Код «9»: неверная стоимость товара при аннулировании продажи</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="42"><strong>Пояснения по вычетам и возмещению НДС</strong></span></h3>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Большой вычет</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Перенос вычета</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>НДС к возмещению</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Вычет НДС с суммы аванса</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Вычет НДС в связи с возвратом покупателем товаров</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Большой вычет при малых запасах ТМЦ</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="49"><strong>Пояснения на случай, если выручка в декларации по НДС отличается от данных в других отчетах</strong></span></h3>
<p>&nbsp;</p>
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" /></span>Расхождения с бухучетом: необлагаемые операции</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расхождения с бухучетом: экспорт товаров</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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cY0RcqYJYYBWL8FxrtYhowMtyIEyV2FYclKOHn2NVUU10cYLa7Xdxx/Zqflak0OsmRKZUs7wwzt59t5MVxtC0bSvKiJs5hYXtpVGmAmkqTKJcLA8zGHSwq70K52gvL54ao6q6moICI5H5CUKhLIlECLXQWS5dOE3v4BBul5Nz4rvFpOFrX3mEVEbD+dcfx1DWQFmhmUe+823W5Ibl+ev0jC2ztbMVpVpJxjtBUuwvoNCweqWLNy++xPVJL69eixBZddHd003EPczl4Sn+7n8eYcvOQp548TxvnD/H2XMXUQbdjLlcnHrlOXxCRJ0Z6mdo+CzP/NVXsWy+m2pRx3YOneGv//w4+z68H61og5KKKtKBZWi9nYR/nJa6HzcU6QnHW5w1j9J3bZzrFw7z4tU+BvoGWRAC4mZDnFNjKlrLC5gPa1Bk1RTqYly4vPYsvSIfWicDHjwrPrxpYWz+FWEsXiEs5lhNyKgqLxfOIolG/OdcdlFiFwNnYoWZ6RGunHsjP4nyod2biOrshGNZlCLpHx6bEYO7SP7TNkbdK8RmelmOrpARFbZ0Ro4ttUj/9Wucv3CJlPi7eEzkP7VGBqcCyON+2puaRNhjICzXE4mmMVtteINhxicHheG6qN+6kbmpES4MTHF12IPGGqH3ygARcczvfO3PyZgsrJ5+nPqGJn4epBxFgokpJw11Ffw8LM07MYnE+sJLj7Lzw5/nRk4BC68GEXZMgdmYH/mz4v/X4wHeTo4ihV43NWkmp9zYCt5aXvvCG8+SSWd4/tg55JElDj/9KhlRHr50qleo91leePoNwoEFjp7sxy6bo3sxw8LVN+iZWKWxwsBjbwjPNHwOZ1jOeNdrjLjlXD9zmKjwDF0XL6FVp7g2No9OluHIS8fRy1Z57kSfqJAZea1rSHgyK4+/+DJtFQV878Q1ytQBzg3O0VBVzs+DWqtBr9Egy68rI1v3K+uk0OsW59j3vsN3v/tNjl4a4frEDM8+/4JIel1CPIwzPz/Joc2VpG31HHzgABNLUT6xz0S2oJVde1sw6OQsxmSUFjmIpGQsaUuxKhZwzs2jUsRI6Mvxzl3HXNHAytTr5Br2MNL3BvXb9zDzxjco2fMJTpw7Rdv+fVw69yr33b6Vvrk48kwCucYoArw0SnMpZmFUdluh8DxJPghIhnIT4qgoxKBXEZHJRWwtVHVbMbF0lsWpCVGJsvJGvxtHoYkVf44WTYInTi7j7nmOc9cmifmj6PXJvPYyv/Z+lGiQpWWhxbjcOKemUQcmRVWqmNXpQXKGZrIjp1FV7CU62YOm85PIhl6ivX0zvW8eo7p9H8dPnqPWoWJmdoZgMMjQ9HI+h5oW+8qIz6FZDx8EpBzlJuTMi49i3/UQ7SXvghZyEyFNipT4MZxOP0VWOHr8DBvaahicdLGy7ObQ3Q9QU1qY3+bK8efxaGsIL85w30c+kl/ce72svQLPtbBCYdtmPkjPcUmC4y3OwMU36VlM8Isfu1f04iWeePQ7/Mc/+H1SuSy+uIytpSL3qD7w1nP1ImdwT8+jsJgpEVrIpNAd3MNdXM9qCM9NkXOIsqpnElNxFX4h3JWVFTLlS5ARAqXcUkVrhZ6hawNcm1zkYExNZ0PpTflOSClHuQnRJJI4h/vxpaHv7EX84TjPXFkUecdqXrtY4+JrT/DS2UHePPyCyFmcKBJBui9ewOVbJZBMM9RzhqrWEjJzfZwUGoVXCJfPHDnGkE+NZ3SEyZUQ48de59Rz3eJ4SqqtWUKrMf7ulR4CN+GCLFLodRMyPXiFIVeAO++4gytnz7C1o44jF65hJEF7WyNTs06CsQy2mg1sLlEyPBsmHZsnWVBHcLQPS4mD+fFr5DSFrM0UaW4pgkyOGV+YxmIhNgbUmFR+PMJrKdNyjOUatDoj8XQBrR3lVDscfBCQchQJiXUgCY4SP+T/CI7hgIfv/8N3KSk0iBDqLCUOM8eECGiKLfD0c6exWmW8dGmS+Mwgh38GwfENEYYplClefOlV5LkfFxwVOR+vn7oMwXmefuY1zEVa/v7br+JwyHjmmXNs2Nb2niTLkuB4i3PyyW/wP7/6DSYm55idGeMHT7+I3mymtcaOc3okLzguBjJ5EfDi/FuCYyBrzouA6lwUbzzzLwTH6Snnzyw4Pnd+mv2dVWTsLdy/fxMVDZ3sba2isnETm1uq+CCkNJKh3ISYjXY8cZGrBKNEfEGKi4vIplLMhxVYCmvygmOhkFjWRMCmHwqOhep4XgRUyFQoddl/ITj6PUs/s+C4r8HMuf45st5BXuybYujkUcbiHnqPPc51l5NU7P1vKlKOInHLIukotzjjV44y4FVh1+vwhlOU6QPkZDr8OSvFilV2HridnitnKG7ciXKui0XbbhyxfuS2DcyO9VFWWsHrx66w77atnO3u4/69HVwaHGZDqYUJ9wrNVeX0TPv56AN33zIhiRR63YTolGm6h51s2LEB5cowIe8KmqIqho8/R/O2fSQWr5M01NLbe5nF0cssBWMMj8wy6/EwM9BHLB0nqZVR7NBjEol4WXUj9rCGki0HKdfoKWrfjjWm+EDkFu8UkqHchKytFLltUyOPfftJzl11YrAX4PX5KKqvYmxwEJXFgT8YQJn0c2bYxfiJpzjVO4ZryU/jjl2EZmaJRUNMz65QVWTB6XaSsMZZGe1nIqpmfqCXtDlHJnHrmIoUet2EaAxV2MJBdj10O66YEmPGjy6RofrgA6jSIeSGEmrVC9Td9THu2r2HmMZBNhEiGArhC8bp3N9M3DRGbYmBOeM+FOG15YccBFM5yssKycrT+TW4NB/gVSLfLlIyf5PiF15ArrGytq5wIBDEZDISCoUprqhi2ePHmpfElEI/sZKOBshks4TSWmyi4uURarzDZsxPh4/H0kTFloVWc36RByHIIDcXosmGUFtLSQZcb30GfeisdlKpLEaNqKjNuKmpKRWfTvH58z09+W4hJfO3OONdx5hSVDJ+6gU6G+TI6j5Euvc4i5EM8yE5FSonO+uLxTad3LGpjCcPv849Ozdz/sJpOu98kAtXx/nIwc288NzTtAqhMWzcjsz7NKbWB4XBqJgSCf+yCM902mJhhlFMFi0anRZZUsXl0XF+4/MfE0WBa0wsrRCaG0BpfZgKq4YPMlKOchMyKYTGTZvaqTBoCAvV3FHRyNZdm5gY6GbHzh14F2c4dmlYeAAbSnMJlUUGCus3UNOyC6tKxorTRd/lU/hFKNa477MEFiZwRzOcfeFxCpVKKhw15FJxorYS4oFlluYmUZuFoBido6a6Bp3OSE19CZ3VjvziFMJd8UFH8ig3IXc89GEee/IRNHbRabOTIvQKIPPN0bD1IHubrJzWt3J3i4nVgJeEJ0W3M0fiyAuMOeO0+d00dW6modpIMpml59RLWBu3Ehn00bZnH8EEGAsKMBtkIkeR4bOUs2vXHs6fP8G2Pbcx/eL3GCmS8eixbu47tAN5Ub0QQD/Y3mQNKUeRuGWRXp8tIfEOIxmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHUnn4XWTt9QlPPP4oiaQYkYxt/OovfgiJDyaSobyLaIyFBL3L3Hvvbp7pVfPCI49St3sbA3391NR0kIuI8qQ2LVTuZUylJURDYRLxKPpkBFllM5ZYDEt1qRD0RiGnJZzM8fDdu3jyqePItTr06jQ6i4NoxE0kbeSzH7mLgXOvki2soefsBTZs2sLA1W6xTRFmVYJIRk97tYmZ1SxRcZxirRq5MoFSb2OP0Egk/nUkQ7lBxN0jDKWddLuWGO0+z6HbH8IdS/LxQ1X8xTPPc/BjH2F+YJRsIs4X95dyPQbPPP5N7r/3PsxaOT2uMHNvPsfUipMT33qB+m2buONAK6de6CKX9pIuassbil6r4anTPSSmB1lVW4nPL+IdcWKSreBeNTJeEuC+L/4S/+MPv81Dn/wiZQVJXjtyRDKUn4IkOL6LrL3F6sSRN6isdLCQEGp2ZIry5ibmvEFMWhPpdBSVVoXPH0Gjs5IMLJOVZ2kt1bGkrEOfcBGMRNFoDQTjaUJLcxhLqlhZXsFokFNs0RKLRIRX0JHS6dmxZQuLo8P4suD3+DCbi/IvIFXLo8jMVhIJDRZNBqXY39KSl2RYRlmlmlhaxZ5d27nVeJvLFXmEoawvp5cMReJmQpo9/HPSd+YcjuZOinRvvZxTa6tAn/KitdRjUwfwRVIkZWqUuRg2WyFuf4hMSk4uFkBvNFBVWya8RgpLapWQxsSe7dtYGe1lMZjBHQqhTIkcRKEgI4qOtgKLuGFxdAVWHMoMEZF7OOcWxTZxsU1ObKOmssJEb6+buz9yL5G5fsYjasrVMRLmJlwDb2Ip24QhNcPg1BJbt21l/Ho/1Z27WBi6SkvHRi5c7MJc0YTFoKexII07XsDmOitnuiZpdChYpoCJgTOojBaUsgyW4mbSqx5U9kIS7nnhDddmHMdFUSJJaUkhnlACvclEMqug2qZncn6OpoZ6Rhbi1JhC2Jt3U3wTzO/6p0jrev0zEu5BHnniWfoXwhzc18TRp19jYWYC/+ISysQcQ6OzXL/cjdmh4pUXnkdV0cjg4aMMTy8y3tdF96WrNO3p4JlvH2bnJg09MzkObG3mK//ff+fOj2zlL/7XI4zOhXCJjjhxYZgPf/4+vvJHX2bHQ5/huUf+gbQ2wps/eIlrotOFXeNcvzLD4vSb9Ey4uOPuByg0qvjzP/8a1VWVPPnsMeKLczhnJ3AuuFhxr1K6azeq2cv0hOykh1/g3JRDxGFX2buzia//2V8SivuIFW9h+fxj+HQOTp8/xeTUIPVFeiIlHVzpGsAzPoA8vUwcMxsaqnjl8e/h9C/x3N8fpmqzg6eeOoPJpuOrX3mUHQc7RTFiiEFfhNefO8l0/wBb7n1QFA943/N21vWSDOWfodQYWZqaoW7zQWqLdAw7F9GaHCS9k+jrd1JeXojdaqH19k9w39Zq3CLO11v1WG0Oih02mjsaiIazwkMUYjaqGbo2Ruf27cgzcXxxRN5QQHGhmWqLBlu1jeFzfaiFx1r2B6ivLqOotAydGMmLC62UFprENnbhCYqoqK2gqWUD8tAKw8IgKh0GCh1lrM5co2rnHZQUGtGpZbiX57BaS5AJz5Dyr1C/aRfypEd4uTam52cxWyopLq9le1slQ3PLbKitQaarotgkQ2m0Mn29i8Yt+3hgRwOrOjvjPZeZ8YboaKihtqUObUEpZqWG8gIlhZ17SIl8ae1VQPaiGhyaIspbTViLGyg2v/89ytt8z7yUo6yHwy8+w6F7P/a2XodwI3hnzysl9vdifn99l95k4947Md3EwbmUzEtIrANpmr2ExDuMZCgSEutAMhQJiXXwnhjK1OggAxPOH30fnXrr+8TAJaE/hP/Z1mmi0Z9cnVh7d2D4FlqE7UYQDLoI+MNI/Dg3PJl3T/cyMCeEuvAYw9Fiajs7mD32PLKCAupue5j+p77JL/yH/0RixU9aliO44uPl42f57V/5BE8/KnQLiwlLRScH24v4H//ldyjY+yvcXy9nKZChWpQwbbYSJvpP0bOYyr/DcOzKcRKmWkZ7zpFUC5FMpueBfR1cuOZEtTqKqmovlvAE3lgGrVqD3lZJZ7WWV187RVpXKkqzcGjXRs5cnMAzcxqnupM761VktTamx4bYeccddL92HkdDIdlUgimhv1Q4ClCIkrs/peLeuw6xOHQRD4W0F8t4/tg5UYPW4SguYMvWrfRc7qVUlHr7xjy0VVmEiJdjYmKGTdvamZvyExMdt3nnIZaudaEsroFIEK1BRiiaxb24SFtTBUNTvvwxmzbvwSr0j6MnzqAraUYfnaXj0H28+fzztO+7k/nRHpRyFbmcDLNeQU6hJBRL5fdjdtQRXLjOzNw8bYc+wz1thn+2n4+Lzylx/heoaewg6FukobqEyxO+fHt2DUywq7GEV051YS+2CQGyFXNxOargHFf7h9DqjXi9y1iLyvEuu6mrK2UlaaPMnGLJH0GV8OMNhPK/j4o2SDnnqBHXvbmumLMXz1Pb0Ej3ZVEKL9aRMhax4pzE7U1S5tATziiwp5NoS4sYHp/HZBGCams1rpUUe7d3/qt98X39IiH31BiLuQpqrAnO9s6zZdNG1HEXPcty7rhtO65LZyjZsJmLl06jURiETjDAwPVJ6jr3CiNIEpoKMT4+LNThMHKdgaw3gdKcoX+wT2ggOXHxaeJDM3iSIaobKzjVN4vTOUOFAgxif+ODUwSEkCdPBtHklFRs2greKbqGekiZqpm4do7tuw8xOzyJVR3GrIvxJ8+MUJVzEylrxZILEFRXEHGeIp7WorE76HvzESFEmpDlxkQndDDu7MUo1O3FxRn2bt3I0dP9+CauCnFuA/5ACV7XVXQqI91vPEkIA5a6JlaHvSyKgaHSUSTsSIcuHeZsTxc2nYZszkJ7k1DAj3URViYZHRRiYGIUxaqZ67EI0ckoC6ERdu2+i4KCnNBkdHiHniJVfS8LXS9xatiHxawXGkgVq9cHmE/HmQtkCURW8fUvCyNZ4trhLjSlhcgWgtS0ldHWUc1MT1RoDQOESw6y2H2UTbuaWJiMszTyMgVlnQxMu/CNzOFyzVNrTTKTMrPcn6SuTYMrmqO8opY3T75B+8ZaBgdniZn0XDs2SlG5msDEIBORJNloCI+IIpauzaO2h5mbSBCMeUn6xlA03kODGJv7z/Xg9awy2H+cpFIYnDheYElPcWMR1U3tBAemCMdGWE6oKRZ6Vi60iFeRJBU10lhb8q/2xff1i4SqWjei8vVwYV7G7//mJ5kdPMtE2MDvfnYvPa88imHbfZSajXRWNSAvUDO6YuJXP3Mnr7/2ClMrGjypZXKEcZS3CKMbJLA27WLtDbXpjBC9aqlpaCZXqGM1nMQgxMMGYUStjW3ElWnSqqzoDHo69h1kJaunQIzq4UCE1WgCnaWRgHMelRDTMgodufQqGY2JKxNh/uODW4iZi+kw5GioqUO5cA172TbCoTirbp+4wU0oFS40+lJc3nnM1gbGnCuYsiGiaWguVKKyiRHbFcCzPEQgJKO3p58NH/pVjKokkxdPMjnbgzUREZ1XKPJzI0SFEVu0BjyrcZKZEFNLMYJWh1DEC6hqsiFTVQm1fIESrZaUIZw/ZiQSJhGOi4FhEr9yAwbXOQprd7Czowql0oBv+BxxQ5ZitZIqq5YCjRJbvR6PR07D3s2ElpepFSJqMKnM78cdWSSQtKKdP0nLvo+I8/ezIjphrmQfrtGrbKosyLfn7v27GPekiC/NEkn3k9WUkkmkEIM/+5qLxSA2RzqrJrYwS3FHuTheAHVBCXaVQgxEom3sJhQFRoLLq8hNBuE0I2ATbboyTgYVOl0YvVmJobCBoHeJjLgWiy5AbHmYnv5r+NN+Mmoz6IqEV5wiLbzLyuwyPp+bd4obr6NkE7gDKexaMfIrzPnlN91ON/aKUuQJ4SVE556ZmaGmpuZHn//4d+KXP7ark8cPo3M0s6uz8SceaiXgp8BqwyX2UyT2sz7tLPuj8zn/3LdQdjzMxhp7XtD7icuDivPyBWKiU/PD65HnlyJdW5bUJH9rOdJ/PK7VqBOqfYghcXOng0nuv/duFKLpb7YlfAfOHsXWdpAKu553mud/8AgHHv4Mhe/AXLL3degVXnHz9b95RPR5pYhFhfs0wqXTh7k2q0Ix8yJzylKOHT5D2imS/CWP6GhmlJkw1/pGMRgUBOMZvO4lMeIFKCsro7G+Nr/ftUXe4nExGq8sITZBJ0bap5/4rvAmFXz/299j04EDRIThLHmDIln1koglCEST+RBs0e0V41aaxSURhuhUwtUfZnrexfBCmhJdjhPnTrKluZKuKz2EjRVidFkQIyRoxTHIZfjO3/xvYkoTq14/5eWljE9OcfTiEPrVfo72eFieGGVpwSXyAo3IF76DoukQgdk+Fn0RPEsuqqoqWP3h+UdXvWREWLbonEUnz/Hk9x9DYzKK0CItzjtELBAW7ZYhnYiTycRFeLckvImVnDDO1eCKaBuvuBJR6FhdIZHMsCTaKibaSi3PsiRyA5X4jIjiyOpKkIgw2lBYeKFMBoVai3PWidVq5ufFUd0orvXdmezVunETevU7M13g7YReN3yCgtFm42N3tfOyiDvj3gsU//avsvO2+1icWGB8OIG5Xoc+Ps6qbi/zg5ewVG8iE/ZQs7FadMhXUaRFrH/fl1gRHWpkKMBv/sbn0IurmLp+ntO9ozRYjOi33cMdovPUVDjQGB08+MDdLIqwJ9p9gdcvHCOaMjKi0vPlPY2sFtXRPzuNUZHl5NUx/vL/+xM6D9yHe/gqob0PkHC+RmFpTd7T+V1OHO0JLr7yGg0PPZBf4HrNy3344x/ia4/1UVWRJqW2sbFCT9Tnov3jnyN87hyGlJtXpw10qpR87N/9Hi89eVKEj0o0Iml1yBZwi7yqv28QpQghvHETkfGvU9iwi28NzbF/WzOnT51FJxLwmDAkfZkD79wospifXo+JQ6Ua7vrV32Dg6gVKKqtEznad8Td8nOsfZIfItRb7/HTcJeJ2Yy3XX3ieWJGOTRu2sjDgxFSYRm0wszh2matjyfzcsod+8Tc51FmGxI9zwz3KogiDMqYqbHqRL4gRduOWJl546QiOiirsugxGo15UoDRUlDiwWIq5Y7/IBfzCs4ikb27KS21NActJHcUFBjEiRDFabBRZTYxNTmMtaaJS9F1TeRvFJg0DAwMiti1gXoz0dXUNYj+zzMf1qBQyDu3YQFIrOsnCCjox+inFKJUT1ZQtjWUcfelZrK0HWLp8lPqN+5kfHxRGYRdWbqLWUYJzYoTtB3fi8cVQJEXcnjRQW1WCVRQMqhvb815Ta7ChiC2R0hSw4g5TaDdQIzr52OgIOnEuyuhKvhCQTceoqm1hcuAytuompoZH2L9zK6PuNPtbRYUolBAJqkYUAYKiCigcmCyL379KQ0sbH/3wg0REG3Ru2cLC1DQ+/wopMQCkZWYKRY5nyIVQ5MK0bd9K99nrNFeV4iixYLbbiLjdJHJp4VmVomJXxoe2b8DetIH6UitGswnl+rrEB5qbclLk0KSPtno7NxOpqMhlREm0rKx03X8Ti0aFYa8v9s+K/9bu7JlXX6Z5134c9n/ZfmmxP8T+bsUHk6RJkRIS60CaFCkh8Q4jGYqExDqQDEVCYh3ccEMJBNwcPXGKLlEOfS8JivLy8XNDJIIerpy7SiLgZF5oEH7XJMOi8vR2WRi9yBsnTue/X+3upvtqd/7diD3i++jCP1eIU8y5fD9xP17XDEvBNO8WTlF1DETfvf3/mwhx9mc9/tzUAM5/pc1uBDe82CEX9f/VhVmmhAjX2WDnqUdeRCVKwnq1nDAWTNoIhXo18xEju5ut9CwJbSUTYuOGjVxdSGLzDXJteoqS6g3EknE6Sk2cujJCUYVNlIRtTLnmaO7YwpLQYBp3P0jviVdQ27VYbJVc7x6hsU2UcWu2s7VcR3xmkudcV9nS0kLPzIoQ4VbY0lQhRMB5WlubeP7Jf6C0ZceP7au8qRLfQoCHPvspTrx+GJPKTGdHIc9fjvDRDWn+/vtPU1zZSItqhm8/NkRl5z5yx1/E/JlfQ7nqJ5hMYhVX+s1H3+D//U+/yOGnnsIXzmAurOdjD27jW//rD3AVP8xv3F9D7+A8+3Z2YChqQJZa5fCJN0RJXYsqFcWfVFMgExUrkx2jem2iY5JwSAiMM0467zjItd5rbK3SMBdU8vG7d3PyzGlKyqv4+t9+h9sefIC4rJiH9jbx4ptXMKtSbG8sYSlTgDXl4+y4n81bNjB09Sr15iyZompme86BqJrJlQVkI6KkbiygzJzDG44RDqpJx8dEqb4Z99J1zBWdqDVmPvKh3bx2RNzfgiYWxq+INm3jK3/xN/zhf/2vPNfbjz3pJKoUmpPCyG23f4jLZ84jqtvIE29dn00to0CUsr2rcVyD3WQdDfz6lz75nsxkeE9Cr0BghZAnRVboKFUdu9FrwsxFZIz1DlNbkGV4WVQkImFeHVmhULFKMh3m8rGnyRmKyC7J2bHJyoLHTYXKgzOsplRbQLlFhSuowpYupN3kI1u2nesDl2horEcXlDPR1y1EPg2DYqRXCP1Ap9NgaS4Xja4lncoI3cMqVHkFep1BKNgrQt2Wo45b/sW+ArNxfIt9+MNZLLGoOKYCnRgpDcK4DUL5XF2blLk2VyqRIJv/uQZ7wVvTLS4OnGZq3MPi7BxVBtHxL83TsKkdh1Di48FpXnvxJQrbD+FIpZkIJpmcGeTy8ByXhicZEprQhh0HSYx7hRYltJiom4EFH9Vrk/88y0yevYRSb6GivI6xM6f46Id2ERAdMBn1MzszS1BVzvnXn+G3f/d3kamF4OPq5S//8n+R8PtRZBY50TOOzOQQ4m0QmzLDD558Ov+G30nvAm+cusCeg01CuyrGefkiMqWCeGBVCKBBoV91Yy8px1RVzdDpIYzWZH6bhLj2bHiZ5bSNuZF+KstsnD55jK/99/+L//exixzctYXK+nYaOjbiuzzP66dOiuMJz3F5Ln99Reok48urzCx6MCSnMBaXCwNyvWfTfW74YWMZcVAh+NW21ZFZDhD2zYCliXJDhqqqYrpcGiqVMQxmM3cIj5NBj81WiqK0FX3Sg7wki8uvokyM2murKRrF36ktWWrqmqltKiFjzKKv3YPceZmmcjt9Qhxciq1Q0bYBgzDC6s49KBVKRgevMiBG3QO7dzM0m6FMEyEQSjIy2EtZ62bhatNEcol/sa94xo/aWklUGPIuITrWNgljK93KjoooRwZy/Pq/+yzluevM56r5zV/7FZJzV6BkA0JAZ3fnQTobVTgjCT7+4ftJzncRWBWeIBckGopStWE/clc3bqHgV2iyFIkRtHNLB7ta69m1sZq5iQFyxWaqykuIaB3UO8qZX4mLjqqnVHS4mTmXGM017DiwmRNX+zEihFQxslfXVJNwTfCxT/86g9ev01ZSR1g4ow8/8ABaq1YMGnbq9UkhPr4lwF0dnOY/fO4+CopMQrwUXl6VwL2iYVHsv7BlK0rhydFoyeTWApIiBvsvcu1cLw27awkHNPltjOkUcmMxhXjp7KwhJLfwhS9+gSPX4/zFl/Zyvm+ETNhLeHUVc5Pwbrs3iOPpsAvPtnZ97riaxmILHZU6LC13YS0uEKJtGe/V40fvKx3l1OEXaT50L6U/w4S3wcE+qlo2Yb6BweSl7j7aNr6zx5zofoPpbAV3bW/mvWCy5xRzmXJu297Izc4tKzimg0s8em6GX7xvF+OXzzEy56XAZhQNEqCwuIgpkdt87HNfYr7rMPNFB/G99m12feIzXOnqp33jZuorHD+2v0TIzdPPHWX/g5+ixq7h3PPfwK1rZ2qsR3iOf/++W7roZ6X3ci86VZiLiwpq1CHikRDm8gqRd8TYvvu2/Fy6t0PA72FiPso24QWvnnqZsKaUQ7vf7bWNU3z/8cN84bMPr/sv3tdLqs5cO8e3H30Nfzwg4vcCmto24R4/x4Hb7+Kb//MItS1qtn7oXk49e5gaERZpRVwaQ8bsmBdDbgZFWSfLk2P8j//13/nKH/4pcbNGhGa1bLjtAR7eWYdJOZo/zkAgw+a2Ml7qGuP+VhOmtr2Y1madpiMsB3OETRm27dnAyKU3Kanbjds5QXj4FD948zoqmZo7b2/i3EgY/fIMPhGR1Igo1eSoorj1kIi9Z8TfvcArV73sqNNyddhFNBGjuqhYJNRuNKJwsKWulovTk8SXcrS0VNNSZ+WJ02M0FcmYGBvBFlsmpLOSsTaQ9nvzx0vJFHzvf5+iokmPJzSPUVdLTukVo5m4loOHEJEo17xL+IJ12Bjls7/2e/zlb/4y9/z27zDVe5kVceNz2QIsGg/GjJl+kYf4LB/CEboscruAMHI5ZnUTstgpNNa7yCjC/I//9l9FzjjNhl27ue4dw4+WDSVxemdnqKyoZHlxgK/8zyexanUir+xm8wOf5+KRy9TvakbmHSGbSbEg7+Bgmagezi6yOpHjl//gy4QWRfJdb+TYtXmKxbm+9OQxNhblKD+4g0e/9hr/8a/+H078w1/TtnkbE4tzxNJyXJf6aNq1mWTOw/jZeTQlUCtC6ohcFGxeOs2ffeOP+Lv/3z/Qtq+dM0fPUtlaJIoHcf72b79KYGqKlPHdG8hv/JAoy2ITHaTYUUZpmahAybxYa7cyOeUWRZUsX/wvf8DsrI82EZOijhFf9rCyKDrr3LRIFA0sTEyKKkpxPqmziWpVkaOWof5TDA2P5j1KX39//jCNxjQvnZhgi0giX+8N0vfyX/LmiEfkFjHGRBVrUCT3b1xzUte6lUtHns2vIVxcXpw/pwe/+Eu4loN8blMBehH/u8ZHRWycFWHROaanJ+jq6qVn1M2GagtJmYkdO7fmJ2HWlYrtjQ6SsSzjo33oLHVsaymk8+A+NNFFakVlLhF0svXQgziKy9h+4CB2ffZHx9PFZfk2SIlOs3d3Gx6vF0V8FTIqUQVKcP3aZY6+dhnF8igTAYQXECNdUTlD3UOkIj7h4TQklt3Ck64gMyopLi1FJpL+17pGyBVWibaqYGJ4GPQ2ZsbH0DnemmNm0umFsazm1ywuJZRvL43I4xYnpygua2VLvQJDJkPJjgcpzIUpKbKhlOewF9eK8oiJcp2MqK6Mfft2CTccxZ1RkMgIq1ZpMIiCQEYhcj1ViO6hGYZnfGxoKUdnMnD/h3ZgragWVc0w+zpFntrWQnDmHK+dGqC8ppkibZLlsDAWS4bm2lK6z1ynfafIVUUV9KHPfxyLoZj2phrRF7IEfPP0XjzJkeOnGBaRxDvebd+r0Kv/+KMsWXdy9w9j4bVnJAx6FV2vP4etcS+Ntf/nAamsaPy1WbHvdqTzj+dUb4ywEFZycHsHPw9ri1+cu3SN2+5/8Ce67rXjLYjjNf3weBvrKrDajcSiGXT6G7ckqUt4uLS9mkr7O7NkbmB2lLCxjAq76d/c7sXHH2X/Jz+P/T2akfm+fnDrHymp76Sh/P/MZlWr1h70kVNR3yHKqT98eEjoBS+/ehiltYZiyz/tOFmGei4TEWGC1fQvZ9LG3EP83ZMXaOlseVvGpRau27WaYPvGDmqEd1k3ohT6xtP/gLJ6Iyde+gFt7ZvyP1bprdQ3Nf+rbnutDTS+63Q7ozQbYrzeF8Qa7GI4V8/C1SOcnozTWV/yUw8fmBvg29/7AaaSJoqsb/+pQpO9EMs7+KCV1lqYf0jtnzLXe4xXzvbz6mvH2b97V/5nLRs60b+N+xOLBfjrrz6GXlT+zj77OJUtbZx58zDVBQoeffYIGzdu5O3wvn5wa2G4hxdfOUrBpp1MiPh1S0dFfokihwjB0no7509f5uHP/JKop7+I2lyOP7RCQtPH+ZeHmI/J2NLmwO+P5p/ka9qo5PRz/yDExBIRCi1jFgmdqdjE7FyA4rXVSSZcVORcfPsHh7nj9jauzfmILK6QM4rQIG7mP/zOr6JPe/nWYy9yx8NfpFboKLHM2p3L8sS3vslBIdRdGlnG39PDdvH9ueeP8OX//Mc88pW/QavLUN0iytMlnRza2i60IKXQZ6CwwJi/ztkrxzl8eZSpoQkctXWYNUnKS0oZX1igqaaGk1ev80f/+U+p6jwgwq4TXPAoqDZOYRNl8aF4lj0dDSxcT+f389jJ69y+vYkrCxk2lYhrvjREx7Z6EqpaPnXHRhG+NHPf1jGGFuZ59tnnMcrWHkGWU571shAXnqq+gKtXV9i4w4ZcY2J0YFZUCFuEhRTzmXv38NqrL7IoNChWJiiorOaaCC3NxXYSIrRRRNLcu6uUuWiUs8dGRTS8grlWSyRdjTwzg1xWyIEdDURiPvwJDVfE/fvsb/0etUKo/Mqjx3lok52FCNyzyUGTxiJCNiGWiNL7n375jzn06TvoeulFtt73Sdx9p3HGjBSZ4zhE9bL7/Bgt2yrJpo3M9Pey4eCd3LdvMx+9ZydnLl9i756tXHTK0IpGjyuKRV65NthH+PqffZXqnbczeeUEh+68jaefOEHT1k68Irf7D7/16/ys3PAcpaC0GoVCLSJblRCQnJwZCHDPhkL84qbrhPClF+q8d3KAuLIYfWKe5aUljEJxz6rttNtjaMXo7XIOU1BcSXzq1fx2hqrmfNjgKDLgmRpHLTczP9yLobBUqPcpSkzlDIzP4RB5RGY1IHIcB97REU4cHSDlm0JT3EGV0F8yiTCZ2Gr+PIsdJXz/ibOihfQk0k7ODq+K26BmLToxWluwWdIklYWsRJP5Z+SLaiqZcwVZ8a/k/16lU+fPvchRLM5pkn23HWJ8wi+OsYw3Z8WvKMrva6z/AhGDEcWSG6dXRTCWJi3Owe+LYpcFxX50HBAdaWFhiVprhkBSji2rxCjaYXlhJK8rBHxeRn1pkUsNijZ1s5K2iraKYKpoobGlBHt5I7VldpHvzbMor6SuqQmTyGH6J99aT211NcjmOhuhnI2KQhtN23bSXF1Kq0PJ7g4bl8V5WYQiX+awi3sHcXWhMBihqouiR9Y1g1HYWEhemL9/uYCKpAhp9JoMNUIsDggvMDkzKa4rQ9w3Jzx2Kt/t5KKDe4MpkbDXEkjkxL7kLARilFU3o3c001JfjV1c49jAZbZtaUIRECLuipNroh1aa0SONTWbb4/FQFJ4hjBVDdX5R6CLO7ZRoQ1S2dSJX1zX1i0NyGwmphZ+voUm3pMcJREKiBFpbb6VKNsW2QmEU8JAxBioNgoBLiDEpQqyoaX8v9PZDBnRiM997xXu/+wDWERiGEOHRiSAKmsZqcAiNpGkJkJ+oZYnUKnVovIUyq+dZTVqcc8vigAzi0Mk6WFxQ9ZUeNET8+dhL63CJGIzv9uZ35dBmMJiIEWFwyaqYDOY117nloyJ80usvbkUqyolxEaHMACP2EdKKPkizLBXoBXJ5Zw/QU1p4Y/2pU4GCSUz+XMx20sJ+lz559HXrnWtt721r1KinrVF/JTUVIkKjrjpGnkmf25rxic3lYjOFxZnJa5FKNXukLh2UXoNh2KUiI6cEd7PqNFjEkUOt1MMBCXFzDgXePbpi3zii0JMzKZQiBFcLrZJxVKoVFkSYl+JcFi0jSJ/XWuLd6ytN/CPx1y7nqhHDGAn3mTjhx7AGl3AY24g5xwnlcuJti5BK/YZTqneakfRzkpxPXp5/Mfun1WbwbkYwKjN5o9TUWxlKZQVfxIUx6zC7fKgMunE/fOLprXmz6G/54q45hoevGs7bn8ATfattteJkF+l04iKHTiFSF1aVYNnzklZqSV/v/6xTL/Wvmv7dZQ68guTaGQZEuKc/avivC0qiitqfqzUfVPqKGsrqThqavIucO211NcmVtm2qZ6lqVFk1nLR4G7RQR35T3NVfV4EHOnppnbTVsb7+mnctBGnGNkr6upvulVP/jn/tK1+3n34XTP5NQNuBNGAV4RRJmymG1PIeN8bSk/XORobGpj1RimzqnGuzdoVI0hRSRXhteVTo2JUqG/GveDBbBClx0gUmdZIzrtC4759pF2TXDl/in0f+xRnT18SFUkvUYVNxMWrrKhqKBCj8I7mYl6+7Beh0AKlQt+IiEbRJlYp3PaQCLMSBIJe4TGMKNUGxq8NcX58mV/7wiew6m/Fh2JvTd7fguPYIEtxDd2Hj6EyFApBTUtFRQWLTqeoySd54vXTmMbm2fHvvsDkSRG/22w8sN3BpNNCfEIIleWbuauxnrKmVeSxUH4xihURf+qatzA9epTa7duIz02K0mwSR2U9M9NXadm4jZGJAe7dt53RgI/0yFUUBUqOnXRRXdFAJuJmV62oeIVSkqFI/ERueBBitZWyKuLpPaIqVW6zYFfIhOIep8ygFqqwju3tLXQ+eCdlZcU07NtLmVmGXy7yAF0KWc0+jDGXUMWP0TPlJ5y1YRHxcufBT1MSHmPXA19cK+JT1H4fhuY7WOjr4a47P4G37xKf+dinGRr3c6CjNv+iTm/awhd+6XcIirzl4K5tLMvMZL3LSEj8JG7JxSXGuo+TK9uJJuEXuahJJO831+ouEuvjbeUowRVvThTD17WxtAqLxM2EtAqLhMQ7jGQoEhLrQDIUCYl1cMMNxT0/wQsvvMhrl0d5L+jr75VeZ/dukk1w7tSpn22lF/G3gz1dzPjWP1nxRnHDRQOdMsXS/CyyZRfZLZW8eewVZFk1q4Yy2oqUXB8dpbK8jGhGnX8VQzQjZ2trNUcuDPHph+/i+LPPUNhYh3tijoKqZtQRJz5lDTWlEE8r8cyMkgwmsZY2Y1B4WRUVvcbqaiZnVmitMvPo0y+w/z4t+tA0KrUMt1tJSUmcnCgPy2QRYjE1MrJ4Yjm21+uJ5LT45udQq4vICvtqabfTP7JAbetWFsf6uO322zh++AViWQN6vQaVUoZKJSea0wnhc0nUw2vRyaOM+FV0FCtYWgmR8ARIqHNoteb89VWqg4QSCWo7DzB+fYTbb9/JySMnqWxrZNWzSDhnRJ5NU2QEz1KAlVQQWW7t2RfRGVfixP5xX6FlzKZiUjIVdx3ayfHjZ1Apsuw+dDuXT50ko1bgmZzC3tTJ4tIS8kyWtupy5mbHKBVaViSdJZ5Kkfb6SYhrqKptEEJtgujKPDmVBbkqxsaOrSy5PGzZ3MnF00fFeatZER1777YWrgk9S5uL4Vt2o7zew6rXR0ONjatDPgwGlTiXBImEnANbG7g8OEtECMmdOw8KoTjCM0euUFZg4fTlXu7/aAnD15yQlmMx5zBp1CwuronP4r4EkqgtpSRXndhtbRhYxpPNoFCa2LVjB++WDJafZs8NnGa/Nv1kOZAmsOSnpcHCUqYE9eoyvT2zVNbbeeLNXu7Ye5DJhUWmBvpQptyivYy0tLRhtJiIjQ5i336AY88+SfuBe7l24hFcC2Ei/lFWQxpsdTZiM34GTr6JJ6GhvFrD+bO9ZIvqSAaW8xMio9Nz+K/3M6EoRLk8yVJwBUN8HpdnCffSHNd9Wh66Yzcnr/QST6bEDVslmM6xMjEmhMsZytoaGDl5Dh9GNovvs4tLpFUq3L4w+tQipsoGogszTKaKUfjHCQjR8wfnvRRYlcRWMyxOjRFSC6MeE+fs6mM2U4ah0ExfzzQG5SoNTR2cfPEIWpsVdzSFd36A2alVJhZ9ODRaShsNjC5n6B8YRBVYwf/Dfenkc0z0uNHYtbQ1t3LipefFOejZW2/hzMAMClWOUkWa1ZyKLZ2dpCav4tHZqUoEiJdWgLaMWlOKTE7BzOVJktEIYxPjRL39jAQtorMbuXqpC2OBlaoCFWcXlBSGfCy6lxn1TtNqTfPEdQWH2os5c3mQUtGxVQXVyJNR5q6NsRj0ofF6mSaMUVVHoPsEZVsPsrowgEGW4ZWeBb547wb+/shl9lekOdKzSpVDzrkrI/l9OaoakYk+MHTuGjJzgrFj5xh900XH/lJeP+Pk9v0b3laI9Ham2d9wQ1l7ku766BgNW3bR1rqR6cHL5ITnyBQU4rBaaFl7jZvegFaMDAVmExhK2bVrK5fOn6O9uVm4dC/O8XlqWtaehhtDY66jos5BmVDho8ITVFtNLKz6UVgNwvDKCEZztLU0Cq+eYs/GRl5+7mlqdt2GSTR8mRiRo9oiGssLiCnEiJxQUVHbTLMYZeenRrhjUw0KSyXBhTn0RZXC/Yax2G0E/EEa2jeSTa6I7esZ6V97t0mUuppi5IZyzLkwceGJynRhiuo60BXYaKytotpmxhMOUlWkw6jMorZVUFTaSJ1djjy0Sn1VDe64nLbGClbDHgpsBfkp85X1Heh1SioLIJeLCuNVoxQ3WSfPYigupEj71r5Aj0nsQ6c20tRYLbyGlzJ9ltK27dhzfiyFNcRjAepbO7nWc5ndu7eRsjWLUXgVuVIMMK5hchoDq6KtcsoY1Zs2otMJb2aqp8UWR6fV0NzSQSKrpKGhkeR8LyHRdyIyOR+97356pkP89gMd9I27xUCzE3dKzWz3JaZdYkipKsUuhN6o8PBFJjurwSVKN+wim4rT1tRCz+gMv/CJ++nqHea3PvcgF8bEeSpDRNUmPpLfl7ifwrssLIUxCc9DNIrCbqHpgPB6GSNbNhSSzJkpeBvzxN7Wax8+aDrK2lODGWPVT1nYIc3LT77EfZ98gEtvnmP77UKln52gym7ka3/3HR78/K9TXyppQmfOnOLAgUO833A6h0nFCvAv9GJu3ktj6c//FrCfxPtacFybyn3kxHEMGpsYaY3YVEniwv2Pn7+ApXkLwbkByouNTPky5OIh2nbfTUeRjJM9EyLu3sf1N75PovkTtFtjdA/PUStOyZvUsLDgwyyP4RJe4cN7NxAOi6LB6/OUNzTkH87qGlvg13/hkzhFPF5Wu4GpnjcZ8sCW0hyr1jaC1y+yqrVhikdo3ncbZWpxnpenqTDFmXVnKBHeLhDxYNBr2bR5S34at1fE6s3NtVwadlKjizETU6EQ22QUIr9S60iG/VjLGylURNDayxmb8/PQndt56tFHiYn0wlFWSlFVK4jwbyUUomPnASZHruL3RElnwsLf69HpzRw6sItzFy5T6ShkZinEPWIfLz/5KOb2A8QWxmmtsYu2mCW0GqKxppqAiBa31to5dq4HkwhVioR31QpvsurzkIyEiK2dV1E5SrHv9PIcO+57mNjSGEdPXMivZeB3L+IoqSIj8q1kRuRciRUcFSX5F0BNdR2nZsNWcY4i56vQc0HkGsUmNe1b9+MZvyo8g5O2rbtYXnSK+5FCZbKhkKVQqoy43F62tZbTNREguTyKtWojKRG6ldnV9E4FhCctF+FekEsXL1DWfojP3r+Xw68eZvOmTVybXMKScjLrCovcxIS9qJCg3IwutSrabEKEZHasBjXuRRdmewlB3xL1IjIoEN+nlgMocxl2tIs2kFnzL0ta420/CnwjQ6+ZsX5Wza04h3vQmlUcuTjC1OQyh24vY+7ZN6i8+2HMWjXynAynSMxVKQvL4qJtFVUU2kUCG1/Ar6mlslBF/5tHGVhexmEvZnLiOtGsnEvjHu69bTcrwoOobCWklQoKdDmRREbY3NHGKy8dp0SEaTm3C8du0QGvjKNYHqS8Y7tIEFdEsrggOryZ4PhZBnoHKW6s5fCLT9G+axuvn75KMCJCjalhFmIRJof6OfrGZe65727cHidTq0rMyVWSSlEAmJwQIcECzjPXWQ7J8OeW6Ls0yc7b9rDQ40RfphXjk+ggZ1/l6sgcKY2eBdEJUpkAMpETzc9cx5A1Mi9Cst0bW7lyuouQuZSl0TNs2bqX3quXRFKdJHz9Kk6PH1NGT5HY56l+J40lGpZyDlam4qhzEc5fv0ZIFAWcM17mekaRmXwEXAqmpnsYmV0Wt7+YSotMJOUZjIoVqstteBQ2fAtjLAwsMDTdi7WwkNnhQRLTM6TVVpYn+nB5o1RU1XK+a5RDd+3H+eYQxc1RBod91Bdp6Log7oFD7Fsf51T3oOjoom1slZwR7bqnQEG20MbxM1dE0cWMza7HNXWR/tkVMk4VanOUdpMfp34DMz1vYEvPoy5sFvmXkZWEXoRzy2RE/6hoEeGhMkfQlab/5FFMRWq8s4OE48WMuYRxdDrEgDdGoQjZrwuDsZS3UGp+67Hn93WOIpNpmRvqJrrqw15WTVtNOcWGFO5AhqTeSC4VoaKkiKDo9GaRINtKS2iuKcHr91FeWpZ/KehqWidGIZ34mziKjIpim5FoPIVZo6Gu0kGNQ1RPesbEiF0lEvdx6jfvJ7w4ikJnRWm0sqG5mlB4mazKTokiiLKwloUhcePdIgcRN7bQXkRnQ4XIc4pF9SFBY73If/wp6qoKRXKpw2yxoS6ooK6ujs7GKpZX/CIJN4jcAB56+D5ciyKhL6zEphOjsdiuoNhERXkD5eUOmmoqmBMFA3U2zsKim+1btlNaWYfDpsEkPLtc5AhqtOLcHaQ1BZQXWoVh15JMB8kpNChSUYpr2/PviDTV1IuqkFyMpMIzKOQoRezusJeKpFtLgaiE2W0KIqIYsaGzldK6TkpqS0TlyE6xSMQNJTVUVZaLtqilvr0dbTaCa2VVtPMKVnHdMVJoRO6h1unYvqFS5EL1FFW3iJxFRmXz2huWRaIek4vqnUrkdFayIi9SyyOiCCfuh/CinnCahrpCtMI4RBGSjFxPYakDk1bUFOOJ/D2T2+spEbmiUkQqVoNM5GTlVBbbsVSLfMZWSFNrB2N93TS3deKWldBZKieUyoqq6QKtHVvEPjMi3xPJ/fg0QVGQ2bZnI2uLWFa0b0EmV9BSqyQopABNLiXOyYZN9A9bYRF281v9+AORo1w6dZSmbbdjM9641UbeV2QDHDs+yIfu3iepvm+DqH+B7lEfOzZW0TexyM7ONn5W3tc5Sirs5onHnxWVLSM7tm3ntbNX0Ip4/p499UIrGcQgqjefevCOH3We2Mo0h087+cRH9v+LfV16/Qnsmz9KY9EtamwSPxfv6we3piYmKd1yH23yUb7x6mU+9emPkuh6nr96cYA/+I9f4tzffRVv4g6WRy6Js7PiF/nJxZ6T3HFHO49982siSZfhy1j49c8d5NXjp0hcifCRHYWMTc7SunFL/nUQ11/+Lod7rtC+R+gs3VNi2638t788ysc/tpvFqJaE04UsPE9QJO+NDpPQTgJUlxpZTYaZWsiI46oo0YeY9+WY92T43d/8sNB5BnCoE4yspEUpWCPyiDmMjnpS4vx0rYf41Y8cQuLm5YZ7/UJrAUNXz/Ha1Uk+vquMkSuX6F4M8KntVs689jpjKatIYsN5Bdkr9Ir5kUUOVJn43g+OULFlG0aRCJhUbs5c8woXVyJCGDnTc1MMj48yNOXBJcJOoalRKXKBWCzF1q1taFhbvMHKiivH5OUeEd+LKpSygJpqHbLSVgxyJQsrbkJyO60WLYVCvskJ1d5oLKSjUSf2mRP1/V4obRDnbxYaix9ZNoRe5B9FJgsjZ8/jFCq0NDPm5uU9yVHWVtxIZBUigTXlVy1JqSw/+i7XWEQyaSIRTZDVCrXb7adKJLqLgQR6IUQmVt0k0m+toPLq9/4MTdtHua3Fkl+to7SqAo3o9IGAP7/aiVmVFSKkhiK9HJcvQKndLD6DokqytnIXqFTKf7FCiU2T/fHVXNZWX9Ep8+dsFkaSiiXeWvvrh6uwrD3KvLZurkWzVqkx3fQLV9xMSA9uSUisA+nBLQmJdxjJUCQk1oFkKBIS6+CGl4cTYT8ubzD/vbC06qZ5a9WNI5tfPjWrMAplWo5RkcgXMoxCTVeK0sXaLbVarQS8rvzPrYWlWN8lUTe/7KtGi2vGQ1GVjdVATCjq1vwDWO5ACodVlf80yNOk8+dl5IPKDTeUoGuC8z2LFGRnabn9SwREE1Y4rLiX/WhEpSkQjqFZewVELIjVUUwskRRuLy0MLI5C/DgcS2M0md5a01d0glTAla9gFYkbFE6uHSFLIJYVlSq5qFJZmXOurdUlihXprOhMOuSJGIaiUrF7URkLBPNr566hI4ZKqyG49h5PxdpP5OI8suLfojOKz7Vql8FmRqm35dcLXjPytXVuFfIsGXG+QlkhEHzrnIKik5YWmvFE+OFAICpq4WB+jd2YqJ7ZRHXONefMr4W72H+SV/uW+PB9hzDLFSRkCsxqBeGsUlQC9czMzOVv01qFTW0ty+/v2OEn+NCHP8NLp6b4yJ4ahnv6UYvj9r369wwnS/mj3/89vGN9Qn+a4eO//Etk16qJar1ogtyP1mXWKLJodJofVvxkRMNR0ms/T8fE+dXg9/uRp1IUlTpES2Tz1xpLpMR1pvO/X7usw499i47993Oue5SNbhMrPj8Vex4mPnWRSDrHm8spCoTxqgqsLC+scOfttxGJi9qiaF+NxUpkeZHvf/s73PtLv8mm+lLez9xwQ9EYTaJMa8UuW2Xo+igrwyfpuP0TXL98hcr2Sk5863k+/Lu/yej554TRKAgqq9jfoub0hBN/l4eGbTFWVx2EEnFhYCUo/GlM1TnsRgvZgibKV0d5dT5FrSqBtraE5UuzWOvLCKysoPOPsJjJcdvnvox2+ArT6RkGB5Ns2NnKaO8M8bRLGGEx6VwGpbChiDaBJp5DVlCAUbnKbEBNpa1cGKuL3/vtf88r3/kOc+osOzs7mJpZonlDBVMnLosOnuV10bHMlRsp0/voHXNh8Luwte0kkQkw8Woa1UIPd37pvzA5MU+xw0HX5e78Q2EOg5ny1jr6z7/Of/mj3+fquat4vNcpKG9HnUvy0U9+Nr+Y+GuvHcVkbUWn1VHVKIyke4HClu1sUpsZdnpoK3JgKUxgNml47IWLGOMB3IuLaIqLSfinKa7rZHHVgINFvKi4Z0sF54/Moa+J4FwMUdp+kORSH7W7HuCuTY08+8h3WEkHKSq2Yinfyb56I2NiJGjSFNBuVzIwPsODG+1c9SRQrwQoE8d5aTnB5xqTXF/2UC4cTQ4fzx8ZwJaZwFDcKtoiyqbbD+JaXH7fG8qNf2ZehA0uMfKMDM0Ilxwlpi6lqtjO/XuqWJUVU9Bcz8CFs3iWVoglM5QY40IonBXu3UfV5lp8vixlohMQWsY7uyBEySXWRuwlIVqqhUgYUSTFDRE3RSEXGoyLkDbGsncct89JvKyNhoYGStbWIlaEWPKvrcieJJgSGogY5XRqE/d89JNohUeKCM+z9o77qMqOWZbG6QwS8XrQGiz5R47XnnkJJtSUK1MMXJ9gYnwSk9iXsBsmpn00lpqE1lNDNC6jqrKWSDiL2qBlemJOnPc0jtJi4kIsrRefOnmKwPKCMH4ZGeG5ggsjomKvYWUlKMbjmPhPDALBBUo79ueP6/WGqK9sZml5ma99/S84+cY5/AqL0I3iyCMJdheGGPdkYHUClytIQXgerXABRrMd75JTCKs1ZCJxLEo/S+442oyHKd/a04hxlkW7K2RqVn3LqFZWWRyYyB8zp7NjMDjy7RCLhCiqaGTbtq0ixFvCJddxz8EdHB/LsKtWR3l9KxPuMB/Z7OCav1AMLgW4M9UUGjRMX79G+8GPo0vPs3fjFkZF29VZEgj7el/zvtFRzp9+gw1777ihr79e49G/+Svu+MVfp9T0wZwv5vcJT7X2WomgD7P5/b3ipW+qjxf7w3xiu5FBj4k9m+t5L5EERwmJdSAJjhIS7zCSoUhIrAPJUCQk1sF7sFLkGN/4+0e4eG2Gmw331ABPPH0E38wgp05ewuuaYWhuGffoOboGxvkgkIoGOHfsGdzeMO81nsUZnnr2OdwxGL56Snx/kYCojs0PHOc7//AMP8tilD8r78FKkRkKVDlKdFmee/wFcWe8LCf0NJebCKRESdZWhssTxm5Vo7VVsL3RzBOPvIjKbEKRXMXgECVXUWK21VTjDYTYsnMf093niGgMWOJBDE2dtDsUPPbUcVr3H2Tg0lWam6oJRsIUaLWiBK1nV42cbq+ZNq0Xp7ye1sIor7zRRZkQ0nzOWfbu3sWRV97EXGSkY0MTF85ep7S6lJpCPas5LZG5MZbDacyWUjSyABkhzK29AtrsaKDK5uTZYQ+7DH4W5iLM5CoxlFTjmR6Fzloe/ca3KWvfQC62jKNhO10njmJtbCPqjvDJT91Nwj0szv2UqJwYhKhZQUN1BUtTw9gL7QxMTqEWusmmcgdZdZrJhSCFFe1kV12kkmniiQihkIe4J47arqVIFF9Sylx+HTSro5ym8gImfSHSQSECGqCltpqh4VkyGVGClqkwFRSL6x8lHI8Tsc5zSGvNt31aFhSaTDUN22/DP34ehdHBjLgH1qwoZ4v71SAPsCLES7W+ClV8Xgi/Cto2bGRksBtXQEGjTQ3xEOfHfexttKLv2Ef3sSOkxM/qN+4VJXEPxqIyghNduOJ2IkKUfvDXvsyrh1/lkx99kO/+7TewC03s4UNbee7R75E2FvLx2yt55uVuvvjRrdwI3pPQSy1Ei+eOvslCdz8BUf+vcOhEZwjSdeFYfnXG5bU30BoN1BZkGF9wUmhsQmu307Z3IzkhJqZkPkanFhkcuZR/0WlSjDwjkxMkhDENTS9iFhqGq38BVUJBa4mVwLwba8pPTHQIjdBuHrsYQOa8yJlTr+N3TqPMKKgzleGfPEVLhYUr/RM015Sy+66N9PRN0aArZvvuDkZcoiOGV2jZ1EKRQsfC6IBQrMd4vd/J1LhTlLaz6ItrKInH8Mc0lBRa8tdbXVUsjGbtVdVKoYZXUltuBJWVxZGr1Le1CT0ji3NpGP+a8YlzryzYiDK3ZtjQ9cJfMTyxQFJno764jFJVhjkhxIZWw9x3Wx0Lb77GsF+o/hYTwbCP+pp6Kpsq2bm9ibPnXYwNnUJrLmbRk2JWZmJWqPSjJ9+koGab0Fp8GDI2iox6DEJ8musfxKZPovJESYjr0xg1VHXsxmJKI9fVcFGcS0JhxzXcTbNjM7JMKt+eU/EMk54Vus/0cFrcxwpzmpeeeY6U3EhBYoKwugijOG9lNoGQk/j+339fiLpWkm4v0eQScZUmv9RRw4Y6igrMKE0K+sQgozOaMehEmwk7S0aFgKzOCG0pmn9j2tpCG2ox8N0obvxKkateenuv07x5u2iIHDqTmqRoULtVhr2slubOneI4amw5Ubqzt1FlUDC9MIbfOy9G8AoicT+ucIpEUklrQw3F5TWEVtwUio6y5F5BrtRQX2hkWoiaO3a0M+31sqFFeIqsmejiGMYCBxtsQhl3dNBcW4paKN5mTZDxOTd2R4UwXCuFRaWk0gFMJZswik+D6DyW+o1YYmJEt5TRfbkXT8hHRV2t8BYN1AjVeeP2XUx3vUDPTIBd7fU4o0asRjWBYJh5YVCtu26j2Kqhb2KIPVs7uXqlD4dVx8TMtFCmA1g1GSZm56kvsjK2MEfct0jvdJgv/cKnCSWjzF8fYn5xhdtv38WqrgKHIsDgfFQo7bWkElF0JFlJrK0rtrK20ABDQR1bqjX5810Sf1cipHG7NoN/aZn6vXcRXBylocTO8OQoq0JADIVj2CoaiAljK6lrxmqxYRNi6tjoaH595Mvn+vj13/oNhgf6aWsWXl1pxTN5FYvwVJloiOUFN6Xi783qKLmMhoqKahLpLPUOu1D5NxH0zbGEQYiPSiG06oVXEl7PLLZr3YMqMElGZqb/+jSBlQhxmZLykmL2tNfyysnLPPThh3CYVbxxaZSP/8LnSS/0Mbws4767tqP6OYb6D8xKkdG1NwCjQv8TVlaeF6PN2oJv7xwpLp8Xo5ZQg9e78otrsg9DUZMQ8vTcCELBoGjjt1ZFDPhnGJxMsW97449tMzwxQ2NDzb8ZM0/2dGFq2kTxOzQZMhpwcXU8zIEfO5ef3p5r+c7cvIv65lbej7zvBceIMBC5LMfVo98lXXsf26v1XB0YRm000dTSgSnl4U+/8nV+4//+XUKuWXRF5WKEM+VnwQ5cvYIIBITbVVBW045vfpiFVTlF2iQZuTI/4W7tUV2txsJKZG3yxypLSR0VBXJkSq1IsJ2UVNUy7/Kxb+cm+noH6BAjpEec0/TgLJYiLYmcDrPIo9JqrcglAvnXbMdiYv8ijl97XFgeXBCjfAaz1U5dRRHXR6fF7zSoUgGqG5q4dm2ITe1NOP1xGsVI3tc3APpC7MowJY0b6evqoqShleDCOJWVZSLsWkWxNiFRIyeRSJFMxd+a9CkUd6VOTti5QG3HJkoLrbidU8JY5vITG40iLCk0yESYJ0eeyRCIpymyGslkM/lJjVXCM3i8IhwrVBLEyNzUBG1NtfgiSXETVsFQSGtjDbcq7+uVIt1ilH7hyaPUt7fRPTjB5ZFFbttQyek35kiuLjHhXhBx/yymKhEG+JYY7n2DcZHoTvdcxrFxG1dOvMjw7BwZEUenRIcutWZYjsqZu/oyhtodrIxf4we9C5iyfoIibi6pEQazsMBESI137CgJTzGB6DTNtihdwWoWzr7MmOhMARG2vPrS31NiLhOhnJOx6SkunOunvCDCdx+5zlzKh0qh5/ilPjY0ipi/f06EhKMoCgu5+OwlVmafpqDtfl549hUqCps41TtIMuymuL6KBWeS2e7v47Hsplv83G6Uc+3YcRS2EsaCMs4feU7sv5IVzzhJmZOhE3N440tcff5VNKYsx0+cZvcdD2AShrTQ04u6VMbhE05a7B5ev+hidOYyNTUbRSK/gjfo4crodVTBEhGWLPLYiau4F2cJpZLIs0rR5gPUCuPsvXJchI0tlBcVcKvyvl4pUqM1YikX1ZWpXtGx9qNfvsLw9ApFxSIXEbF6ZDXN/p3NvPDcc3S0dOIUZcoEVg7dtoPqwgL6ekZQqtWolCKmrm3Dml5iJJJBthoTMXqWcFiMxKv+/JTxoEg2ZSJ5XBYxujK0QFFlOwueEHfs7eD5M2N8+PbNLC5NCwMViaIiIUZaBRWlFpKmGgyKJGqRK025w+xuLyInU+AXyW/OL3KliiqmRyeIp5MYTXayshByewPh+SE2trcT06rZ36jDGVaxocrKxcsDrKQLKElPU2YvFNWpJLKCknwbtNUU4E3pKM4G0YqkGpEvqMxaPM55qjtacIq8pa5jA7q0X5RJ9ShTi4w6Y8z2DRFWqkQly0IUsyhi+LGJ6lNCFBvcy0FhhDbsNiPexXlamxqxFVfhE4PI7o019IzMolQYiGRVZFbiFJfemm9FvilWs3/xiW+z8/4vUWq+4RXsH9F38nnSFfvZ1ljEe014VRiSxfyj3OTNV5+nfMudNL9LK73fCkiTIiUk1oE0KVJC4h1G+JIcEhIS/zaSR5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisgxtvKKkoZ06f4snHXyKCxK3KSG8fby2ikuXK8Wd5+chruHzet34p+sjRl5/j+ZeP8X55f+yNn8Ou0lNc3cSK6zyHv/8oaBJ4QwpqG+swxn24AxEyCit6VZrROQ87NzewvLJCxB1EU1LBpx+4E4kPPoN9p1hUObi9o5R40EOKBMevB/jCgcJ8H6mrKWVsdorvfftpPv2Z23nkkcdpPvhRMsOvoCttpKdngB37PsmurRXcCN6T0Mu09rzu2qHTUa4trKLSluFbjTA6cAGVWclwVw933P8AmzrbiflcWEwFJLQl2GVuJD74BMYuE8pZOfr8Ez/62Y6tG/B2ncl/DwYDaDRW8U1DcnGEb37rJdFXZCxcvoDLuh1XZIVkIA7RZW4UN9yjjF4+wsvdixTEPIQLK9hU7WDyWhcbPvppimqsTC0F2HpoN1P9vaiSQRo3bmbElUC1chKa70fig8+cL8htH/4UtT0nudQzRtzeyBunevjwZ+9n2uVD4buGqWwDvt5hCpurKKxqY3VuiKrt+0kv9FNYuZGsN0JJ241btEIWWvHkcvL1OZZ358GtFBfP9bBz385/w72tZ5ubnGyCS2cuEuedoa5jK1WFJm5l3tYTju+9oUhIvDdITzhKSLzDSIYiIbEOJEORkFgHN9xQ5kbO8Sd//Kc8/9qb6/6b7pOPMuH0kQgHOHnqFIEbud6/xLtElscfffZH/3rhsW/x3He/icvrY+3lqn/2p38ktJNvsBz48begjg100Tfp4kZzw8vDVoudA/sPcvvtu7lw9LtMuvRCYFpldjjCnD/Iw5tMdLnmkWcctOzfQfRaH9mUiszUS7Q3lLB4fYyZq7003nYbY6N9Qpy0o3fNUb+7icmxaRyWQs5cmGfvR5uZG1giG3cxuRSmvHk3Te0buHdLNRLvPYuXjzMwcI4DwY9Qgof5TBW//aV7fvTOk7otu/nkgw/iHu/mq490o7FkmewZp2TbJtqM0wxeylKgW+H0K/3c+8u/gnv6Grsf/CLV1nenS99wj5II+0XHDZCIx8iqNaRiPqYmpxkfd1JWlsXnWcFSWkMwlqWvvx+PL8rcopvlrF4o9xG05iRbH36Y7r4RylQGVkb7CcXDVJaU5/fzxtVJyu0mzIXVpOMZ1PoCdnXWYcssIFffmMW2JX4aWV66NMmH776Drz/2KsuRHLbUCMdefYNIYJFgOotzdBBfTOhu4wsUFqjEfTTSunUrxrCCqVAYlajUZtZeTWEtxbPs5NLlS8y61l/Fert8IMvD186+iKZyG00165u+0H/8URasO7nvn60M/0FjaWqUE0JLeWcCTy33PvQADpuRW5X3tY6STYR5+vWLfPrBQ1w4fozmfQ+i8k9wYdSXXx50ZGiSAw8/gGf4Clen/WxurcYVzFGQnCVRfpDc8jDLaSP37mhCQuLn4X2to8g1RlRaNa6RN3nhbDd+9zJ9I4PssC8yJq/CbregE2dV076d4oSKmekR5Ak/OpONpWCa5ior4WAUCYkbyXtSHl7xryDLGLhj+3Y8Sx4shrdWja+w68gVlRD1+5gcHSBqzLDqjxNaDZITp5qOrZLMqDGr36mJHBIS6+OGV73WQq8drXWUNDVgjo7RWVuAytrA5IyHtkI5MX05kWiUWEpUNYpK2be9k4VAFosyQJNRy8zMCDu37UJC4kYizfWSuGWR5npJSLzDSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAfy9Huw/LCExAcNyaNISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisA8lQJCTWgWQoEhLrQDIUCYl1IBmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDuUKeRUJC4t9G8igSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisA8lQJCTWgWQoEhLrQDIUCYl1IBmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oHy7WwcCvqRkLgVkTyKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDr4icp8Jpvj/cP76Vx+EmneLgq5GokPFv9/WlcD8oswZssAAAAASUVORK5CYII=" /></span>Разницы с налоговым учетом:​​​​​внереализационный доход</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span> Несовпадение выручки из декларации с выпиской с расчетного счета</div>
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" /></span> Разницы с налоговым учетом: продажа металлолома</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="55"><strong>Еще три ответа на частые запросы по НДС</strong></span></h3>
<p>&nbsp;</p>
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" /></span>Восстановление НДС при малой стоимости ОС и запасов</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Освобождение от НДС при реализации медицинских товаров</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расхождения в отчете из-за округления показателей</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="59">Пояснения по налогу на прибыль</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="61">Пояснения по налогу на прибыль составьте в произвольной форме. Как правило, инспекторов интересует убыток в отчетности. Они также сравнивают данные декларации по налогу на прибыль с декларацией по НДС, бухгалтерской отчетностью, выписками по расчетным счетам и другими документами. </span></p>
<p><span data-role="phrase" data-phrase-id="61">Данные часто несопоставимы, и это обоснованно. Но безопаснее ответить на требование, чтобы избежать штрафа.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="62"><strong>Пояснения на случай убытков и снижения выручки</strong></span></h3>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>В декларации отразили убыток</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Убыток в нескольких периодах</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Сезонный спад выручки</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="66"><strong>Ответы на вопросы по амортизации и амортизационной премии</strong></span></h3>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Амортизацию отразили, а по имуществу не отчитались</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span> Амортизационную премию отразили, а стоимость ОС уменьшилась</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="69"><strong>Пояснения на случай, если показатели в декларации по налогу на прибыль отличаются от данных в других отчетах</strong></span></h3>
<p>&nbsp;</p>
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" /></span>Доходы отличаются от данных отчета о финансовых результатах</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расходы отличаются от данных отчета о финансовых результатах</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Прибыль отличается от данных в бухотчетности</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Разные показатели выручки в отчетности по НДС и налогу на прибыль</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в декларации отличаются от поступлений на расчетный счет</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Дебиторка в балансе не соответствует налоговой выручке</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="76"><strong>Пояснения на случай, если показатели в декларации по налогу на прибыль отличаются от данных в других отчетах</strong></span></h3>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы отличаются от данных отчета о финансовых результатах</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расходы отличаются от данных отчета о финансовых результатах</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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dliu9vzPnrjI5MXj9A0WihBPJH+zvhWe/z5Tt7ePjaP/gP/z+H2ZlZRZ6qRzl7cXZ3jHKTFHOjjjxBJKStOvYXGHmit1IV7WVcZeVrnoT9es2s7I4RrZUlHwUkqvxo5X8xZdtxRiLEFt1sLmujAC55Gmz0MioUWjNweFeIysrSlWD5DmxOIG4jmbJKzzLA2h0RiLhiIwMWooqS8nWhBg4eRZrYQEun5cdO9aLoZktsb2X5jrJb8J+EUiWhO9ZOBO5GJNR8ozSnswlUr5exTM/w+y8DYd9jZqWOjraOygtq5DR5a2bHaByFMWP4PX6yM+38GaYn3dQKOXgyxKi7dmSyb0pMR79u8f54Gc/QTZv7bH9PLwhw1EJ5dYkNSnymdOT1DW1sLGhlLKq+vTPfQsT9C3FCNqnqaopxbPixlRcjK1viOoNmxntvyjeynqGhqc5eO9Ovn98kr11OkbnVzlw+3ZO9g5TbZDSbVh8E62LuLmChZkJtuy4nYWrp4iWtDJ3tYfuux8h1HuIgtZtTI2MsWVPBy8eOs/tOzs5caKHmoZCHAG9VLLi6RVb3vfQft5uqCVV3wGkJkV6HEsSAhlEDCv87d/8OTZ3SBLpWZZXltITHEcXPHQ3l5Dnm6SkawuB4CLbNmzAEnXRZw9jsVSQnxOjZ0HKvfleeqc9LMg+UpMl3Y5JpoNGbMtuikVoqZxo065t6ILZtNZaCCxMsRiMoMkrY0ES/UOHXmFsrI+sogbaOtcTiURweIKMzcwzMjfHrY4Syi1KalJkcedd7G4twShOvKW6E33EI1WvHoZm7ATGe9Fl5zO4lEWDxPvXTh5DE3bx0qWLTE4HqE3YcK760xMfqwsMIio/9sHT9Fy+zFpcQyTLiD44Lx5IFitLc5LjTPOPjz0l+1xlxOZjeXaSyxfOMzwyInmJkYL8SppLzIRCbgwmI7lZa4SCbnZ2NbKlu5NbHRV63aKM2HqZcHtwxCf5ePcn0z7GP09gXE1Vil6f4KjVXPcAPC4neoMWx4qHitp6FmenqRXzMDU5srokNz1ZsqwwT8q8PrISifRkSa38P/U1EfGm9+1cnMVizMaX0FNfUSw/X0WjlRKvQypsJSYWZR8Vxdb0BEyNNp7et1kbwVJc8bbskVWO8g7kquQenRs38u1Hv8H+vVsZmZyT6lOI2g172dx6fT3iU688iaG6i+nJGT7w4IE3snv6zx9hPmTkvjt288uCMhzfAcxcfJW/fvI8v/vbXyAnaucvvnmEL7VvEhdeS/+SlvVi5o3ORdlRmCuh0wwO2wIh7xyeZC5eT4gjL30fZziL6UuD1G3fxPljp9i1p4uz/fO8d08xr/Ws4HP7aNmwkZJsLxO2ANliMh4Ww7BQ8p/NndW8k1A5yi1K6pF0Bl02a2IiXr54mY/tLOXPv3YInWaNSNDLgi9Mubjhzz57nIuD4wTXIiTFJKysX8+a3izfB+kbGqNtfTULKf+joo7q0mwGp+ZxGEpYcycw6UJMnznN1LCP2KKDiekZlpdXWQ3aeaehQq9blNRdjENzTu7YvYXzIpQtbdX0jUnyrdVRJ7nH2JKbkNvFll37JG9J4HJ6sYmpp88txilVslTuYHd4RHBGCouK8AfDVOTpcawm0CV85OYXYJeKl86Yi0UbJZB63F1WkqYNLWIu5v/se2BuAVSO8g4gNW9rflVDjj5BQ3WVOO7ZWHSpe7SWGFyO0fj6pMi6cjNhrZh5qzYCmkI8CzMUVTfgXxwir34LcfckpZWNDPT00dLdRcTvw2LO5nLvlFSrGhicdNBaaca/lpDXPPhi+RRoHOKvVEvyb04n/wGXHb84/rXFWdhEaPaRAZra20WcTurq6+i7Nvr6fK63F29EKGoKyy2Kb3GQ544Ni7FXRGItKaVYLw5/AqMuwcC1AZLBJS5cs5PvOsG8sZMLJ48zMz1JhXmVqfl5eq8M4QvlcfXKUYo0fqbnvbjj2Rz+7tdxx7LI8Q9xYdYJzgnWAm6G3QYqygo5euI4Jfkmxuc9RBYnOD3jp+/sURFGN4/96R/RunMnhuAyQxN2Lh2/wLyIxRqaQFPdTZ4hs3b2i+KNTGFROcotSrbZwoD4JZXFNaxJTz/ce46ssJtkLMz545ewe/3UF6xSXFGf3j6eV4i+oBhr+QYxBLfjmhjDUqijRsK0yJoYjp1tHDl1DJfHzvDyGs1lFmw2F4XGBDnmfCkLaykyGaSythlDVoSZ2VEGRnpZlsLAZz/3cYaf/nusD3yKM6cGiJLPjs4GpmMxOkvivNIzRzR6ay9SoUaUW5TU46qLKyTkctvILaxJ3/ZbVFJBcNVLecdmanINjLmsWPKyCZFLRXiG8tpmTpw6RSJuxiyeiaWoipBzhrqOvRx/6Rgf+dD7aKopYneDjBzTeh66fT2XbCYay0043QFmr7xE1FRGzO9iY/c2tm/bjk6vY3RohM57HyQ+cokNXZsxlhaTmwgREj+nqW2DeDB1bF3/9quSqUmRCkUGKB/lHUB6UuSFRbo31HL+3DV2NGhYNtTJiBKiptzKhvb1nL50VUKrGoyuq8SaDhDoffYHkxgbWqp49fA1HnnPTl4+P8WeuhwuTSzR3NzI6LiN1mLxYdw6PvDAftyLNi6Pjsj77OxoyWIsXEK51sHotCd9P4w3HGF7RYKFgtvYUaPn/MgC9flZXJtZoqm+mYWFBfZubOWV3gWq9U6KWjbj7D1Kfpt8tS+CIZeFgV5ad+1lfrQfa2M3C8PXePCB3Xzr+CQH1lu5MDiR3tewbZkP338Hv2hUjnKLkpoUOTM2Qq4pH23Yy9LiDKUlJYxdOUvzxm1o3RPkFZVJBeowS44VaZALLLq91ycxztvJSXoZdEfQZelw2ezUb9hOTWFh+j6QGjEpu3ffTaXh+uT4i70DlDVvY1PxGlMrHjp3HKCzswP77DTemLx/boDnDr1Cfnmj5DI68g0x1ndd3199mUQr8t/i7AAxfYiyykImLp/i1WvjXJtKTdoso7TYwpQvyJprRrbJpuf8i9zdoWcsUJietFnbvOFf9hVb42agcpRbFMf4JYZdcSbmVzjfO8K93VZGHEniIT8uR0AaVyPDg8MkxFjs7+thLmph5uppcopqMUjWQlLPkm2MpoZaMSOz8C4MMOkSv2XkNWaCJYxeOkQsrxqtTkNpVoDR2QWujk1Tke0jWLCRXPcA88lKfuWRfRy5MsFdLSbsulqa8yMc6Z1mbbGPSa+OPBG0dy3K1EAfMwsr1JRYCBmKsMhIlDDoicZzKDKbmbx4msbdB6QaN8jmjlYuXZ6gfWMHJ0+fRReYZ0KOLbWvKZuHTR0t3AhUjvIOILVS5KJTEviKapwSGlmtlrQHksixplePLCyrZlX8jdTESH10NX33Yq78/weTGCuKsdldP1hQIhby4I/o5N8x4tlWtBEPcb1RigQ+Nra3pCddRvX5YjamnjGhQYpg6ZUqK2Q0mJ6eld+fWqROl66OpSZD5ohpmdqfRfpWTV45VjEoU5Mofat+rMUVeFYW5dgqMOiux/+p/RcWFeIKaSmUAoTT5aEg9/q+Usfo8fh/aF83AmU4KhQZoG7cUihuMEooCkUGKKEoFBmghKJQZIASikKRAUooCkUG3FChjAxc4vLQOM9++2sspR+C8cMsjffTP7bE4KWjry+VGeXI95+Un9k4/OzT/Ji3pJmaGie1mNrzh14kvUnMx5kLvUQCTr734rH0NrPDlzjbO8HS5AiDsr+Qczp9DNNXTzKx6EGheDPcUGc+PN/Psj+HkekFNq2v58SRV1haXCCCniIxxMyFeh796+9QU12Lc26ayqoayhqrCPrdFFl0DK9a0QfsDA4Opg2pYYefmrJinn71FBtrStEmIgyNh3A5Z8VZ9jPad4agE2q714tra+Xy4dO4NQH8i3PEnKMMJ5sZHR3B5XKyvrkBheJfc1PvR7k2Z6ehrYGXj55j045dOAb7GV76l1+zvbuDF85f5ezAMCG9Hrc4vxZLDRHXEu4FJ2N9p0i6hgjHNCSzctIHaLXmo7MUiVNsYsPGeuLhIImkiSytFU+Wn6QMM/qojy37WshKZGHWu6gR5znFxuIIWXoUijfFDZ09nMgpomudBf/sELXVTfSNjVC/63YW7CM4VrKJ+Z20372P+s5qpuYcpNpvavE2sznJSLKIu3fWEnbA5VkfO0uTjIW16f0Wa4PpZ4GMTgxjyjNRWVmHzb5MR9cmAj2DRF0LXBgfZ9EZZ3N7HbMLpSLCGAWhJZwRK7u27UCheDOoKSyKdyw37X6U8bNPcTFUi2PoEp/81GfSk9n8rnke/fvvs/+RrVRUtEkYZeXYkRep2ngnUye+Tudd7+Hl7z3LutY91NV46R+YprR+E6uzo/j02TKShKk2mhgZmeBXfvdT/J9Z0tiFUwzPrhCTbZLueQ5+6FfpPyVJf0GN/HsSh7uAd92/iSOvvYwrXorGM0Pruo2MDp3gnjv2c/jiDJ37dtNaZEWh+Enc0BylsLCQ0IxUoxISSg308t//9M8kgS+ktsLChf4+/vS//hWSe6eX8kwt+1lfVZaaDkpIMvK1MitxUktvarBWVFFXW4zBkM3uDSUsxVbpW/GTHfHz6De/wd/89V/zX/7T73F+YIx+T5wN7ZVcujrN+OwkoWiC+TUTdrtTCgIuXKk9ZpvZs3MXJVE7dZt243GNpZ+9EYtFuHL1KtfGM+9ZFO9MbqhQZpdWiORX4ZqdZnDgAgNT8wxcvEJh1z7KUo+yz0pgki9LoxdkFHAwPnwV2/wcfslFJs+eRiuVrxWnh5iIaCGsoaveyolzgxRioCzHjyMCQe8i1Y3rsBpyqSivoKVAxxMvDXLvvg523vc+Ip4lklIVi8eiaLKiGBI+rvX28Wd/+Vckcgvpf+0wsbyNnO4ZkTymlOKSNh7a0YhC8dNQOYriHYuaZq9Q3GCUUBSKDBChJFEoFD8dNaIoFBmghKJQZIASikKRAUooCkUGKKEoFBmghHID6Tl/CrvLj+KXD7VI9w3i8LPPUdraxMvfeYwt+3bhWw0SCa/RvX0Pk1cvkW3OIZI0sr6+hMnxKfwJDXFfQLbdw+xIL3ann1yjkfyqFhLLo6xF1nju8gzvP7iTYCSevt8mpM0jL+IlkV+cXtkx9agHS34+xhwzvlCEHZs7ULw1KKHcIMLSkBta27ny4iHCy8vocrPpOX6NsG2cwYiZ1qoCcosb0Jtl5OkbQh+30z/tJKd5EzXGLGzJNa7MQ8HR32ah5B7cbgfv2lTDuXPnMRmzsQ04sZQVYc66xqg7j1zfKrriMgw4WLW2UhCHjSIUtTr0W4MSyg1i594DvPz9p2m58xHKjSGm7H7y64up7mjFPT7L+vJcFuNZxP1RTCXl6Hwe6lu3wloIvTaJPisLg3eSsj2fJWfVS+3GGgZXQtSV5hFES6nVQ2VbMc6FCgpDAWprm1nyr1JWuoV4MkFuaRXqRs63jiyv25HM0mSWqqhJkW8dQdc0Tx0Z46PvvxvFLwY1KfIWxFRYf0NFEvMt8g9/+zc/cWUbxRtDhV5vlESEp775FYLGFh6+rZI//u/PYNIOU1i3nYbqIp5/8TT7Dt5Fz+kp9u8pxJdVysDJ0+zYs5n5yV4Gh+w8+PHPMnPxOVZ1LfRcPkW5JY+4IU4WFZh1c2gLGomsOviD3/+3/NUffxlzmYYcSyktLVV84389yj2f/C1mJ4bQhdxcHRqnu6MaRyDK/Mgy+UVammqruDLkobPRwKn+Je7fXI7izaFGlDdIIuInLCmzOemVSlYeFdVNVJZbWJOGuiqVru23bceYl4MhvkZMa6S9cwv1IqDkmpOe0XGKaypYWpqndWsX/tUI27ZtoshkprCiGvfYENllVXhTT88yJ8jOy6XYXIElvkh2QRVhyW8K16/HsxqmvEx+XpJPRbkZXV4Z23e00NhQiVETweHzYcnTEAz7id/aD+N926BylJ8Dj8eDwWzFpEswbXOA6wrfvxzj1z5yP87FaYhGiETjFFVWp4fsWEgabLaZkO/6QnzW0goiXg96qWYhwguSI3/C+EMxzEYd/qgesz5BXkkZiwuy/1g0/RCdpNbMajSG1ahLCzYq32v1OnIt+ficzvT36X3k5YkIV9NfdVoDVmseih/lDT5ISAlF8c5EJfMKxQ1GCUWhyAAlFIUiA264UCZHBhiZXEp//8+TBFOJZ8/5cz9mwmCIYPDHF/rn7Cvcagz09JFapH9oaIj0x5JS8uWeYUnGg1wemk5vY7dNMja9iN9lZ3bFn151P7Wy/7RUvBZXPOmfp87f4kTv6yv+k15ONvV96muK3ktn0vsPrTrldw0T9Kxw7NgpIrEIg+M2eUF+PjbNrciVKz1c6e35sU9DuJncUB+l7/hR/Hn5XDzyDCON5dRuaOGZxx6jan0tZeU1HL9wkQ8c3I/HKdWfHAM9J1/Bb+3kzlYzl/qHpJKUR+u6Doy+Ub7053/Lb/3+H7K6OE9hUxu6NakiFeVy/tQJceeK01WgPGsRtpERkqkybVUl3vkJArHr6xXn5BaQjERY9btpb21geTXOuppCent7CRus5GTFxX9oY3DOxcDLz2LZtJ915lX0xY1MjQ7SvX0LU8NTaLP1rIWD6WqSJUdDWbFUkizV6KMeFjxraP2zhLIrqDCEsDlcXP3Od8he8xLVFGC3j1GwNsNr5+YYmY7Ttb4eTa6Vo4cu0mJaxrempSw/jL7lHmbHFygp99PdYOGfvnWZh/dvIOYaY9+2Nk6dOcWWPffz7WeO8W/2dXHuzCgxYy3atQhXr/XQ/N4HiXsDnLh0ihyfm5d7fHisreK71DJ47gSuMJitpViLi9AE3Gj02UzPzlDd0Cql6iV2rq+kbz5M0j2N0VKCX841QRfZFS1E3E6M2jC+QBCNLpvy+g00Sjl8ZKBHhO2jrKycuMZAUXaE6ZUILaU5OL1BVteS5Jpy5UrEiQb8rMWj6WqeJUePRpMqfRfTVlvKleFR2urKmFyJs7G5mpmRHpLJOM3ru3k7cUOFsrIaoKKhi3rzZS7O+9n/7nauHLnAivgGdx54gMtH/p7E1nKeeb6PvfcfZHZulrkrM9zb/F48vgTR6QHGFu3E4zo6tnYzePg4OWY3fTPLIBfqoQ8dFCFkE7nyNda2fpLeC1fY267n/PkVlqdnqCnW8MoJG1trC+iZ7+HAgV+TBp7gO+eHqdEEyS+5h8XpJQI+acDr6vn/vvin5OgsNO07IB7GMS41HcQw+FUunTegjRq5NH4ZYzTBQnCFbetaGJocxO6JsXnvg+RF7VIaXmJHWzNr5RWs+cfIr6xlweniyqidtjs0eMJJtlVYODEP3tkR8TQOimdiYFNnHWFniPxomCIRu19vZGXwGK7oQfZuyuVAjYbDfYNE3TF2i1AKC4vS5ze1wmapNNJowkWO1kOddACvPj8lorFQ0V7Fyuw4hUY5j1RiHxwnfmAPK+EETscss1M24vooE6OTHLjnAI75Na6GRrkt388fPeXk/TsqWY7ExPRc5dnXerDYZunY68exMI1Lp6XFUoAxX8MzNh+/8Z57sV1eQFPtZHBwRUrTYnTmGKXDyGbBXsSG0jBPPHaEvIZmwisBiko0GLNFOM4kzpominyDrLvrV+QTyUg6PI7JnMOrJ/tFKB+goLAg/Vnzst9eWcENfT5KTXUZw70n5MKV8PEHNvH8y6/R2t1Fd30JR8/20rZnv2xTT5Y2iXtqkvLG7ZQZFrkivW19nUEaYVK8A3Ggy3IkZOllQ/dOHB6fdIeVbN26TnpfE8NjMwS1RdKbesWkq8HpDGAsrMYb8LHjnodpLUmy4PVRWN7M3IKL4mIdlbnZ4jHk0r6umfmB84TEj8gqKOX2ze3kV9VicExTsekAoYlL0qs3kxQfpLIsi9BaQvpDE501cmz+QmpLzVTUtdHesVGEu0pCV0B9QwmxeA71lWVcPXaUg/fuk5GxnPUyepXlJjg9q2d7Sz6reisleQb6jz+JW/Zp1ZswFjURCQdIGsvIzTZx++5tLEsPX9qxj+a8VUpLK2msr2Rp5CKa4hbWbJfJKWjCPjtPrrFAfBLxUMxGmurEyXeJcBqquWAz0VakQyfeSV19LWO9wyTl8s7O2Nm+exfFcg790SQmzTIJh59IYRObygy4Ihq0rmk0hhw0MlLll5ZR21Ip/o+VPJOJ3Kib/PoGkkENLdLJLNnG8cQ15OQUYDKaqbfq8eoLpQOR85LUUlizXq6XmcqmZvINZsoKdURMNVQW69HnVYhwDFSUFIiAJ/GH19AkYmxsX8/Z3jGsiWX0ld1vuVjeyPNR3rY+yle+9F/58Gf/IL3Q988iFecPzQfZvLGdTDj6/FNUbT5Am/T27wxC/NPffY+Pffajas7Sv+KWMhydtjFeOPQqe9/1ABdfu8S+O7fTM7JAvUkS08U4jzy0/625uIkQZ46+iqlyPd3tLT92k4B7geMXh9m+Zx/FJtXEftm4aY99OHPoO1wZspGTTHB1FX7lXd0Sco1gn3FSX6XHtbBCeVsnayE/FTlxpqKl/M6vf4Tbdy4zcO0Kd3fomfAkZKiOMTA0jq4wX6poPXz9y89w+/7NjM1Ps6GxllfPTZNbaKG+qYmP3H8H0wNneOx7Pdx1Zzs9ly/Tvr6dJ79xnE/9j/+M7cjjuLR5BManSRjChCUf0K5aWA7b0ZtLaDSP8eKz2dQYpQJXVEh1+wPc3QyXT52jasttRLwOEfMQ/Y4Id962FcU7kxsaBGZL7D3jDhMPacnT+PFKObh3cJSC4mpKSqtpqK6lqbGMI+f60FQ0k6fTYJ++ykv985gNebxwaoZiacyDMw66N9Th9pqoqyqkrmkr4eAqprxCVoJJCvN1JKXa9Nqxk+kyqEH0HpVSrNvlpay6hogE5YXGbKJSvPElDOQXFRDyaAj6kmRJrjIuCWQgnEVTuRmDLk7IkCVxdhTbxGR6EqHL42XILh9obRWjyYopmWR0wsbS8gIRNcnwHckNDb0iqy4CSZ2UElNJkjY9ec/jGOHRb/bwW//hs0Rds+nkMDU50GKV6k0oSlF+NrZlDxW19fg9HgpytVJ2jWLWRrAUp56XkpCG65N9abGvRpE34XP7sEgSG1nzseQxsqmthIAk4HpNNk7Zh1GS15CMajopI5sNqZad8iB8rx+lDnmrVIDMUuL1k9SZRDwitHAIrVb3g0mECfkTkZ85fZLY50uCK8nnqieEwZLH26wgo/g5uWk5ytjFl7lmC5FdUMF9d/x8z018/Inv8ZFH7uWbz7zIRz/wft4sEb+XI0dOsveuuxmfHqPMpKd/2sM9d+54i6clJHjmW1+lo3s7Z2fW2FYV42yPjea6SpKxZWxSwv3wge0/8q5XnnkMY3E9JVI1WldbzBsl4LHz3aeOsO+2TfT1jHDwgZ2cHHGzs2KNV3tcPPLwz875nnv+OYkOYuzcu5+Tp8+gNxazZV0pgwO9eIMmHnz4nh9sG/PNyjVP0tVe9yP7OXHqOJu37c2oIHMzuGk5ilGXZFDKtx0b9TjHe/jSkyfp3tzG1auLbG5OQmEXKxdfIly7gxwpRRaK/zAg/sfWTZ3YFkN88gP3UCNl9NQTsnTaeHqfV156mteu9VNbswGbc4XPfPpzzPQd4ckzE+jci4QSWVKyrWbHujpevjhFXUkOReJnmLPWmF5OsLO9QMqaLRLW9RC0T2KyZHN3o5aBxQjeS49yfCCJ2Bo4xCzLa+sQ49DA+d5TFJgrZORYIeBPUNy0jskzF6nf3EQ0mcNo3yj1HY0SwjnY3Gpg33t/nZHXHud03wQbOzYzJSPiJz74HhwyYp48fxqNdT1VpRU01MK1/vPsfu+v0p53far8177yt1R0bOPi5Sk+/xsfZ1WMxJ0Fq4xrcnnm8a+hl/elpu47Y6W0loUkd3MQkFPTXJmHbXROzNxWElqjlHpHMLTczkcP7uT+Ax08f2WOvZ1lnFjMk5F6hB6nk+aCKPMLEzz/1DNUt+xmZPAMjxy4g2986xAbOhvQmop4cGctc9FaPrNrjf/2199gy4H7yXcO8NV/OMLBX/08dqkYLkdgufcCYQmpi8R3efrl83S1vo+v/u3f4o7lsX7bLinTm3jmpcNcHvJKddHPos8i5f71bGxtYn7wBE+dnqQ2OMo8FlbFs0q1k/6Tl9iytZKIoQSfzZN+NGF4foaGjd1M9p3nA7/6GzRW3ZwZ7DdU6qG4uN3im0yMTlAkDm1VcRn5cT+26V60+a2Su0TZsLUZZ/8wQ84EObEoDeJnHD17gbI8U3ofbpc7/dXz+ledOPjNbRWMSOPbumk9U86IuNzLfPJ9D9FUXMimdV00tTXyRK+PLc0WceeX8JlqOXvsMFVVRVjEBBvsG2F1ZY7hiTHWJNeZtPvT4Vc0t1p6eHl9NrXCSQHDo8NYsqJUVzfTLAIYk33p8xrSLrM+McqUXUN2vkGOysDUUD9xu4eB8RksemSUMNLaVsS1eWmQJQZC0ZgYp3E+8K77CHpd9I2vSMqzSGGeNIy5fnH/F8Wj0dPUXCWmJulz5BVzNOycFR9IXGzxcPzTK3hySjCs+qXAEU/d5sKsy5c+r+vbGmju6KS6NJdXz16hc2sb5liuOOk2XusZo7NMx8LsonhI8fT9M9Ul+Rwe0lJuMYjI91CZHOGOzgrG7T4Jd2upLtfTJ9dNb6kgOD3I+KSNlg31uKXD84RCtMu5DywMsuRaJZcgLuc1orOzDPZeoUI8maOXJ9PHYBI/5vQ3v8nF02fFY2og2+tOH/ek+CWTgwNMj0xyaWCSlrw1tt5+F/vvv/MH7WR2cSLdTnQi/CkpykRXHWzf3IrrUh+dXZvS99jcLG5o6GWfG2dIkt62jm7ywxP81aF5PvrQZibGxsVxFTPKbGJy1ka+SeL8HC1GSxGhlQXKSi1iwpWkQ43+/n4xyuq4OjTBnh2bmR3qwS4JfGWRBV9Mz/rmelz2OenVjPjnh5kaHqJ+9100ieGVymGiHoeIK5ccabwGa6U0kFwm5KI3NTfh9XnJFxd4cNIhiXwOp89eFoPNSmVBklhCh9Gaz7KkMhapuoXCYdzz41zqn+U3vvBZLl+89IPPKXqnXkxRuy/1THsZkbbtZHp0SHKziBiW8plCcTnO2vR0m+KiMlxuF5OjA5SJuUlZE+aAlL/Xb6fYIiPbwIgUKSxiCE5LGfoOBi8ek+O3UCyjYsDtIFvK0r6FeRIlbdKLTGMbH+aqp4jPfWgPo5MLZCdW8fgj6edhJoyFWDQy6oza2LxrG2PXpuhqzufSdIByGcFSOV9uVkBCpdRUmUKuTK4QW54UAzZbih9Z+BMmdm/rTs/X82ut6Sklqe+j+iLaGivSc/eqWrrEPEw9dzNEKOBkdiVMdW6UZbcfk8nMotNNPCuHHZ2NfOkv/oSW+36L2qTkpnKemxrrsUoPlbp+7kQepuA0kaCXb532/lA7KS4pkjx0Bfuym7KyMvQyyi+LQFPHdiN5W/goQenFwvK10PrDT9tNTeyzWt/88GmblN7PWsbcwAlquu4SFzg7PSmxRUY0z8IkuqJGzHEXV8fdbO0oYWLWR51UuVI9NbEIThnum8qMadGU5sYIayxUlxUSC8pxay1EpHdzSY8/KYLdskscbauJG83K7DALa+Z/1SCt0iCrGe8/h6Gyg9pic3q7VIiWmqPmi+rls7Sxxo+e15/FspyT0sqf/axKv88nlb0w4wODhGKwdde+n5ljXH9PhCJryQ/93LOyiDav7Kc67P/cTlJFG03Ygz1spMKiYd6TlHNRznDPZRq6t6Svd3V9tYy81zu9G8FNy1FSF3RoXEqsoQBR+eg1pflMO2xM2wNs7O5O93b/1x9/id//wm+ilxwloZcQReLtrHgMp/TGeZJol5g0BBIaCQFKiAcD5JpMVJZYOdM7KqGWhhGHhj3rzFxddlG4aqdQenS/XNDY1ePYHHGmn3+eIenlPv+xRgIrbpzDx3jSVY8uK4+Ye5U5aglPXSDkDdL0q+/n9FOPsefhOwmthdJCmT37TTxtH2fpzGFqN95DY0mIwaFh9kgI8K+PYUdHNf29/enGZJbwMeXpzF67SGv3JvrPXiS/+EcnF5pzs6RoF6NCcqYSvYNnLi7SmOvk5WsJQvnVLPSeYaSmjJINHUx868u89/P/DqTyFgkF8Y1fJdh+j1zcJWRclM5AemOp8vlW7FS3dTM1KTF/voQ4ASOdRTpWZIRM+JyQW0xLlZUvffmrfO7zX2BVStyhSFDOvTV9blO3NCc805Jf5hKQkCdPG8AbiXL2tZe5572fxLc0x7jThUaqiPpc6SxkG6vGg9lazpQ7Jp2RB7c/IKNiHjnS2LMMRTKyXM+/5u0O1iS0q5RwdcbhZXNbPRNSgrdUNBKVDkkvpq8vUUCJdFRnBsbY3dkiBYNLjOmlDaxZaLE4GV4KcvWbXxHjQcOJi4XUsEwgr46NZb9YA/iGzvW6fG0M27ydwau99I45eOnwS/giWtZs05JE6zl25gKWvBzCA9dw+Mc4f/EK/WOSW+xYx4WjF5h3i9lo8jMwMs/I+BCumRG5eEUSL4+S7b7CuMcqI5JfwiY9vmQBC0tO9N4ZEoWtYiJOEbM28lLvAJutdryWTbTVlYoAYN63RnWe9ML5ZmLaXBZGB1khj+1bOjBlxXj1+DnGL0mcf+d+TGEHruxG9u1oY2xwkaq6OiwllZy9eB5N3JHOU1LH0NFVxgWpYtlGXqLfVsDhoy9LrK9nTgQ4eHxYzEwN33/tOKPPvky2hA6rqzKKTZ4lutCPO7eB0rUpbJpGOk0ujogpu/WOeymNzHJsbo17772d1Rnxnxpbefyr3yWvqpqafD3G5k0cfuUEK73fkxBRiz8witNvxi6NOdfXxwUJuXr6l6itzOLUyZNMXHiRWMNdjJ5/loKcACueMEe/dYQJKYsvOPSszr9M//lRJqUDaSyIc/T0OfbfeZCSolKujY5x78F7ef77j9M/IddBX45NBNVzZUVGwl4JjYc5J7llItfCtm1bJcep5NDhM8xNL9DaWp9uC7P2Va4eP0OuFB6mr/QxtTyNN7bG6OmrDMhok5pTdv5KP7u7JG/1+miRYkpkxcVSTCel+gR1BjcBcy2O0WMS3u6iR6pu27dvZTFRRmPRm1/u743M9bqhQskJO5lYCvHhj76P0PIKbevqZei+jZXAGnfcvpfy7DAnLvezeet2AkE/2ToD5VVVkkjX4Q1H+fAuI2OhaoKOadZ17ZPKUzZ1bRspjS4zGa1gU7OVsIQfbZ1d2Mb6aWxtwxnWiSlZjE5fwIRUmN5z927m7AnqS4uYmR6gb9LHNhGMdGzUlJlxugPi7ldQtW4rWs88FNdJfC/5U1kDtfU1LC2uEJJ01THRR5mUqY6KqYmmiGZzkGm5QJvqTOljqCnOY9bhIiYOZUREcM/ezazMTFImAsmSmH1FXquSEaq8pYVmqSjF1rxyDBES1mqKJQ5v7NidbsjzawU8+O6HGTx/GGfQyK+9W8rJ0qHkSz6xrqmRUmkQ+mTqCYIBGQmkALJqo759G0t2KQxUrCfLZGFfayGDXiulxQVSbLBKA/SzFsuieMMeSi0mqvK0jEyM0rnzdqkoyohgzcZj91IvnUBRQS1J8ag0MqLG9PlsWCe5kJSGRwev0rhhMybxj8qLRIzzNgl9OjAuz5NTbmX9+m6KxUCOue0i5DYKJBoo1PspqZRRY26eBumYRhZ8fPi+Ns7YLJTIv1fsYfLk+PLyC6SKl4NJ8itjUVW6+DEkVS7H6GkcWVYatDF0BjPNm3dz/pWjdO19F0ND0zxy734GpOJ4196uG1KFeiNCIZWj+LzOjP7eCJ554qtJqer82NdOv/BkMhp3J7/6D08m4/LvoydP/5Q9xZNLc1PJhQVHcm7JmXQ7FpJTU1NJtzuQdC7NJVeC8fQ2U1ML6a1XnO7X3xa+/r18XXKupr+63avJn5eAcyr55AvHk79Q/tU5ypSnv/n3PzjvqWP+hydeyfi9qe0fk+0z+n1yPj0e7w/+efbIC8lo8u1Jpu0+9feGJvMeiVVjkTAarcTikjRrkl5eOtbHQw89jFXi1ojfk76Lr76+npXFafxxo5RWo2l3XKu9fgxWSVLtEqqlZ4pIPJytl31pDOTlGlleXExXbqLS+5UVWvjSF/8TDzzyfp49M81DW3I5d3GCgKacHJ1PqkbV3LdvO68deU0SdQPOGRsb9z9IXmSawYl5DFJ21srPF1YC6KUK99CDd5JwLhHLNuGTMq0xHpYc5BLGqnb2bGpF8cvHTUvm+469xOD4OAuBhNT5u3Auj1Ar5cBUwnu9RuPiN9/9G/x/zz3B2nA/g8NLkK8lX/KX0cEsDNkLUor9PV78+lNctUl+0FjKsMPJ3Z3VVLTt4Orl82iXbDw37OHP/vyLEosXSJi1QFFRIda8Cjp25nPq1DC7Dr6HtjILGvl0bRKejQ/30nZbB8PeAEanjb1N2fzTRR8PbWvkqA0eaRFvIxjlO1/7Ntn1tRjm56lLmVxeP1XGRTluJZR3Ojc0R3Ev2Zlzh/jQJz7D6MWz7NzaKT201OgtFlzLcyIEo1TDJOatqKG6yEAsJ5/kqov61hbiPqnu5OayeWOXOLiSe8wvYq3Ip6zATI4hF13IR15JhdTUpZy6cxe7uxu5fOEiHRu6WVhcEK9kUAw9yXtyTLiWRokmzBToPDx2uJeOxjou9i9z2+7NNEjF9ZXhIJ3tTXjErW4ps0rCv0ZHa7OUIsUnaOqkva6SrPI6NMtSVRMjUpe+eSkbxS8Xb+jGLTF2kmgyE8rPCr0uHHsKbdVeEo5rFEuDaygr+sFrPjECzVJnfytm/USDQTH5vFiKKphbdFJTUfRz7CXEn/w/X+b3/8vvcO78WTZu2YVF3YLyS80bCb3SIwo3aEQpzDMyM3xRSn3iM2zp/OH3ilue2W95Yzzx4mu01ZZxXEq81so6Kop/3uVD9ezdvyst5BNSddrW2c6VgQGSfh+HXzpBS+e6t3xtp+newwwv+zn3/HPU1JXwyuETDI/bCbvHOXn8NPniilv+j6poahKlb9XHjDOa9oHeKCEZqZ/69vcoKCvhhWeOU12czZlLkpuFVzh9bULyybqf+bmvXT5D/+AgS37JQ6ePcepcPzkFVUwPnpYK3jlKGzsx/avjHhnpxVpc/iP7TRmw5+aiNJT+YpaAfSMjyg3tM89fHKa0fS+Lh77H5f5+xoavoUlosUr4otfrCQZDZPnXaJLy7qCYay3bDuIYeg1Psox7t1fwd09doqm9EffwoJRq89Eb66VUPIY+O18Sb0l08kuZGhxmx23tUobWcN/t3ekigG12lNyaRkaunsOR1HJ15KqUSatZ00R58OH3MHftDAOT84inSSjopby4mM7WCvqnXOSIuVYlRpgGLdPzXh44sDs9MTMiZufFK8MUV1TQ3l7MsbEQ62JjnLp6jebmRnwuuyT9OtqaG5gd7ydaVIdzcEROfpLs2lrKZTgKLgyTX9cpvtIY3esq6b08QaPkXcX16yWHSvLssV5MBeVovdN073s3FqOOv3zyNKYceF9eAVu2ruPYoeOcWqnmNz/yXimpwuOPf5PqDV3MXL7Eez/2MbKNJtZVmHnNV8bSUC/XHH7xTODS5QU2Sm5nDzpxjc9SUlVBbNWLX3yJVQl3b99QQc+Ij498+H72710vhZDjdHdUMeaJo415OXZxge7NEo7aYzh6nkFjLROPaQmPqZX5vquSM1ayNDabPoYTpwf49S98hke//Q2uSBn+1z92kP/1Z18iq3Y7v/HuXXz1yeN8+N1dLM9OUFrbxlNPPMf7P1krZuSgHINT2gR8+BN3c+zI81ye1GHybJPjDtLRUEXcWEVr9c2/ZfuGdpI1Zbn47GNihkWw5ISIRsWRHZ6Wi3YZt2OJp8/088qzl1mW76e8kqOsDLM8MS25whKm3Gx5T6H0ng4u9xwjpivHIT/PlRxi6vR5Xuy34Z5fxu9McvT4MXHtr68RFvUupCc+jg6MY5ZGExdDy2jK5/ScnwZLJD2JckJ6291791NqiNFQUZJeIujQlTmKC0wcP3KVq44ETz/3kuzs+l1ZqYmZjql+JsYGCHuWWJbfW1GQTSIeSH+mc9LwPDLSXL10gkQyTqH0wp7ZZPq4/fEkpdl+2YeLi9MT4vesElwe49D3jhAIuzl86DmSyRjZ4m1oVpMsX3oKWyCXiUWXuNEJ7jp4n7j1cTHu5uXvIjFTAXHxRaYX54iJUKqKU258KP27lgOvT6L0rBGT0DMRD/L8N87IdgGmbTNyrhb47tNHxGTNk0qkmPTEaW4o4cLh70iHsUZOVpCo28aJQQft1aXMSUehjcfT+7t9ewsvHh2lpUQE703Stb6GBU0ZseVBMVYTuCcjPzgGo8bH5OQEGr2ZRmuAqwMjWGrWpY97dHKaEvGjekfHcXlWuXb4e2zsauGJo+elS08dQ5jZwZN89/nDBAzFFBTl4nTY5bgPcWlwhsX5Md4O3NAcJcU/T5xbHL+CZ01LPKGj0qqVJD4Ll2uV6roq9Fk6VqWU3LiuXRzxE+kJf61mP3/8v1/m1z/zrh9MjktKOLQ4PysJdosYWwtiCtYRC/splATfHTGmJ1Gmfl/Lxi3SmBeobpQEfV4uiCT1FlMuSyE9W9Zfn0SZuhlM61+QizCNQ1z725ss6UmUmliEbJMBM2vi1v/LxMwGcYkTkdX0JMrLvVNs2byO88ePEpKSdWF+vpSog2QZpRgRDVEkcYVLhiufx8PJV45z/8c/hnbVnp6smCLgcVJWU5+e/VpWaiW3tAlr1MHogju99lU8HqOjoyM9ATQhedziyAQzU0OUN6zHbveIyLtZWo6zrbuJATm2f55E2bnjDqZ6j2HJt2Aqqke/5sHu9hNKysgpx5Oa+Ng7Msmzz5/l//p3v0nYtYDBWsjkyCiW8nqiErLVV1kYen0S5ZS46Z0b6rkwskS5KSpGcKOE03r6L0nRZOsOeuVcF0v5flxMWZ1BOg5x1lPHUKDxc+LsALv27STgmGNMBJd68GrqvI/NB+T7dTJChwiEgtgcK+mR4kzvEEWFJXLOnOnzXNOyEffgyzw/4Odz77tTjnuOjk2pkC0/PSXmreANTYq80UL5SaRWQEx9+D27ftJ95zHpcfxveLLfGyW1quKa9LDWvJ9cxYp4bIyKi9zZ1swbIhHh8f/5v9n3oQ+IcPR0t5Sm5zydH1mgq0RLz+KaSNFJOK+arpb6n7orp8TrgzMRNnVWcPF8P/vvPcBI73mi+nKq8leZ8eWwsamcIy+9TO2Ou1i4eJKO2+9hdHiA2zqrePKFPg7ctVd8KQOLNhFqddnbf/3cmAjJGf65cq2fh5vmo3jmRvjHZ05TJ+GSU3oPg3xwtyPKuo4Sll0hfNFsCZXm8ISymJucw1holrBJJxffQnxlluYdB6nS9nNEwqKSHA8ztgDZkk+sb6riyoVJGputRAylEtM6CCY0xLzLFJZUYV/x856P/hs8117lu6fsUg6W3yO9p82XJV6Kjl1drVTtuAft/CD/9HIPhbowxC0US+MNyPC/vBSksUIvYV4zd+3bzXe/+TUGlvx88MCDnJiyYQitsW7TeiYvHANjnoyYmyTsOi8lYy3FRXJ8e+/kwqHX+PinP0BDaxVPHblGk26JZOheutpMDE/bqM22sDC6wKZHDnDoiVd/RCivPvG3ZJe10dfXz50H30dwuhejvOfp509gD9ewQ8KuqZUVLImrvPj4RSr2f5bu9mb2HdzDdx5/hdJNOzl6uoesuIuZMTdN5THJ42xssbZSISK5JRDjubrsxs/SvhHc0E7m6oyd/R2lTA4laSw2SsjURk4yyZQkvTk5OfIz6TQk+TZnLVGkDWEukv512Edk5Sq6+ttZGbvM5NQstVYNrV372CKNtqa+HftIH37vKKsSMsUkTLFdnUnPZu3cuwMWs5hfWZCqj4RQBfXsaK8kHF/DmcynrWsT9+4+QL8jjoTaTCx4eO99d6dvcw3aF5lfXKaldR3tVcVoDFlcOPcaT756nkRBA/u6arBJ0mtfsBFZmEMv+cvm7k3se+h+Rk6eoqO9i43rGlhw6Xj2se9i0prSJ7NAKjxFejsTqwmSutTdmnmSpGulYLCVtnVVkjfM0XT73vT5Wpkd4qUTF9PPW5w3dTPvS6aPeb1UvOI5VjyBNfLMxbTXiGkrvz8vW4/HnaCi80HyddcfSjQ+Zue+u9tY83spkJKYNttMpZyzi8MrEqKqR9LdKG5oebhGfJOekWm2dJgZnV1hVUIpY3EJVWY9dbU1rOU20JCvQVO6iTukFGufGpdqVQmWgkbyo9PsuP9DVJQWYI/mUmNJsuLxcunMZR760EdZdkreoQ1Kxcoq8XgqNwhQViaVrZxEepXBOvFOUnH92LSdnFyJa60V6LxLNG/upjQ/m6KCIipl36dOneL9H/qgmIyrdKyvIyFVOW8wIpU1E9m5hXzwoQNoPJMcurTMIwf24BVTMqekTBJ2a3rt4QiScFZWUKSRqtiEk4ObCgnlWOS4dBQW5mKTkO3A7TtZtS9RUl0v8buX6bllgm5x+K21TEllamFO4vT1TZjyS2iWnC0lptjSNTZu3s6ivF6+vlsKDnl417LZKjnWsuRaSTmOqhIxXis2iUkqYXB+Mcs2G0MDV6C0C6Nrgu5tm/DNjUvOlUdeRTN1xgDhnAK1GMZP4KYZjqmbsv55tZPiito3vahAKp9I3Y+weV3tj309dZOVN6ij6PUbnH4cs7PTFFfW80byQY+MUKlYuaPtR290WlmYJmqwir+yiKGokeJ/leukVpw366N4fFHJDczcCNL7lPOYynWCoRh6i/UX0PATTE/PUiqfIbXUampFnFRhwmpN5VwujNIOjMYfDpFS12JJRtGY+DKpuXw/DxG/i1AsR/IBqeKlVsuRKqXOZE3fAGaQju9G5/Q3LUexXXmJE2NrBMMePvRvPsmKI0St9IK+0PUl/FOTIvVmqfpokjz5ne9x24MPSBxuRPLN9GRJo+X6UkapE50SybI/Tn25Cbv0nFqj8QfPJdRICTgoAVROZIGvfPMMn/93n0m76NPT03IxLWmxWlLreol3Y8rNIxyO4F1xoLGYpCwaTT1UEYtZyqxy8VNfcwsr5PeKyEMJ6iuKCYW1mHNzZT8r0jASRLK0WAxaHKl7z+V1Z0AqyRjRxENS2XGRW1JBwjHMiYFFNC4pY+vLeOjBAwSWZuXC69Ir76duS041eJddQjmtmUg4dd++Mb2QhpSKri+blBXFoMlO93SFZRUEZi7x/UkT795SzbdeOEK1ziuFiCIefvd98lltWORcRFPRgHhBRvncPrtdyupGsuXzaaSipI2GMWq1+CWfS926+39+7qjGmJ5cmhJFqin8y3Em+Prf/TceefdH6B93sqEhn5Mn+sU4bCQgFctq6RzuvWM3s45VrObU0wNyyI57eO6ZF8lJ+Hjfr/4eQZdDjslMyOkgW655KLWMlMVMTI4p9ZmvH4OUyBNZ0rGspie7OuQ6X+iZlJFW9mgspDXWh7fpQyxcO0WutVzyx73cLG6oUFK3+G6/bR1L9mmOP/UsOWV6/n4iQn1RVtq1L6kq4Jv/47t84vc+KoZAA0PnT3JqeIFPf+x+vvpXL0poNERu672M2ew0mxx88xWb5AKlLE2eZGAwRFBKqVqnF2NDO22SiMeW5qTHc8j2H6Y2cpHTfctius2il3KlPaecpekZSvJNlLatp2hRQp5oobi+WZzojVDXHCCyVkgkMsunfvevWHjpu/zJ02N841t/xtXTT4s/EMJQ3IRTyrAjg0t8+tP38NwLAxjz3QyMJ7l3Z7GUuyU/Ofoav/q7f8IjHflYc53MuA00Vl2fZPnc97+HfdmBubwFU2EZv3ZPO8+/fISG2jJOHu4jkEhgrW+gvlAKGlEXr74wwb//3Yf53T/6J377//0id9RXkWf0pm+EC0ilLrcgC1M8LI3QzhnxQhZCpRw/dYGu2gibD36BgtV+xv055LqmGBTvoyovi7WCFlbl30U+EUtJlgg6iCvhRBeUHro6h9/5tffzwqEXcAd81FSWYK1s4+G79lBaVcvs5DBFRW1U1TSzZXucvguX+fDv/QHmqJTCbVd49qmzbNzWzqjHwGfetZ/2hlJpBaWkBtnvPPoXmLsOMnvkCcpv/xAJ2X58JUx5abWYrHrcNg/NtbkySq7iWY1TXbNLOpcthKVjmZTOJyq5bVl1E17Zo0+ENOtYE6Fw07ihQgnFkoQ0CfEypjHoDBJHF7KxVsKQkjyyE0E0mhy27NlI1HPdv0itsJKIJcRdN9DUvY586WGdYug111czem6UIklOU6s2rumKufO+7eId9FLStVWMu7DU1nOw5udgWavBqJcPksgnIRbvug2tGLKlUBAu4oD0QD3HD9NabGJkVpLrLD1xnZ4Co0tyoVYJ2xLkZmWnh3STxPwf+WCBNFhJwKV3zy+T3CnpZUFcvttvq6NXXPyyKsl9imrZ0CY5g0FHVk6M9334o+wTMXs8s3gDMXHJS3BJlaxMjj1fqmjZki9lSwGirK4OnfguBknOWzZsweHLYzo1q1mc/aQk+KVVbdx5Vw6r8TzZ5wfpaioSI3Yy/WyR2rZapr1TGJMaVnI6mRfPKFt63BxNHp/42Huk0dpku2n04sFUxDyMyQijSeaQzMnHoo/gD4XR5ZeSE5MGmJNHQ1kBwRUT9S2vP06ipgqjR86DjE4N9an1uSQCSOqpbWxn0pa6U/X59Io5LZu6eE46wNaqDVIlLKJa3P4s/7L4RKb0QumLfr2MKKusyihc2bgZrSFArG4zFUVGRudFwIY1smQE2SEFiz7dLPHQJFMTy3Tv2I7ZbOTMS99kKt5ItX6VrMIG5l0rJAsDtDe2YG7o4mbylvkoTz32FXa961eoyPv5Zt2GJME2ipEnqfqbKM35+Lu/P8SnP/ORH9pHIiKizf7JZcinHvuaHPuHf+jYE+kjSU1tiUqyfCNmEv/4Y8uESKr4IMcQSZ+jH38s/zxBdUvLvyz48LM+948jNeF0JXWff5GFOU+QmjexyEbfiZdFCFW8a38HbwfelobjW4nPPsF3js7wwfffecNm/L4ovkb3wU9T8SZ2uGSb5X8++jRf/I+/ldH2qYT9H7/0p1RuPUhEqmAN2x+i/8wL7Ny2ixefe5L3/eZ/ptqI4gZx05L509/+JseXw2ytTzDis1AvfsmlOQNFiQVq7voERStnJQZd4fkzTglv9JhDK7jyyjH5Auzf28zU5CxjEuKsOd3s+pXP8LH7d/EfPvVhSu/7NTwnv8G1FSudG1sJLs+xMHuZsq0fxCIhR2VBCReuXmDDxvWw0Mt3Dp3jwwdbuHxtMr0/vSGb/QfvoWvHLiYk//jnY8g3GRi7conWdc3ktWwjMnKBPb/xx3QwxJUrl+nz5rOvwUjP7ASnnxri3R9/gDPHTry+v9vF4BtAY5RKxFIv3Xc8hF5fQacYfecGJtl82wE2NlipKzClR6OvffF/Mrq6wFjvCJ3d66necRv9j/4dofpNVIknEmt6iD/+9EE++msf5dyrpyTEvJOQY5z6MjFjHaNypfRM2Ff5yhf/Hzbddxvu5VnxZjp54e++z74vfJSe81P88Rc+guKt4Yb6KH7PMm3bdhN22tAV10seEkOrE59ieZScUjHFXEvUbLmH2jwNAdeaVGRy2Lh7JyWFhTjGT5NlrWddax21BbUkxEDbsG0ji5Ne8QQqJE6toKujSXwPHVYRxq6t68iVqMMqlbJEJJZ+DETLpr34lybxLXhZcY+iFd9iXWsDH/vYRxmYX+K2znVcvNDzg2OIime38d5H2NlZS2VNDcfktWDSSKkhzNjkNFXlzQSDy4zPr1KUzKNt/z5KLZrX97dCUSxIS2MRhSXlrCy6qJS4eucdu+juFh9EQpUV2xRzXh2d7Q1cO3kGY12NVM+qKam0UiYxd6mEdmXiLxWL31JYXM6Gqjz+6dFv0713O5NXzlNU0cL4xDDrttxOlgRod25Zj9Pj5rbdHUzO+aQCZqYoPykpRZjxyQXWVVdRUPTWTgH6ZeKm+Sg/TEzyjNT6wQmJo29MvDDae4IBh5H33L3tJ2whhQQxJo3ihOulQvbPsX//5TPkVHfT+gamR7z83S9T2P0etrWU/shr1/fXwXOPfo3f+r0v3LSnWIWCgfS5DUjelKvuwHzD3LQcZXboApel3Cule/bf+/Db7oGVCsW/5qblKJqwi5rW7rSPMnwpNdM1jm8xQkG5jrjGxPyih8YynZRSw1SU5adXGMzSlrHo9mAS7yNbmyDs12EsyyO+4sQsoUR1RZP8VeGE4ubylnX5DtuyOOJBzp3skYReXPFsK9HlCC6fj0RoGfv8Micvn8OzMkMy4GF+cJArCzGGJFkel9r97OIUo2LeKZEo3g7c4NDrEjPifrsHT7Di0VHYUC7lVSMu94oYkfkYCVEviaw7nE3UsURETMmCwnwWF23pu930hiSBqJ5cfTT9SOy4Npua6gZaa4pRKG40Ny1HSfkAI/Yw+REP9lUPdS2dFObduCQzdUPVciSHmrI3LxyneByT08tUVOezmnpMw/p1OCVkXNVayQ+v4I3qqK0sljJxL0XV6/FMXqFtzwFswz20NDVyrmeC9m1bGD9xhKrtu1mdG6F5/fXHEkxNTdJQU8axE310dFbTe8XGgXt2o3h7cdNylBTnrvTxcFc1Xq8Wx3AvM0YrBeYsHKtrZMWDOFaCGJNxjFY94ZAGU2ElTRX5nOkfJT87gjaRjcliweH2Evd4pPxrorSpmcbaai73XObcuJN777kXt5Rjs3KlPJyI4nbYiMnok5rWPjkyzVqWjERS/q3Zso3Z3l627dnFwIUzrCW04qEEaF2/lWvXLlFWXo5XZ2XRdiEtlOOvnSC/tkVc7XNsv+ugCEVDQ0sFpy6K/5PfwtSLr6AJzqH1L5JMmpgTsRVVmXj20BN0NmxmbcTGunorZ8+fo9yym/7hcbp3dGPQDDCxskKFtRj1FO5bkxubzGeb0yuJFNW3kRz+DuFkDrZolKUlD7naJKNXY5R3FDDVM8Jqjp9i8WUSzYUEpy+yZfNOjr70HNNTUaprIKdhB/kBP6s6B0MvnOdC5RbxaVy0WGOMzM7S99ohCpLlbH34ALk5JjQVrQyfe4lEdjVl+T6eenaFmpEZCjQFbNviZHBulTX3POUF+eRvEzHqNSTiWayKgF2uQGp2E25DPqbIqngcNSwvzcnnWU/c5qWrqZKrLh06czZGg5XCxp1cOfpdjOUb0eaW0GLqY3x6SLyQStrb9lBVKNsV1bNtvUN8pIT4LKU0Favw8VbmhhqOMd8S/UPjFIlhl1vYyvKsjWh2PmaSxLMM4sbHiEfcJCVvyTbkUtLYilmv5fbNTTx7boKPfOh9+NY81JSYKS2vYSUYIhhO3YNRzQcfOQiLFzlxdY5tG1oJpx5Tllsgo5W8HnSRJwZeLKGh0hCidznJjjYTnpgWS4Wedeu7WBjtpXHz7XiXxEjc0I1Vr+fCkE/EZiO3pp2Id5XW3Bi6wkYarREZxTawMtTD4bMXMFdtRDN5no1bdtM3OpdeOyyYKGVXdwWXL4xy+517CUiVLiWOqgIDZwemyVpbZVHMy/jEMS7OBJjvH6C4Zb0I9K1Y3Uzx83DTDcfUs9jfCgsl9SzCqelJNnVv/pHXUjdUBaW31/ls0tirKbW+vaplQc8qJusvZmE3RWbctJUil5Zm+dP/8jdokiESOaUUWm6sW5y6776ivOLHvmbKkyTclENeQamEYjm8GSLOKR598hUKCnQ89p2n2bFlC2PnjvDc8ydo6d7AV77+NNs3tXP+5e/y/VP9+BaGuNA7zUzPM+TVdfOtL38JeyAbc2KUv/ynSyT8C+TVtGCMrPD417/MQsTKyW/8hbj7myixvj0XU3gncNNWiiwvr+VXf+1Bytq6uPjKdzn37QHmCrews8zPqXEvCacDdzyJdslJ2JKUHCWRngz4Hx8u4d/+9uN0PLiXyOw18Gmo2trJqowS2RYt//iH/8BfPvG/Gew9y8JylDhrtG3exsiFAX77M3v59G9+hd/6zN2Su8zjS+RSXbmB2YnU4nTa9BphHbvulFJzIdq1JfF3FllYmicvlCXHoOVP/vQvGT32bV665qRgeQjNXZ/h3vIwHVu30Se+zsb666Nov0/Hvr3tHD3aS07R9anrO+59P8kXDhPReyVRFxM1r5VEdA1nWMJQ+wz337Wd1pwpphZCnPzi3/Ef/+TzvP8DH2bIkaDjgXtZTGhR3Brc0BHFPj3Ak6/1UmUtJxDyYNYY8eRLo3LbKSmvRBs1UV5bKC5nmLqmGkrq16UnA1rifozmJKvkS4yfQzxexIPv3s/I1DLlkhhXpRZikyrZSjiHDWVZkgvIqBJw0y8iuOvuvUxdW6J0XSPBQJLckhq80yMyGhilGuZj3cYWrHlGqrLj6UfMzQ+O0NjdhSErzDoZHbo2bGS45xIFZbXp5zJaGrZSW5zN4KmXaNiwhZEBqY7JMWbFI1y8MkVjUzGjk/Pi7Uj59/BzrFkqKczX444VyFhuI8tcRV2hntbNe/FO9NO4404Wp8Ypriunpb6UJ77xT9TUNzC/tERebik6CVFNqRnIil84Nz1HWRgfoaixLeM8xeOUMnCRJX0/u/FnTO7rO/I0S5YO7t3WgkLxZnjH3bilUPw8vBGhqOm9CkUGKKEoFBmghKJQZIASikKRATdUKAOvPcH//NM/5rV+GwpFJvScPErs9e+/+5X/wZf++q8Zm5y9/oOQkz/+73/Of/6Lx68/Tv0mcoNXirQQXMvCNnyGJ8bM6FLT1VPeR2cDC+IphNf0LAXjHDywicuX+tjQ2MTF1LyohI5y0yJedxJd7UYmBnrZvXszE7NL+Jf9/JtPfYBCXZBvPfGy2OarBFMLyUUTGMWbqSnQMDHnILSwSDI7ln52IAE7UUMD7c156dcKDeKLjC9SWm3Fb1+hoKGMdVseYlPtjVkfWPFzkogw1vcyY6ESPnhPJwWGCHPeKNP2AC2pZZ+NRdx9527sXhePfflR7nv/fp761jO0bNzG0vggxmwtfZem+JXf/x2aKt7ax9fd0BHF43HTufcBPvaBD5B0DNFUV8fU7Bzzc1NE9blEQmGcS9PMTNtYi2sYX1jGt7pC79FjXBkZp7TAgiE/H5PFxPxyEKM2yuqKnce/8RTR1UU8gRC5YiSmfh4KBqlpaGOm/xQnj50m6HcxKf5N/7mjJPKaxMF3vf7aOYb6hphbnE2/tuKY4PypU4RiKG4yY5deI3frJzj73D8wNjTJovh/zY21zK04mJlcov/ScQrN0smNTDJx6QyHT/Xg89ixTw2m28Ka105w1YUzvYjJW8sN9VEictCp1c9LTPDs6Ss8sHMTgWgETU4RnmVberXBRX+CWnHbU4+FIxrC5/aRrddgtuQS15vFpNRKR+MlmtBDPJQeco1mq4xW1vQC1xN9PUwkrLz7tg4C5KKJuNIrrZuNOvzS+lOLeMeToNdp0cRCP3g8XCgUpKS0LL3QNzojVrNJ9qkmKd5MUu0lpLWQWF0iggVN1JXuwEqr64n7V4nLH0O2gWWnF2IRiiqqcS7asJZWp9+jMZjxeD0/9+r5N91wTD0CwL9GunHfaIIeD+HUcxTz1PI8ijfHG7rDMYuk/Lmx90iknmnxVk2KNYn4brX5tn19fbjdbm4Gd9xxB4o3j7ox9RdAV9fNXYld8eZRPopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBmhi6gnaCsXPRI0oCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGaLSaBAqF4qejRhSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgA3RvZeNXnQqF4J6JGFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA36sMx9PJHn78HY6lh9HjDeKVmNAcWvx/wPl2zftIAOwLQAAAABJRU5ErkJggg==" /></span>Прибыль отличается от данных в бухотчетности</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Разные показатели выручки в отчетности по НДС и налогу на прибыль</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в декларации отличаются от поступлений на расчетный счет</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Дебиторка в балансе не соответствует налоговой выручке</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="83"><strong>Пояснения по прямым и косвенным расходам</strong></span></h3>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Прямые расходы больше, чем выручка от реализации</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Высокая доля косвенных расходов в отчетном периоде</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>В косвенных расходах отразили налоги другого региона</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="87">​​​​<strong>Ответы на вопросы по авансовым платежам</strong></span></h3>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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cY0RcqYJYYBWL8FxrtYhowMtyIEyV2FYclKOHn2NVUU10cYLa7Xdxx/Zqflak0OsmRKZUs7wwzt59t5MVxtC0bSvKiJs5hYXtpVGmAmkqTKJcLA8zGHSwq70K52gvL54ao6q6moICI5H5CUKhLIlECLXQWS5dOE3v4BBul5Nz4rvFpOFrX3mEVEbD+dcfx1DWQFmhmUe+823W5Ibl+ev0jC2ztbMVpVpJxjtBUuwvoNCweqWLNy++xPVJL69eixBZddHd003EPczl4Sn+7n8eYcvOQp548TxvnD/H2XMXUQbdjLlcnHrlOXxCRJ0Z6mdo+CzP/NVXsWy+m2pRx3YOneGv//w4+z68H61og5KKKtKBZWi9nYR/nJa6HzcU6QnHW5w1j9J3bZzrFw7z4tU+BvoGWRAC4mZDnFNjKlrLC5gPa1Bk1RTqYly4vPYsvSIfWicDHjwrPrxpYWz+FWEsXiEs5lhNyKgqLxfOIolG/OdcdlFiFwNnYoWZ6RGunHsjP4nyod2biOrshGNZlCLpHx6bEYO7SP7TNkbdK8RmelmOrpARFbZ0Ro4ttUj/9Wucv3CJlPi7eEzkP7VGBqcCyON+2puaRNhjICzXE4mmMVtteINhxicHheG6qN+6kbmpES4MTHF12IPGGqH3ygARcczvfO3PyZgsrJ5+nPqGJn4epBxFgokpJw11Ffw8LM07MYnE+sJLj7Lzw5/nRk4BC68GEXZMgdmYH/mz4v/X4wHeTo4ihV43NWkmp9zYCt5aXvvCG8+SSWd4/tg55JElDj/9KhlRHr50qleo91leePoNwoEFjp7sxy6bo3sxw8LVN+iZWKWxwsBjbwjPNHwOZ1jOeNdrjLjlXD9zmKjwDF0XL6FVp7g2No9OluHIS8fRy1Z57kSfqJAZea1rSHgyK4+/+DJtFQV878Q1ytQBzg3O0VBVzs+DWqtBr9Egy68rI1v3K+uk0OsW59j3vsN3v/tNjl4a4frEDM8+/4JIel1CPIwzPz/Joc2VpG31HHzgABNLUT6xz0S2oJVde1sw6OQsxmSUFjmIpGQsaUuxKhZwzs2jUsRI6Mvxzl3HXNHAytTr5Br2MNL3BvXb9zDzxjco2fMJTpw7Rdv+fVw69yr33b6Vvrk48kwCucYoArw0SnMpZmFUdluh8DxJPghIhnIT4qgoxKBXEZHJRWwtVHVbMbF0lsWpCVGJsvJGvxtHoYkVf44WTYInTi7j7nmOc9cmifmj6PXJvPYyv/Z+lGiQpWWhxbjcOKemUQcmRVWqmNXpQXKGZrIjp1FV7CU62YOm85PIhl6ivX0zvW8eo7p9H8dPnqPWoWJmdoZgMMjQ9HI+h5oW+8qIz6FZDx8EpBzlJuTMi49i3/UQ7SXvghZyEyFNipT4MZxOP0VWOHr8DBvaahicdLGy7ObQ3Q9QU1qY3+bK8efxaGsIL85w30c+kl/ce72svQLPtbBCYdtmPkjPcUmC4y3OwMU36VlM8Isfu1f04iWeePQ7/Mc/+H1SuSy+uIytpSL3qD7w1nP1ImdwT8+jsJgpEVrIpNAd3MNdXM9qCM9NkXOIsqpnElNxFX4h3JWVFTLlS5ARAqXcUkVrhZ6hawNcm1zkYExNZ0PpTflOSClHuQnRJJI4h/vxpaHv7EX84TjPXFkUecdqXrtY4+JrT/DS2UHePPyCyFmcKBJBui9ewOVbJZBMM9RzhqrWEjJzfZwUGoVXCJfPHDnGkE+NZ3SEyZUQ48de59Rz3eJ4SqqtWUKrMf7ulR4CN+GCLFLodRMyPXiFIVeAO++4gytnz7C1o44jF65hJEF7WyNTs06CsQy2mg1sLlEyPBsmHZsnWVBHcLQPS4mD+fFr5DSFrM0UaW4pgkyOGV+YxmIhNgbUmFR+PMJrKdNyjOUatDoj8XQBrR3lVDscfBCQchQJiXUgCY4SP+T/CI7hgIfv/8N3KSk0iBDqLCUOM8eECGiKLfD0c6exWmW8dGmS+Mwgh38GwfENEYYplClefOlV5LkfFxwVOR+vn7oMwXmefuY1zEVa/v7br+JwyHjmmXNs2Nb2niTLkuB4i3PyyW/wP7/6DSYm55idGeMHT7+I3mymtcaOc3okLzguBjJ5EfDi/FuCYyBrzouA6lwUbzzzLwTH6Snnzyw4Pnd+mv2dVWTsLdy/fxMVDZ3sba2isnETm1uq+CCkNJKh3ISYjXY8cZGrBKNEfEGKi4vIplLMhxVYCmvygmOhkFjWRMCmHwqOhep4XgRUyFQoddl/ITj6PUs/s+C4r8HMuf45st5BXuybYujkUcbiHnqPPc51l5NU7P1vKlKOInHLIukotzjjV44y4FVh1+vwhlOU6QPkZDr8OSvFilV2HridnitnKG7ciXKui0XbbhyxfuS2DcyO9VFWWsHrx66w77atnO3u4/69HVwaHGZDqYUJ9wrNVeX0TPv56AN33zIhiRR63YTolGm6h51s2LEB5cowIe8KmqIqho8/R/O2fSQWr5M01NLbe5nF0cssBWMMj8wy6/EwM9BHLB0nqZVR7NBjEol4WXUj9rCGki0HKdfoKWrfjjWm+EDkFu8UkqHchKytFLltUyOPfftJzl11YrAX4PX5KKqvYmxwEJXFgT8YQJn0c2bYxfiJpzjVO4ZryU/jjl2EZmaJRUNMz65QVWTB6XaSsMZZGe1nIqpmfqCXtDlHJnHrmIoUet2EaAxV2MJBdj10O66YEmPGjy6RofrgA6jSIeSGEmrVC9Td9THu2r2HmMZBNhEiGArhC8bp3N9M3DRGbYmBOeM+FOG15YccBFM5yssKycrT+TW4NB/gVSLfLlIyf5PiF15ArrGytq5wIBDEZDISCoUprqhi2ePHmpfElEI/sZKOBshks4TSWmyi4uURarzDZsxPh4/H0kTFloVWc36RByHIIDcXosmGUFtLSQZcb30GfeisdlKpLEaNqKjNuKmpKRWfTvH58z09+W4hJfO3OONdx5hSVDJ+6gU6G+TI6j5Euvc4i5EM8yE5FSonO+uLxTad3LGpjCcPv849Ozdz/sJpOu98kAtXx/nIwc288NzTtAqhMWzcjsz7NKbWB4XBqJgSCf+yCM902mJhhlFMFi0anRZZUsXl0XF+4/MfE0WBa0wsrRCaG0BpfZgKq4YPMlKOchMyKYTGTZvaqTBoCAvV3FHRyNZdm5gY6GbHzh14F2c4dmlYeAAbSnMJlUUGCus3UNOyC6tKxorTRd/lU/hFKNa477MEFiZwRzOcfeFxCpVKKhw15FJxorYS4oFlluYmUZuFoBido6a6Bp3OSE19CZ3VjvziFMJd8UFH8ig3IXc89GEee/IRNHbRabOTIvQKIPPN0bD1IHubrJzWt3J3i4nVgJeEJ0W3M0fiyAuMOeO0+d00dW6modpIMpml59RLWBu3Ehn00bZnH8EEGAsKMBtkIkeR4bOUs2vXHs6fP8G2Pbcx/eL3GCmS8eixbu47tAN5Ub0QQD/Y3mQNKUeRuGWRXp8tIfEOIxmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHUnn4XWTt9QlPPP4oiaQYkYxt/OovfgiJDyaSobyLaIyFBL3L3Hvvbp7pVfPCI49St3sbA3391NR0kIuI8qQ2LVTuZUylJURDYRLxKPpkBFllM5ZYDEt1qRD0RiGnJZzM8fDdu3jyqePItTr06jQ6i4NoxE0kbeSzH7mLgXOvki2soefsBTZs2sLA1W6xTRFmVYJIRk97tYmZ1SxRcZxirRq5MoFSb2OP0Egk/nUkQ7lBxN0jDKWddLuWGO0+z6HbH8IdS/LxQ1X8xTPPc/BjH2F+YJRsIs4X95dyPQbPPP5N7r/3PsxaOT2uMHNvPsfUipMT33qB+m2buONAK6de6CKX9pIuassbil6r4anTPSSmB1lVW4nPL+IdcWKSreBeNTJeEuC+L/4S/+MPv81Dn/wiZQVJXjtyRDKUn4IkOL6LrL3F6sSRN6isdLCQEGp2ZIry5ibmvEFMWhPpdBSVVoXPH0Gjs5IMLJOVZ2kt1bGkrEOfcBGMRNFoDQTjaUJLcxhLqlhZXsFokFNs0RKLRIRX0JHS6dmxZQuLo8P4suD3+DCbi/IvIFXLo8jMVhIJDRZNBqXY39KSl2RYRlmlmlhaxZ5d27nVeJvLFXmEoawvp5cMReJmQpo9/HPSd+YcjuZOinRvvZxTa6tAn/KitdRjUwfwRVIkZWqUuRg2WyFuf4hMSk4uFkBvNFBVWya8RgpLapWQxsSe7dtYGe1lMZjBHQqhTIkcRKEgI4qOtgKLuGFxdAVWHMoMEZF7OOcWxTZxsU1ObKOmssJEb6+buz9yL5G5fsYjasrVMRLmJlwDb2Ip24QhNcPg1BJbt21l/Ho/1Z27WBi6SkvHRi5c7MJc0YTFoKexII07XsDmOitnuiZpdChYpoCJgTOojBaUsgyW4mbSqx5U9kIS7nnhDddmHMdFUSJJaUkhnlACvclEMqug2qZncn6OpoZ6Rhbi1JhC2Jt3U3wTzO/6p0jrev0zEu5BHnniWfoXwhzc18TRp19jYWYC/+ISysQcQ6OzXL/cjdmh4pUXnkdV0cjg4aMMTy8y3tdF96WrNO3p4JlvH2bnJg09MzkObG3mK//ff+fOj2zlL/7XI4zOhXCJjjhxYZgPf/4+vvJHX2bHQ5/huUf+gbQ2wps/eIlrotOFXeNcvzLD4vSb9Ey4uOPuByg0qvjzP/8a1VWVPPnsMeKLczhnJ3AuuFhxr1K6azeq2cv0hOykh1/g3JRDxGFX2buzia//2V8SivuIFW9h+fxj+HQOTp8/xeTUIPVFeiIlHVzpGsAzPoA8vUwcMxsaqnjl8e/h9C/x3N8fpmqzg6eeOoPJpuOrX3mUHQc7RTFiiEFfhNefO8l0/wBb7n1QFA943/N21vWSDOWfodQYWZqaoW7zQWqLdAw7F9GaHCS9k+jrd1JeXojdaqH19k9w39Zq3CLO11v1WG0Oih02mjsaiIazwkMUYjaqGbo2Ruf27cgzcXxxRN5QQHGhmWqLBlu1jeFzfaiFx1r2B6ivLqOotAydGMmLC62UFprENnbhCYqoqK2gqWUD8tAKw8IgKh0GCh1lrM5co2rnHZQUGtGpZbiX57BaS5AJz5Dyr1C/aRfypEd4uTam52cxWyopLq9le1slQ3PLbKitQaarotgkQ2m0Mn29i8Yt+3hgRwOrOjvjPZeZ8YboaKihtqUObUEpZqWG8gIlhZ17SIl8ae1VQPaiGhyaIspbTViLGyg2v/89ytt8z7yUo6yHwy8+w6F7P/a2XodwI3hnzysl9vdifn99l95k4947Md3EwbmUzEtIrANpmr2ExDuMZCgSEutAMhQJiXXwnhjK1OggAxPOH30fnXrr+8TAJaE/hP/Z1mmi0Z9cnVh7d2D4FlqE7UYQDLoI+MNI/Dg3PJl3T/cyMCeEuvAYw9Fiajs7mD32PLKCAupue5j+p77JL/yH/0RixU9aliO44uPl42f57V/5BE8/KnQLiwlLRScH24v4H//ldyjY+yvcXy9nKZChWpQwbbYSJvpP0bOYyr/DcOzKcRKmWkZ7zpFUC5FMpueBfR1cuOZEtTqKqmovlvAE3lgGrVqD3lZJZ7WWV187RVpXKkqzcGjXRs5cnMAzcxqnupM761VktTamx4bYeccddL92HkdDIdlUgimhv1Q4ClCIkrs/peLeuw6xOHQRD4W0F8t4/tg5UYPW4SguYMvWrfRc7qVUlHr7xjy0VVmEiJdjYmKGTdvamZvyExMdt3nnIZaudaEsroFIEK1BRiiaxb24SFtTBUNTvvwxmzbvwSr0j6MnzqAraUYfnaXj0H28+fzztO+7k/nRHpRyFbmcDLNeQU6hJBRL5fdjdtQRXLjOzNw8bYc+wz1thn+2n4+Lzylx/heoaewg6FukobqEyxO+fHt2DUywq7GEV051YS+2CQGyFXNxOargHFf7h9DqjXi9y1iLyvEuu6mrK2UlaaPMnGLJH0GV8OMNhPK/j4o2SDnnqBHXvbmumLMXz1Pb0Ej3ZVEKL9aRMhax4pzE7U1S5tATziiwp5NoS4sYHp/HZBGCams1rpUUe7d3/qt98X39IiH31BiLuQpqrAnO9s6zZdNG1HEXPcty7rhtO65LZyjZsJmLl06jURiETjDAwPVJ6jr3CiNIEpoKMT4+LNThMHKdgaw3gdKcoX+wT2ggOXHxaeJDM3iSIaobKzjVN4vTOUOFAgxif+ODUwSEkCdPBtHklFRs2greKbqGekiZqpm4do7tuw8xOzyJVR3GrIvxJ8+MUJVzEylrxZILEFRXEHGeIp7WorE76HvzESFEmpDlxkQndDDu7MUo1O3FxRn2bt3I0dP9+CauCnFuA/5ACV7XVXQqI91vPEkIA5a6JlaHvSyKgaHSUSTsSIcuHeZsTxc2nYZszkJ7k1DAj3URViYZHRRiYGIUxaqZ67EI0ckoC6ERdu2+i4KCnNBkdHiHniJVfS8LXS9xatiHxawXGkgVq9cHmE/HmQtkCURW8fUvCyNZ4trhLjSlhcgWgtS0ldHWUc1MT1RoDQOESw6y2H2UTbuaWJiMszTyMgVlnQxMu/CNzOFyzVNrTTKTMrPcn6SuTYMrmqO8opY3T75B+8ZaBgdniZn0XDs2SlG5msDEIBORJNloCI+IIpauzaO2h5mbSBCMeUn6xlA03kODGJv7z/Xg9awy2H+cpFIYnDheYElPcWMR1U3tBAemCMdGWE6oKRZ6Vi60iFeRJBU10lhb8q/2xff1i4SqWjei8vVwYV7G7//mJ5kdPMtE2MDvfnYvPa88imHbfZSajXRWNSAvUDO6YuJXP3Mnr7/2ClMrGjypZXKEcZS3CKMbJLA27WLtDbXpjBC9aqlpaCZXqGM1nMQgxMMGYUStjW3ElWnSqqzoDHo69h1kJaunQIzq4UCE1WgCnaWRgHMelRDTMgodufQqGY2JKxNh/uODW4iZi+kw5GioqUO5cA172TbCoTirbp+4wU0oFS40+lJc3nnM1gbGnCuYsiGiaWguVKKyiRHbFcCzPEQgJKO3p58NH/pVjKokkxdPMjnbgzUREZ1XKPJzI0SFEVu0BjyrcZKZEFNLMYJWh1DEC6hqsiFTVQm1fIESrZaUIZw/ZiQSJhGOi4FhEr9yAwbXOQprd7Czowql0oBv+BxxQ5ZitZIqq5YCjRJbvR6PR07D3s2ElpepFSJqMKnM78cdWSSQtKKdP0nLvo+I8/ezIjphrmQfrtGrbKosyLfn7v27GPekiC/NEkn3k9WUkkmkEIM/+5qLxSA2RzqrJrYwS3FHuTheAHVBCXaVQgxEom3sJhQFRoLLq8hNBuE0I2ATbboyTgYVOl0YvVmJobCBoHeJjLgWiy5AbHmYnv5r+NN+Mmoz6IqEV5wiLbzLyuwyPp+bd4obr6NkE7gDKexaMfIrzPnlN91ON/aKUuQJ4SVE556ZmaGmpuZHn//4d+KXP7ark8cPo3M0s6uz8SceaiXgp8BqwyX2UyT2sz7tLPuj8zn/3LdQdjzMxhp7XtD7icuDivPyBWKiU/PD65HnlyJdW5bUJH9rOdJ/PK7VqBOqfYghcXOng0nuv/duFKLpb7YlfAfOHsXWdpAKu553mud/8AgHHv4Mhe/AXLL3degVXnHz9b95RPR5pYhFhfs0wqXTh7k2q0Ix8yJzylKOHT5D2imS/CWP6GhmlJkw1/pGMRgUBOMZvO4lMeIFKCsro7G+Nr/ftUXe4nExGq8sITZBJ0bap5/4rvAmFXz/299j04EDRIThLHmDIln1koglCEST+RBs0e0V41aaxSURhuhUwtUfZnrexfBCmhJdjhPnTrKluZKuKz2EjRVidFkQIyRoxTHIZfjO3/xvYkoTq14/5eWljE9OcfTiEPrVfo72eFieGGVpwSXyAo3IF76DoukQgdk+Fn0RPEsuqqoqWP3h+UdXvWREWLbonEUnz/Hk9x9DYzKK0CItzjtELBAW7ZYhnYiTycRFeLckvImVnDDO1eCKaBuvuBJR6FhdIZHMsCTaKibaSi3PsiRyA5X4jIjiyOpKkIgw2lBYeKFMBoVai3PWidVq5ufFUd0orvXdmezVunETevU7M13g7YReN3yCgtFm42N3tfOyiDvj3gsU//avsvO2+1icWGB8OIG5Xoc+Ps6qbi/zg5ewVG8iE/ZQs7FadMhXUaRFrH/fl1gRHWpkKMBv/sbn0IurmLp+ntO9ozRYjOi33cMdovPUVDjQGB08+MDdLIqwJ9p9gdcvHCOaMjKi0vPlPY2sFtXRPzuNUZHl5NUx/vL/+xM6D9yHe/gqob0PkHC+RmFpTd7T+V1OHO0JLr7yGg0PPZBf4HrNy3344x/ia4/1UVWRJqW2sbFCT9Tnov3jnyN87hyGlJtXpw10qpR87N/9Hi89eVKEj0o0Iml1yBZwi7yqv28QpQghvHETkfGvU9iwi28NzbF/WzOnT51FJxLwmDAkfZkD79wospifXo+JQ6Ua7vrV32Dg6gVKKqtEznad8Td8nOsfZIfItRb7/HTcJeJ2Yy3XX3ieWJGOTRu2sjDgxFSYRm0wszh2matjyfzcsod+8Tc51FmGxI9zwz3KogiDMqYqbHqRL4gRduOWJl546QiOiirsugxGo15UoDRUlDiwWIq5Y7/IBfzCs4ikb27KS21NActJHcUFBjEiRDFabBRZTYxNTmMtaaJS9F1TeRvFJg0DAwMiti1gXoz0dXUNYj+zzMf1qBQyDu3YQFIrOsnCCjox+inFKJUT1ZQtjWUcfelZrK0HWLp8lPqN+5kfHxRGYRdWbqLWUYJzYoTtB3fi8cVQJEXcnjRQW1WCVRQMqhvb815Ta7ChiC2R0hSw4g5TaDdQIzr52OgIOnEuyuhKvhCQTceoqm1hcuAytuompoZH2L9zK6PuNPtbRYUolBAJqkYUAYKiCigcmCyL379KQ0sbH/3wg0REG3Ru2cLC1DQ+/wopMQCkZWYKRY5nyIVQ5MK0bd9K99nrNFeV4iixYLbbiLjdJHJp4VmVomJXxoe2b8DetIH6UitGswnl+rrEB5qbclLk0KSPtno7NxOpqMhlREm0rKx03X8Ti0aFYa8v9s+K/9bu7JlXX6Z5134c9n/ZfmmxP8T+bsUHk6RJkRIS60CaFCkh8Q4jGYqExDqQDEVCYh3ccEMJBNwcPXGKLlEOfS8JivLy8XNDJIIerpy7SiLgZF5oEH7XJMOi8vR2WRi9yBsnTue/X+3upvtqd/7diD3i++jCP1eIU8y5fD9xP17XDEvBNO8WTlF1DETfvf3/mwhx9mc9/tzUAM5/pc1uBDe82CEX9f/VhVmmhAjX2WDnqUdeRCVKwnq1nDAWTNoIhXo18xEju5ut9CwJbSUTYuOGjVxdSGLzDXJteoqS6g3EknE6Sk2cujJCUYVNlIRtTLnmaO7YwpLQYBp3P0jviVdQ27VYbJVc7x6hsU2UcWu2s7VcR3xmkudcV9nS0kLPzIoQ4VbY0lQhRMB5WlubeP7Jf6C0ZceP7au8qRLfQoCHPvspTrx+GJPKTGdHIc9fjvDRDWn+/vtPU1zZSItqhm8/NkRl5z5yx1/E/JlfQ7nqJ5hMYhVX+s1H3+D//U+/yOGnnsIXzmAurOdjD27jW//rD3AVP8xv3F9D7+A8+3Z2YChqQJZa5fCJN0RJXYsqFcWfVFMgExUrkx2jem2iY5JwSAiMM0467zjItd5rbK3SMBdU8vG7d3PyzGlKyqv4+t9+h9sefIC4rJiH9jbx4ptXMKtSbG8sYSlTgDXl4+y4n81bNjB09Sr15iyZompme86BqJrJlQVkI6KkbiygzJzDG44RDqpJx8dEqb4Z99J1zBWdqDVmPvKh3bx2RNzfgiYWxq+INm3jK3/xN/zhf/2vPNfbjz3pJKoUmpPCyG23f4jLZ84jqtvIE29dn00to0CUsr2rcVyD3WQdDfz6lz75nsxkeE9Cr0BghZAnRVboKFUdu9FrwsxFZIz1DlNbkGV4WVQkImFeHVmhULFKMh3m8rGnyRmKyC7J2bHJyoLHTYXKgzOsplRbQLlFhSuowpYupN3kI1u2nesDl2horEcXlDPR1y1EPg2DYqRXCP1Ap9NgaS4Xja4lncoI3cMqVHkFep1BKNgrQt2Wo45b/sW+ArNxfIt9+MNZLLGoOKYCnRgpDcK4DUL5XF2blLk2VyqRIJv/uQZ7wVvTLS4OnGZq3MPi7BxVBtHxL83TsKkdh1Di48FpXnvxJQrbD+FIpZkIJpmcGeTy8ByXhicZEprQhh0HSYx7hRYltJiom4EFH9Vrk/88y0yevYRSb6GivI6xM6f46Id2ERAdMBn1MzszS1BVzvnXn+G3f/d3kamF4OPq5S//8n+R8PtRZBY50TOOzOQQ4m0QmzLDD558Ov+G30nvAm+cusCeg01CuyrGefkiMqWCeGBVCKBBoV91Yy8px1RVzdDpIYzWZH6bhLj2bHiZ5bSNuZF+KstsnD55jK/99/+L//exixzctYXK+nYaOjbiuzzP66dOiuMJz3F5Ln99Reok48urzCx6MCSnMBaXCwNyvWfTfW74YWMZcVAh+NW21ZFZDhD2zYCliXJDhqqqYrpcGiqVMQxmM3cIj5NBj81WiqK0FX3Sg7wki8uvokyM2murKRrF36ktWWrqmqltKiFjzKKv3YPceZmmcjt9Qhxciq1Q0bYBgzDC6s49KBVKRgevMiBG3QO7dzM0m6FMEyEQSjIy2EtZ62bhatNEcol/sa94xo/aWklUGPIuITrWNgljK93KjoooRwZy/Pq/+yzluevM56r5zV/7FZJzV6BkA0JAZ3fnQTobVTgjCT7+4ftJzncRWBWeIBckGopStWE/clc3bqHgV2iyFIkRtHNLB7ta69m1sZq5iQFyxWaqykuIaB3UO8qZX4mLjqqnVHS4mTmXGM017DiwmRNX+zEihFQxslfXVJNwTfCxT/86g9ev01ZSR1g4ow8/8ABaq1YMGnbq9UkhPr4lwF0dnOY/fO4+CopMQrwUXl6VwL2iYVHsv7BlK0rhydFoyeTWApIiBvsvcu1cLw27awkHNPltjOkUcmMxhXjp7KwhJLfwhS9+gSPX4/zFl/Zyvm+ETNhLeHUVc5Pwbrs3iOPpsAvPtnZ97riaxmILHZU6LC13YS0uEKJtGe/V40fvKx3l1OEXaT50L6U/w4S3wcE+qlo2Yb6BweSl7j7aNr6zx5zofoPpbAV3bW/mvWCy5xRzmXJu297Izc4tKzimg0s8em6GX7xvF+OXzzEy56XAZhQNEqCwuIgpkdt87HNfYr7rMPNFB/G99m12feIzXOnqp33jZuorHD+2v0TIzdPPHWX/g5+ixq7h3PPfwK1rZ2qsR3iOf/++W7roZ6X3ci86VZiLiwpq1CHikRDm8gqRd8TYvvu2/Fy6t0PA72FiPso24QWvnnqZsKaUQ7vf7bWNU3z/8cN84bMPr/sv3tdLqs5cO8e3H30Nfzwg4vcCmto24R4/x4Hb7+Kb//MItS1qtn7oXk49e5gaERZpRVwaQ8bsmBdDbgZFWSfLk2P8j//13/nKH/4pcbNGhGa1bLjtAR7eWYdJOZo/zkAgw+a2Ml7qGuP+VhOmtr2Y1madpiMsB3OETRm27dnAyKU3Kanbjds5QXj4FD948zoqmZo7b2/i3EgY/fIMPhGR1Igo1eSoorj1kIi9Z8TfvcArV73sqNNyddhFNBGjuqhYJNRuNKJwsKWulovTk8SXcrS0VNNSZ+WJ02M0FcmYGBvBFlsmpLOSsTaQ9nvzx0vJFHzvf5+iokmPJzSPUVdLTukVo5m4loOHEJEo17xL+IJ12Bjls7/2e/zlb/4y9/z27zDVe5kVceNz2QIsGg/GjJl+kYf4LB/CEboscruAMHI5ZnUTstgpNNa7yCjC/I//9l9FzjjNhl27ue4dw4+WDSVxemdnqKyoZHlxgK/8zyexanUir+xm8wOf5+KRy9TvakbmHSGbSbEg7+Bgmagezi6yOpHjl//gy4QWRfJdb+TYtXmKxbm+9OQxNhblKD+4g0e/9hr/8a/+H078w1/TtnkbE4tzxNJyXJf6aNq1mWTOw/jZeTQlUCtC6ohcFGxeOs2ffeOP+Lv/3z/Qtq+dM0fPUtlaJIoHcf72b79KYGqKlPHdG8hv/JAoy2ITHaTYUUZpmahAybxYa7cyOeUWRZUsX/wvf8DsrI82EZOijhFf9rCyKDrr3LRIFA0sTEyKKkpxPqmziWpVkaOWof5TDA2P5j1KX39//jCNxjQvnZhgi0giX+8N0vfyX/LmiEfkFjHGRBVrUCT3b1xzUte6lUtHns2vIVxcXpw/pwe/+Eu4loN8blMBehH/u8ZHRWycFWHROaanJ+jq6qVn1M2GagtJmYkdO7fmJ2HWlYrtjQ6SsSzjo33oLHVsaymk8+A+NNFFakVlLhF0svXQgziKy9h+4CB2ffZHx9PFZfk2SIlOs3d3Gx6vF0V8FTIqUQVKcP3aZY6+dhnF8igTAYQXECNdUTlD3UOkIj7h4TQklt3Ck64gMyopLi1FJpL+17pGyBVWibaqYGJ4GPQ2ZsbH0DnemmNm0umFsazm1ywuJZRvL43I4xYnpygua2VLvQJDJkPJjgcpzIUpKbKhlOewF9eK8oiJcp2MqK6Mfft2CTccxZ1RkMgIq1ZpMIiCQEYhcj1ViO6hGYZnfGxoKUdnMnD/h3ZgragWVc0w+zpFntrWQnDmHK+dGqC8ppkibZLlsDAWS4bm2lK6z1ynfafIVUUV9KHPfxyLoZj2phrRF7IEfPP0XjzJkeOnGBaRxDvebd+r0Kv/+KMsWXdy9w9j4bVnJAx6FV2vP4etcS+Ntf/nAamsaPy1WbHvdqTzj+dUb4ywEFZycHsHPw9ri1+cu3SN2+5/8Ce67rXjLYjjNf3weBvrKrDajcSiGXT6G7ckqUt4uLS9mkr7O7NkbmB2lLCxjAq76d/c7sXHH2X/Jz+P/T2akfm+fnDrHymp76Sh/P/MZlWr1h70kVNR3yHKqT98eEjoBS+/ehiltYZiyz/tOFmGei4TEWGC1fQvZ9LG3EP83ZMXaOlseVvGpRau27WaYPvGDmqEd1k3ohT6xtP/gLJ6Iyde+gFt7ZvyP1bprdQ3Nf+rbnutDTS+63Q7ozQbYrzeF8Qa7GI4V8/C1SOcnozTWV/yUw8fmBvg29/7AaaSJoqsb/+pQpO9EMs7+KCV1lqYf0jtnzLXe4xXzvbz6mvH2b97V/5nLRs60b+N+xOLBfjrrz6GXlT+zj77OJUtbZx58zDVBQoeffYIGzdu5O3wvn5wa2G4hxdfOUrBpp1MiPh1S0dFfokihwjB0no7509f5uHP/JKop7+I2lyOP7RCQtPH+ZeHmI/J2NLmwO+P5p/ka9qo5PRz/yDExBIRCi1jFgmdqdjE7FyA4rXVSSZcVORcfPsHh7nj9jauzfmILK6QM4rQIG7mP/zOr6JPe/nWYy9yx8NfpFboKLHM2p3L8sS3vslBIdRdGlnG39PDdvH9ueeP8OX//Mc88pW/QavLUN0iytMlnRza2i60IKXQZ6CwwJi/ztkrxzl8eZSpoQkctXWYNUnKS0oZX1igqaaGk1ev80f/+U+p6jwgwq4TXPAoqDZOYRNl8aF4lj0dDSxcT+f389jJ69y+vYkrCxk2lYhrvjREx7Z6EqpaPnXHRhG+NHPf1jGGFuZ59tnnMcrWHkGWU571shAXnqq+gKtXV9i4w4ZcY2J0YFZUCFuEhRTzmXv38NqrL7IoNChWJiiorOaaCC3NxXYSIrRRRNLcu6uUuWiUs8dGRTS8grlWSyRdjTwzg1xWyIEdDURiPvwJDVfE/fvsb/0etUKo/Mqjx3lok52FCNyzyUGTxiJCNiGWiNL7n375jzn06TvoeulFtt73Sdx9p3HGjBSZ4zhE9bL7/Bgt2yrJpo3M9Pey4eCd3LdvMx+9ZydnLl9i756tXHTK0IpGjyuKRV65NthH+PqffZXqnbczeeUEh+68jaefOEHT1k68Irf7D7/16/ys3PAcpaC0GoVCLSJblRCQnJwZCHDPhkL84qbrhPClF+q8d3KAuLIYfWKe5aUljEJxz6rttNtjaMXo7XIOU1BcSXzq1fx2hqrmfNjgKDLgmRpHLTczP9yLobBUqPcpSkzlDIzP4RB5RGY1IHIcB97REU4cHSDlm0JT3EGV0F8yiTCZ2Gr+PIsdJXz/ibOihfQk0k7ODq+K26BmLToxWluwWdIklYWsRJP5Z+SLaiqZcwVZ8a/k/16lU+fPvchRLM5pkn23HWJ8wi+OsYw3Z8WvKMrva6z/AhGDEcWSG6dXRTCWJi3Owe+LYpcFxX50HBAdaWFhiVprhkBSji2rxCjaYXlhJK8rBHxeRn1pkUsNijZ1s5K2iraKYKpoobGlBHt5I7VldpHvzbMor6SuqQmTyGH6J99aT211NcjmOhuhnI2KQhtN23bSXF1Kq0PJ7g4bl8V5WYQiX+awi3sHcXWhMBihqouiR9Y1g1HYWEhemL9/uYCKpAhp9JoMNUIsDggvMDkzKa4rQ9w3Jzx2Kt/t5KKDe4MpkbDXEkjkxL7kLARilFU3o3c001JfjV1c49jAZbZtaUIRECLuipNroh1aa0SONTWbb4/FQFJ4hjBVDdX5R6CLO7ZRoQ1S2dSJX1zX1i0NyGwmphZ+voUm3pMcJREKiBFpbb6VKNsW2QmEU8JAxBioNgoBLiDEpQqyoaX8v9PZDBnRiM997xXu/+wDWERiGEOHRiSAKmsZqcAiNpGkJkJ+oZYnUKnVovIUyq+dZTVqcc8vigAzi0Mk6WFxQ9ZUeNET8+dhL63CJGIzv9uZ35dBmMJiIEWFwyaqYDOY117nloyJ80usvbkUqyolxEaHMACP2EdKKPkizLBXoBXJ5Zw/QU1p4Y/2pU4GCSUz+XMx20sJ+lz559HXrnWtt721r1KinrVF/JTUVIkKjrjpGnkmf25rxic3lYjOFxZnJa5FKNXukLh2UXoNh2KUiI6cEd7PqNFjEkUOt1MMBCXFzDgXePbpi3zii0JMzKZQiBFcLrZJxVKoVFkSYl+JcFi0jSJ/XWuLd6ytN/CPx1y7nqhHDGAn3mTjhx7AGl3AY24g5xwnlcuJti5BK/YZTqneakfRzkpxPXp5/Mfun1WbwbkYwKjN5o9TUWxlKZQVfxIUx6zC7fKgMunE/fOLprXmz6G/54q45hoevGs7bn8ATfattteJkF+l04iKHTiFSF1aVYNnzklZqSV/v/6xTL/Wvmv7dZQ68guTaGQZEuKc/avivC0qiitqfqzUfVPqKGsrqThqavIucO211NcmVtm2qZ6lqVFk1nLR4G7RQR35T3NVfV4EHOnppnbTVsb7+mnctBGnGNkr6upvulVP/jn/tK1+3n34XTP5NQNuBNGAV4RRJmymG1PIeN8bSk/XORobGpj1RimzqnGuzdoVI0hRSRXhteVTo2JUqG/GveDBbBClx0gUmdZIzrtC4759pF2TXDl/in0f+xRnT18SFUkvUYVNxMWrrKhqKBCj8I7mYl6+7Beh0AKlQt+IiEbRJlYp3PaQCLMSBIJe4TGMKNUGxq8NcX58mV/7wiew6m/Fh2JvTd7fguPYIEtxDd2Hj6EyFApBTUtFRQWLTqeoySd54vXTmMbm2fHvvsDkSRG/22w8sN3BpNNCfEIIleWbuauxnrKmVeSxUH4xihURf+qatzA9epTa7duIz02K0mwSR2U9M9NXadm4jZGJAe7dt53RgI/0yFUUBUqOnXRRXdFAJuJmV62oeIVSkqFI/ERueBBitZWyKuLpPaIqVW6zYFfIhOIep8ygFqqwju3tLXQ+eCdlZcU07NtLmVmGXy7yAF0KWc0+jDGXUMWP0TPlJ5y1YRHxcufBT1MSHmPXA19cK+JT1H4fhuY7WOjr4a47P4G37xKf+dinGRr3c6CjNv+iTm/awhd+6XcIirzl4K5tLMvMZL3LSEj8JG7JxSXGuo+TK9uJJuEXuahJJO831+ouEuvjbeUowRVvThTD17WxtAqLxM2EtAqLhMQ7jGQoEhLrQDIUCYl1cMMNxT0/wQsvvMhrl0d5L+jr75VeZ/dukk1w7tSpn22lF/G3gz1dzPjWP1nxRnHDRQOdMsXS/CyyZRfZLZW8eewVZFk1q4Yy2oqUXB8dpbK8jGhGnX8VQzQjZ2trNUcuDPHph+/i+LPPUNhYh3tijoKqZtQRJz5lDTWlEE8r8cyMkgwmsZY2Y1B4WRUVvcbqaiZnVmitMvPo0y+w/z4t+tA0KrUMt1tJSUmcnCgPy2QRYjE1MrJ4Yjm21+uJ5LT45udQq4vICvtqabfTP7JAbetWFsf6uO322zh++AViWQN6vQaVUoZKJSea0wnhc0nUw2vRyaOM+FV0FCtYWgmR8ARIqHNoteb89VWqg4QSCWo7DzB+fYTbb9/JySMnqWxrZNWzSDhnRJ5NU2QEz1KAlVQQWW7t2RfRGVfixP5xX6FlzKZiUjIVdx3ayfHjZ1Apsuw+dDuXT50ko1bgmZzC3tTJ4tIS8kyWtupy5mbHKBVaViSdJZ5Kkfb6SYhrqKptEEJtgujKPDmVBbkqxsaOrSy5PGzZ3MnF00fFeatZER1777YWrgk9S5uL4Vt2o7zew6rXR0ONjatDPgwGlTiXBImEnANbG7g8OEtECMmdOw8KoTjCM0euUFZg4fTlXu7/aAnD15yQlmMx5zBp1CwuronP4r4EkqgtpSRXndhtbRhYxpPNoFCa2LVjB++WDJafZs8NnGa/Nv1kOZAmsOSnpcHCUqYE9eoyvT2zVNbbeeLNXu7Ye5DJhUWmBvpQptyivYy0tLRhtJiIjQ5i336AY88+SfuBe7l24hFcC2Ei/lFWQxpsdTZiM34GTr6JJ6GhvFrD+bO9ZIvqSAaW8xMio9Nz+K/3M6EoRLk8yVJwBUN8HpdnCffSHNd9Wh66Yzcnr/QST6bEDVslmM6xMjEmhMsZytoaGDl5Dh9GNovvs4tLpFUq3L4w+tQipsoGogszTKaKUfjHCQjR8wfnvRRYlcRWMyxOjRFSC6MeE+fs6mM2U4ah0ExfzzQG5SoNTR2cfPEIWpsVdzSFd36A2alVJhZ9ODRaShsNjC5n6B8YRBVYwf/Dfenkc0z0uNHYtbQ1t3LipefFOejZW2/hzMAMClWOUkWa1ZyKLZ2dpCav4tHZqUoEiJdWgLaMWlOKTE7BzOVJktEIYxPjRL39jAQtorMbuXqpC2OBlaoCFWcXlBSGfCy6lxn1TtNqTfPEdQWH2os5c3mQUtGxVQXVyJNR5q6NsRj0ofF6mSaMUVVHoPsEZVsPsrowgEGW4ZWeBb547wb+/shl9lekOdKzSpVDzrkrI/l9OaoakYk+MHTuGjJzgrFj5xh900XH/lJeP+Pk9v0b3laI9Ham2d9wQ1l7ku766BgNW3bR1rqR6cHL5ITnyBQU4rBaaFl7jZvegFaMDAVmExhK2bVrK5fOn6O9uVm4dC/O8XlqWtaehhtDY66jos5BmVDho8ITVFtNLKz6UVgNwvDKCEZztLU0Cq+eYs/GRl5+7mlqdt2GSTR8mRiRo9oiGssLiCnEiJxQUVHbTLMYZeenRrhjUw0KSyXBhTn0RZXC/Yax2G0E/EEa2jeSTa6I7esZ6V97t0mUuppi5IZyzLkwceGJynRhiuo60BXYaKytotpmxhMOUlWkw6jMorZVUFTaSJ1djjy0Sn1VDe64nLbGClbDHgpsBfkp85X1Heh1SioLIJeLCuNVoxQ3WSfPYigupEj71r5Aj0nsQ6c20tRYLbyGlzJ9ltK27dhzfiyFNcRjAepbO7nWc5ndu7eRsjWLUXgVuVIMMK5hchoDq6KtcsoY1Zs2otMJb2aqp8UWR6fV0NzSQSKrpKGhkeR8LyHRdyIyOR+97356pkP89gMd9I27xUCzE3dKzWz3JaZdYkipKsUuhN6o8PBFJjurwSVKN+wim4rT1tRCz+gMv/CJ++nqHea3PvcgF8bEeSpDRNUmPpLfl7ifwrssLIUxCc9DNIrCbqHpgPB6GSNbNhSSzJkpeBvzxN7Wax8+aDrK2lODGWPVT1nYIc3LT77EfZ98gEtvnmP77UKln52gym7ka3/3HR78/K9TXyppQmfOnOLAgUO833A6h0nFCvAv9GJu3ktj6c//FrCfxPtacFybyn3kxHEMGpsYaY3YVEniwv2Pn7+ApXkLwbkByouNTPky5OIh2nbfTUeRjJM9EyLu3sf1N75PovkTtFtjdA/PUStOyZvUsLDgwyyP4RJe4cN7NxAOi6LB6/OUNzTkH87qGlvg13/hkzhFPF5Wu4GpnjcZ8sCW0hyr1jaC1y+yqrVhikdo3ncbZWpxnpenqTDFmXVnKBHeLhDxYNBr2bR5S34at1fE6s3NtVwadlKjizETU6EQ22QUIr9S60iG/VjLGylURNDayxmb8/PQndt56tFHiYn0wlFWSlFVK4jwbyUUomPnASZHruL3RElnwsLf69HpzRw6sItzFy5T6ShkZinEPWIfLz/5KOb2A8QWxmmtsYu2mCW0GqKxppqAiBa31to5dq4HkwhVioR31QpvsurzkIyEiK2dV1E5SrHv9PIcO+57mNjSGEdPXMivZeB3L+IoqSIj8q1kRuRciRUcFSX5F0BNdR2nZsNWcY4i56vQc0HkGsUmNe1b9+MZvyo8g5O2rbtYXnSK+5FCZbKhkKVQqoy43F62tZbTNREguTyKtWojKRG6ldnV9E4FhCctF+FekEsXL1DWfojP3r+Xw68eZvOmTVybXMKScjLrCovcxIS9qJCg3IwutSrabEKEZHasBjXuRRdmewlB3xL1IjIoEN+nlgMocxl2tIs2kFnzL0ta420/CnwjQ6+ZsX5Wza04h3vQmlUcuTjC1OQyh24vY+7ZN6i8+2HMWjXynAynSMxVKQvL4qJtFVUU2kUCG1/Ar6mlslBF/5tHGVhexmEvZnLiOtGsnEvjHu69bTcrwoOobCWklQoKdDmRREbY3NHGKy8dp0SEaTm3C8du0QGvjKNYHqS8Y7tIEFdEsrggOryZ4PhZBnoHKW6s5fCLT9G+axuvn75KMCJCjalhFmIRJof6OfrGZe65727cHidTq0rMyVWSSlEAmJwQIcECzjPXWQ7J8OeW6Ls0yc7b9rDQ40RfphXjk+ggZ1/l6sgcKY2eBdEJUpkAMpETzc9cx5A1Mi9Cst0bW7lyuouQuZSl0TNs2bqX3quXRFKdJHz9Kk6PH1NGT5HY56l+J40lGpZyDlam4qhzEc5fv0ZIFAWcM17mekaRmXwEXAqmpnsYmV0Wt7+YSotMJOUZjIoVqstteBQ2fAtjLAwsMDTdi7WwkNnhQRLTM6TVVpYn+nB5o1RU1XK+a5RDd+3H+eYQxc1RBod91Bdp6Log7oFD7Fsf51T3oOjoom1slZwR7bqnQEG20MbxM1dE0cWMza7HNXWR/tkVMk4VanOUdpMfp34DMz1vYEvPoy5sFvmXkZWEXoRzy2RE/6hoEeGhMkfQlab/5FFMRWq8s4OE48WMuYRxdDrEgDdGoQjZrwuDsZS3UGp+67Hn93WOIpNpmRvqJrrqw15WTVtNOcWGFO5AhqTeSC4VoaKkiKDo9GaRINtKS2iuKcHr91FeWpZ/KehqWidGIZ34mziKjIpim5FoPIVZo6Gu0kGNQ1RPesbEiF0lEvdx6jfvJ7w4ikJnRWm0sqG5mlB4mazKTokiiLKwloUhcePdIgcRN7bQXkRnQ4XIc4pF9SFBY73If/wp6qoKRXKpw2yxoS6ooK6ujs7GKpZX/CIJN4jcAB56+D5ciyKhL6zEphOjsdiuoNhERXkD5eUOmmoqmBMFA3U2zsKim+1btlNaWYfDpsEkPLtc5AhqtOLcHaQ1BZQXWoVh15JMB8kpNChSUYpr2/PviDTV1IuqkFyMpMIzKOQoRezusJeKpFtLgaiE2W0KIqIYsaGzldK6TkpqS0TlyE6xSMQNJTVUVZaLtqilvr0dbTaCa2VVtPMKVnHdMVJoRO6h1unYvqFS5EL1FFW3iJxFRmXz2huWRaIek4vqnUrkdFayIi9SyyOiCCfuh/CinnCahrpCtMI4RBGSjFxPYakDk1bUFOOJ/D2T2+spEbmiUkQqVoNM5GTlVBbbsVSLfMZWSFNrB2N93TS3deKWldBZKieUyoqq6QKtHVvEPjMi3xPJ/fg0QVGQ2bZnI2uLWFa0b0EmV9BSqyQopABNLiXOyYZN9A9bYRF281v9+AORo1w6dZSmbbdjM9641UbeV2QDHDs+yIfu3iepvm+DqH+B7lEfOzZW0TexyM7ONn5W3tc5Sirs5onHnxWVLSM7tm3ntbNX0Ip4/p499UIrGcQgqjefevCOH3We2Mo0h087+cRH9v+LfV16/Qnsmz9KY9EtamwSPxfv6we3piYmKd1yH23yUb7x6mU+9emPkuh6nr96cYA/+I9f4tzffRVv4g6WRy6Js7PiF/nJxZ6T3HFHO49982siSZfhy1j49c8d5NXjp0hcifCRHYWMTc7SunFL/nUQ11/+Lod7rtC+R+gs3VNi2638t788ysc/tpvFqJaE04UsPE9QJO+NDpPQTgJUlxpZTYaZWsiI46oo0YeY9+WY92T43d/8sNB5BnCoE4yspEUpWCPyiDmMjnpS4vx0rYf41Y8cQuLm5YZ7/UJrAUNXz/Ha1Uk+vquMkSuX6F4M8KntVs689jpjKatIYsN5Bdkr9Ir5kUUOVJn43g+OULFlG0aRCJhUbs5c8woXVyJCGDnTc1MMj48yNOXBJcJOoalRKXKBWCzF1q1taFhbvMHKiivH5OUeEd+LKpSygJpqHbLSVgxyJQsrbkJyO60WLYVCvskJ1d5oLKSjUSf2mRP1/V4obRDnbxYaix9ZNoRe5B9FJgsjZ8/jFCq0NDPm5uU9yVHWVtxIZBUigTXlVy1JqSw/+i7XWEQyaSIRTZDVCrXb7adKJLqLgQR6IUQmVt0k0m+toPLq9/4MTdtHua3Fkl+to7SqAo3o9IGAP7/aiVmVFSKkhiK9HJcvQKndLD6DokqytnIXqFTKf7FCiU2T/fHVXNZWX9Ep8+dsFkaSiiXeWvvrh6uwrD3KvLZurkWzVqkx3fQLV9xMSA9uSUisA+nBLQmJdxjJUCQk1oFkKBIS6+CGl4cTYT8ubzD/vbC06qZ5a9WNI5tfPjWrMAplWo5RkcgXMoxCTVeK0sXaLbVarQS8rvzPrYWlWN8lUTe/7KtGi2vGQ1GVjdVATCjq1vwDWO5ACodVlf80yNOk8+dl5IPKDTeUoGuC8z2LFGRnabn9SwREE1Y4rLiX/WhEpSkQjqFZewVELIjVUUwskRRuLy0MLI5C/DgcS2M0md5a01d0glTAla9gFYkbFE6uHSFLIJYVlSq5qFJZmXOurdUlihXprOhMOuSJGIaiUrF7URkLBPNr566hI4ZKqyG49h5PxdpP5OI8suLfojOKz7Vql8FmRqm35dcLXjPytXVuFfIsGXG+QlkhEHzrnIKik5YWmvFE+OFAICpq4WB+jd2YqJ7ZRHXONefMr4W72H+SV/uW+PB9hzDLFSRkCsxqBeGsUlQC9czMzOVv01qFTW0ty+/v2OEn+NCHP8NLp6b4yJ4ahnv6UYvj9r369wwnS/mj3/89vGN9Qn+a4eO//Etk16qJar1ogtyP1mXWKLJodJofVvxkRMNR0ms/T8fE+dXg9/uRp1IUlTpES2Tz1xpLpMR1pvO/X7usw499i47993Oue5SNbhMrPj8Vex4mPnWRSDrHm8spCoTxqgqsLC+scOfttxGJi9qiaF+NxUpkeZHvf/s73PtLv8mm+lLez9xwQ9EYTaJMa8UuW2Xo+igrwyfpuP0TXL98hcr2Sk5863k+/Lu/yej554TRKAgqq9jfoub0hBN/l4eGbTFWVx2EEnFhYCUo/GlM1TnsRgvZgibKV0d5dT5FrSqBtraE5UuzWOvLCKysoPOPsJjJcdvnvox2+ArT6RkGB5Ns2NnKaO8M8bRLGGEx6VwGpbChiDaBJp5DVlCAUbnKbEBNpa1cGKuL3/vtf88r3/kOc+osOzs7mJpZonlDBVMnLosOnuV10bHMlRsp0/voHXNh8Luwte0kkQkw8Woa1UIPd37pvzA5MU+xw0HX5e78Q2EOg5ny1jr6z7/Of/mj3+fquat4vNcpKG9HnUvy0U9+Nr+Y+GuvHcVkbUWn1VHVKIyke4HClu1sUpsZdnpoK3JgKUxgNml47IWLGOMB3IuLaIqLSfinKa7rZHHVgINFvKi4Z0sF54/Moa+J4FwMUdp+kORSH7W7HuCuTY08+8h3WEkHKSq2Yinfyb56I2NiJGjSFNBuVzIwPsODG+1c9SRQrwQoE8d5aTnB5xqTXF/2UC4cTQ4fzx8ZwJaZwFDcKtoiyqbbD+JaXH7fG8qNf2ZehA0uMfKMDM0Ilxwlpi6lqtjO/XuqWJUVU9Bcz8CFs3iWVoglM5QY40IonBXu3UfV5lp8vixlohMQWsY7uyBEySXWRuwlIVqqhUgYUSTFDRE3RSEXGoyLkDbGsncct89JvKyNhoYGStbWIlaEWPKvrcieJJgSGogY5XRqE/d89JNohUeKCM+z9o77qMqOWZbG6QwS8XrQGiz5R47XnnkJJtSUK1MMXJ9gYnwSk9iXsBsmpn00lpqE1lNDNC6jqrKWSDiL2qBlemJOnPc0jtJi4kIsrRefOnmKwPKCMH4ZGeG5ggsjomKvYWUlKMbjmPhPDALBBUo79ueP6/WGqK9sZml5ma99/S84+cY5/AqL0I3iyCMJdheGGPdkYHUClytIQXgerXABRrMd75JTCKs1ZCJxLEo/S+442oyHKd/a04hxlkW7K2RqVn3LqFZWWRyYyB8zp7NjMDjy7RCLhCiqaGTbtq0ixFvCJddxz8EdHB/LsKtWR3l9KxPuMB/Z7OCav1AMLgW4M9UUGjRMX79G+8GPo0vPs3fjFkZF29VZEgj7el/zvtFRzp9+gw1777ihr79e49G/+Svu+MVfp9T0wZwv5vcJT7X2WomgD7P5/b3ipW+qjxf7w3xiu5FBj4k9m+t5L5EERwmJdSAJjhIS7zCSoUhIrAPJUCQk1sF7sFLkGN/4+0e4eG2Gmw331ABPPH0E38wgp05ewuuaYWhuGffoOboGxvkgkIoGOHfsGdzeMO81nsUZnnr2OdwxGL56Snx/kYCojs0PHOc7//AMP8tilD8r78FKkRkKVDlKdFmee/wFcWe8LCf0NJebCKRESdZWhssTxm5Vo7VVsL3RzBOPvIjKbEKRXMXgECVXUWK21VTjDYTYsnMf093niGgMWOJBDE2dtDsUPPbUcVr3H2Tg0lWam6oJRsIUaLWiBK1nV42cbq+ZNq0Xp7ye1sIor7zRRZkQ0nzOWfbu3sWRV97EXGSkY0MTF85ep7S6lJpCPas5LZG5MZbDacyWUjSyABkhzK29AtrsaKDK5uTZYQ+7DH4W5iLM5CoxlFTjmR6Fzloe/ca3KWvfQC62jKNhO10njmJtbCPqjvDJT91Nwj0szv2UqJwYhKhZQUN1BUtTw9gL7QxMTqEWusmmcgdZdZrJhSCFFe1kV12kkmniiQihkIe4J47arqVIFF9Sylx+HTSro5ym8gImfSHSQSECGqCltpqh4VkyGVGClqkwFRSL6x8lHI8Tsc5zSGvNt31aFhSaTDUN22/DP34ehdHBjLgH1qwoZ4v71SAPsCLES7W+ClV8Xgi/Cto2bGRksBtXQEGjTQ3xEOfHfexttKLv2Ef3sSOkxM/qN+4VJXEPxqIyghNduOJ2IkKUfvDXvsyrh1/lkx99kO/+7TewC03s4UNbee7R75E2FvLx2yt55uVuvvjRrdwI3pPQSy1Ei+eOvslCdz8BUf+vcOhEZwjSdeFYfnXG5bU30BoN1BZkGF9wUmhsQmu307Z3IzkhJqZkPkanFhkcuZR/0WlSjDwjkxMkhDENTS9iFhqGq38BVUJBa4mVwLwba8pPTHQIjdBuHrsYQOa8yJlTr+N3TqPMKKgzleGfPEVLhYUr/RM015Sy+66N9PRN0aArZvvuDkZcoiOGV2jZ1EKRQsfC6IBQrMd4vd/J1LhTlLaz6ItrKInH8Mc0lBRa8tdbXVUsjGbtVdVKoYZXUltuBJWVxZGr1Le1CT0ji3NpGP+a8YlzryzYiDK3ZtjQ9cJfMTyxQFJno764jFJVhjkhxIZWw9x3Wx0Lb77GsF+o/hYTwbCP+pp6Kpsq2bm9ibPnXYwNnUJrLmbRk2JWZmJWqPSjJ9+koGab0Fp8GDI2iox6DEJ8musfxKZPovJESYjr0xg1VHXsxmJKI9fVcFGcS0JhxzXcTbNjM7JMKt+eU/EMk54Vus/0cFrcxwpzmpeeeY6U3EhBYoKwugijOG9lNoGQk/j+339fiLpWkm4v0eQScZUmv9RRw4Y6igrMKE0K+sQgozOaMehEmwk7S0aFgKzOCG0pmn9j2tpCG2ox8N0obvxKkateenuv07x5u2iIHDqTmqRoULtVhr2slubOneI4amw5Ubqzt1FlUDC9MIbfOy9G8AoicT+ucIpEUklrQw3F5TWEVtwUio6y5F5BrtRQX2hkWoiaO3a0M+31sqFFeIqsmejiGMYCBxtsQhl3dNBcW4paKN5mTZDxOTd2R4UwXCuFRaWk0gFMJZswik+D6DyW+o1YYmJEt5TRfbkXT8hHRV2t8BYN1AjVeeP2XUx3vUDPTIBd7fU4o0asRjWBYJh5YVCtu26j2Kqhb2KIPVs7uXqlD4dVx8TMtFCmA1g1GSZm56kvsjK2MEfct0jvdJgv/cKnCSWjzF8fYn5xhdtv38WqrgKHIsDgfFQo7bWkElF0JFlJrK0rtrK20ABDQR1bqjX5810Sf1cipHG7NoN/aZn6vXcRXBylocTO8OQoq0JADIVj2CoaiAljK6lrxmqxYRNi6tjoaH595Mvn+vj13/oNhgf6aWsWXl1pxTN5FYvwVJloiOUFN6Xi783qKLmMhoqKahLpLPUOu1D5NxH0zbGEQYiPSiG06oVXEl7PLLZr3YMqMElGZqb/+jSBlQhxmZLykmL2tNfyysnLPPThh3CYVbxxaZSP/8LnSS/0Mbws4767tqP6OYb6D8xKkdG1NwCjQv8TVlaeF6PN2oJv7xwpLp8Xo5ZQg9e78otrsg9DUZMQ8vTcCELBoGjjt1ZFDPhnGJxMsW97449tMzwxQ2NDzb8ZM0/2dGFq2kTxOzQZMhpwcXU8zIEfO5ef3p5r+c7cvIv65lbej7zvBceIMBC5LMfVo98lXXsf26v1XB0YRm000dTSgSnl4U+/8nV+4//+XUKuWXRF5WKEM+VnwQ5cvYIIBITbVVBW045vfpiFVTlF2iQZuTI/4W7tUV2txsJKZG3yxypLSR0VBXJkSq1IsJ2UVNUy7/Kxb+cm+noH6BAjpEec0/TgLJYiLYmcDrPIo9JqrcglAvnXbMdiYv8ijl97XFgeXBCjfAaz1U5dRRHXR6fF7zSoUgGqG5q4dm2ITe1NOP1xGsVI3tc3APpC7MowJY0b6evqoqShleDCOJWVZSLsWkWxNiFRIyeRSJFMxd+a9CkUd6VOTti5QG3HJkoLrbidU8JY5vITG40iLCk0yESYJ0eeyRCIpymyGslkM/lJjVXCM3i8IhwrVBLEyNzUBG1NtfgiSXETVsFQSGtjDbcq7+uVIt1ilH7hyaPUt7fRPTjB5ZFFbttQyek35kiuLjHhXhBx/yymKhEG+JYY7n2DcZHoTvdcxrFxG1dOvMjw7BwZEUenRIcutWZYjsqZu/oyhtodrIxf4we9C5iyfoIibi6pEQazsMBESI137CgJTzGB6DTNtihdwWoWzr7MmOhMARG2vPrS31NiLhOhnJOx6SkunOunvCDCdx+5zlzKh0qh5/ilPjY0ipi/f06EhKMoCgu5+OwlVmafpqDtfl549hUqCps41TtIMuymuL6KBWeS2e7v47Hsplv83G6Uc+3YcRS2EsaCMs4feU7sv5IVzzhJmZOhE3N440tcff5VNKYsx0+cZvcdD2AShrTQ04u6VMbhE05a7B5ev+hidOYyNTUbRSK/gjfo4crodVTBEhGWLPLYiau4F2cJpZLIs0rR5gPUCuPsvXJchI0tlBcVcKvyvl4pUqM1YikX1ZWpXtGx9qNfvsLw9ApFxSIXEbF6ZDXN/p3NvPDcc3S0dOIUZcoEVg7dtoPqwgL6ekZQqtWolCKmrm3Dml5iJJJBthoTMXqWcFiMxKv+/JTxoEg2ZSJ5XBYxujK0QFFlOwueEHfs7eD5M2N8+PbNLC5NCwMViaIiIUZaBRWlFpKmGgyKJGqRK025w+xuLyInU+AXyW/OL3KliiqmRyeIp5MYTXayshByewPh+SE2trcT06rZ36jDGVaxocrKxcsDrKQLKElPU2YvFNWpJLKCknwbtNUU4E3pKM4G0YqkGpEvqMxaPM55qjtacIq8pa5jA7q0X5RJ9ShTi4w6Y8z2DRFWqkQly0IUsyhi+LGJ6lNCFBvcy0FhhDbsNiPexXlamxqxFVfhE4PI7o019IzMolQYiGRVZFbiFJfemm9FvilWs3/xiW+z8/4vUWq+4RXsH9F38nnSFfvZ1ljEe014VRiSxfyj3OTNV5+nfMudNL9LK73fCkiTIiUk1oE0KVJC4h1G+JIcEhIS/zaSR5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisgxtvKKkoZ06f4snHXyKCxK3KSG8fby2ikuXK8Wd5+chruHzet34p+sjRl5/j+ZeP8X55f+yNn8Ou0lNc3cSK6zyHv/8oaBJ4QwpqG+swxn24AxEyCit6VZrROQ87NzewvLJCxB1EU1LBpx+4E4kPPoN9p1hUObi9o5R40EOKBMevB/jCgcJ8H6mrKWVsdorvfftpPv2Z23nkkcdpPvhRMsOvoCttpKdngB37PsmurRXcCN6T0Mu09rzu2qHTUa4trKLSluFbjTA6cAGVWclwVw933P8AmzrbiflcWEwFJLQl2GVuJD74BMYuE8pZOfr8Ez/62Y6tG/B2ncl/DwYDaDRW8U1DcnGEb37rJdFXZCxcvoDLuh1XZIVkIA7RZW4UN9yjjF4+wsvdixTEPIQLK9hU7WDyWhcbPvppimqsTC0F2HpoN1P9vaiSQRo3bmbElUC1chKa70fig8+cL8htH/4UtT0nudQzRtzeyBunevjwZ+9n2uVD4buGqWwDvt5hCpurKKxqY3VuiKrt+0kv9FNYuZGsN0JJ241btEIWWvHkcvL1OZZ358GtFBfP9bBz385/w72tZ5ubnGyCS2cuEuedoa5jK1WFJm5l3tYTju+9oUhIvDdITzhKSLzDSIYiIbEOJEORkFgHN9xQ5kbO8Sd//Kc8/9qb6/6b7pOPMuH0kQgHOHnqFIEbud6/xLtElscfffZH/3rhsW/x3He/icvrY+3lqn/2p38ktJNvsBz48begjg100Tfp4kZzw8vDVoudA/sPcvvtu7lw9LtMuvRCYFpldjjCnD/Iw5tMdLnmkWcctOzfQfRaH9mUiszUS7Q3lLB4fYyZq7003nYbY6N9Qpy0o3fNUb+7icmxaRyWQs5cmGfvR5uZG1giG3cxuRSmvHk3Te0buHdLNRLvPYuXjzMwcI4DwY9Qgof5TBW//aV7fvTOk7otu/nkgw/iHu/mq490o7FkmewZp2TbJtqM0wxeylKgW+H0K/3c+8u/gnv6Grsf/CLV1nenS99wj5II+0XHDZCIx8iqNaRiPqYmpxkfd1JWlsXnWcFSWkMwlqWvvx+PL8rcopvlrF4o9xG05iRbH36Y7r4RylQGVkb7CcXDVJaU5/fzxtVJyu0mzIXVpOMZ1PoCdnXWYcssIFffmMW2JX4aWV66NMmH776Drz/2KsuRHLbUCMdefYNIYJFgOotzdBBfTOhu4wsUFqjEfTTSunUrxrCCqVAYlajUZtZeTWEtxbPs5NLlS8y61l/Fert8IMvD186+iKZyG00165u+0H/8URasO7nvn60M/0FjaWqUE0JLeWcCTy33PvQADpuRW5X3tY6STYR5+vWLfPrBQ1w4fozmfQ+i8k9wYdSXXx50ZGiSAw8/gGf4Clen/WxurcYVzFGQnCVRfpDc8jDLaSP37mhCQuLn4X2to8g1RlRaNa6RN3nhbDd+9zJ9I4PssC8yJq/CbregE2dV076d4oSKmekR5Ak/OpONpWCa5ior4WAUCYkbyXtSHl7xryDLGLhj+3Y8Sx4shrdWja+w68gVlRD1+5gcHSBqzLDqjxNaDZITp5qOrZLMqDGr36mJHBIS6+OGV73WQq8drXWUNDVgjo7RWVuAytrA5IyHtkI5MX05kWiUWEpUNYpK2be9k4VAFosyQJNRy8zMCDu37UJC4kYizfWSuGWR5npJSLzDSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAfy9Huw/LCExAcNyaNISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisA8lQJCTWgWQoEhLrQDIUCYl1IBmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDuUKeRUJC4t9G8igSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oFkKBIS60AyFAmJdSAZioTEOpAMRUJiHUiGIiGxDiRDkZBYB5KhSEisA8lQJCTWgWQoEhLrQDIUCYl1IBmKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDqQDEVCYh1IhiIhsQ4kQ5GQWAeSoUhIrAPJUCQk1oHy7WwcCvqRkLgVkTyKhMQ6kAxFQmIdSIYiIbEOJEORkFgHkqFISKwDyVAkJNaBZCgSEutAMhQJiXUgGYqExDr4icp8Jpvj/cP76Vx+EmneLgq5GokPFv9/WlcD8oswZssAAAAASUVORK5CYII=" /></span>Организация уменьшила сумму начисленного налога на авансовые платежи</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>В уточненке снизили сумму авансовых платежей из-за реорганизации в компании</div>
</div>
<div>
<div>
<div>
<h3>​​​​​</h3>
<h3>П<strong>ояснения по прочим показателям декларации</strong></h3>
<p>&nbsp;</p>
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" /></span>Состав внереализационных расходов</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Высокая доля расходов в отчете</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Внереализационные расходы превышают внереализационные доходы</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>В декларации не указали внереализационные доходы</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Запасы снизились больше, чем выросла выручка</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расходы по сделкам с взаимозависимыми лицами</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Пояснения по строке 400 в Приложении 2 к листу 02</div>
</div>
</div>
</div>
<p>​​</p>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="99">Пояснения по УСН и ЕСХН</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="101">Инспекторы могут запросить пояснения по отчетности на спецрежиме. Пояснения по УСН и ЕСХН можно составить в свободной форме. Чаще всего ИФНС сверяют показатели декларации по единому налогу с бухгалтерской отчетностью и выписками по расчетному счету. При расхождениях будьте готовы их пояснить.</span></p>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы по УСН не совпадают с выпиской из расчетного счета</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Данные декларации по УСН не совпадают с данными бухотчетности</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Данные отчета по ЕСХН не совпадают с бухотчетностью</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>У организации на упрощенке убытки</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>На УСН (доходы) не платили авансы</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>На УСН (доходы минус расходы) не платили авансы (новое)</div>
</div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="108">Пояснения по налогу на имущество</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="110">Пояснения по налогу на имущество составьте в произвольной форме. Показатели отчетности по налогу на имущество ИФНС сравнивает с данными из декларации по налогу на прибыль, бухгалтерского баланса и других отчетов. Проверяющие контролируют льготы и резкие изменения остаточной стоимости. </span></p>
<p><span data-role="phrase" data-phrase-id="110">Если получили требование – проверьте отчетность и при необходимости подайте уточненку. Когда ошибок нет, представьте пояснения.</span></p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Остаточная стоимость ОС уменьшилась</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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dliu9vzPnrjI5MXj9A0WihBPJH+zvhWe/z5Tt7ePjaP/gP/z+H2ZlZRZ6qRzl7cXZ3jHKTFHOjjjxBJKStOvYXGHmit1IV7WVcZeVrnoT9es2s7I4RrZUlHwUkqvxo5X8xZdtxRiLEFt1sLmujAC55Gmz0MioUWjNweFeIysrSlWD5DmxOIG4jmbJKzzLA2h0RiLhiIwMWooqS8nWhBg4eRZrYQEun5cdO9aLoZktsb2X5jrJb8J+EUiWhO9ZOBO5GJNR8ozSnswlUr5exTM/w+y8DYd9jZqWOjraOygtq5DR5a2bHaByFMWP4PX6yM+38GaYn3dQKOXgyxKi7dmSyb0pMR79u8f54Gc/QTZv7bH9PLwhw1EJ5dYkNSnymdOT1DW1sLGhlLKq+vTPfQsT9C3FCNqnqaopxbPixlRcjK1viOoNmxntvyjeynqGhqc5eO9Ovn98kr11OkbnVzlw+3ZO9g5TbZDSbVh8E62LuLmChZkJtuy4nYWrp4iWtDJ3tYfuux8h1HuIgtZtTI2MsWVPBy8eOs/tOzs5caKHmoZCHAG9VLLi6RVb3vfQft5uqCVV3wGkJkV6HEsSAhlEDCv87d/8OTZ3SBLpWZZXltITHEcXPHQ3l5Dnm6SkawuB4CLbNmzAEnXRZw9jsVSQnxOjZ0HKvfleeqc9LMg+UpMl3Y5JpoNGbMtuikVoqZxo065t6ILZtNZaCCxMsRiMoMkrY0ES/UOHXmFsrI+sogbaOtcTiURweIKMzcwzMjfHrY4Syi1KalJkcedd7G4twShOvKW6E33EI1WvHoZm7ATGe9Fl5zO4lEWDxPvXTh5DE3bx0qWLTE4HqE3YcK760xMfqwsMIio/9sHT9Fy+zFpcQyTLiD44Lx5IFitLc5LjTPOPjz0l+1xlxOZjeXaSyxfOMzwyInmJkYL8SppLzIRCbgwmI7lZa4SCbnZ2NbKlu5NbHRV63aKM2HqZcHtwxCf5ePcn0z7GP09gXE1Vil6f4KjVXPcAPC4neoMWx4qHitp6FmenqRXzMDU5srokNz1ZsqwwT8q8PrISifRkSa38P/U1EfGm9+1cnMVizMaX0FNfUSw/X0WjlRKvQypsJSYWZR8Vxdb0BEyNNp7et1kbwVJc8bbskVWO8g7kquQenRs38u1Hv8H+vVsZmZyT6lOI2g172dx6fT3iU688iaG6i+nJGT7w4IE3snv6zx9hPmTkvjt288uCMhzfAcxcfJW/fvI8v/vbXyAnaucvvnmEL7VvEhdeS/+SlvVi5o3ORdlRmCuh0wwO2wIh7xyeZC5eT4gjL30fZziL6UuD1G3fxPljp9i1p4uz/fO8d08xr/Ws4HP7aNmwkZJsLxO2ANliMh4Ww7BQ8p/NndW8k1A5yi1K6pF0Bl02a2IiXr54mY/tLOXPv3YInWaNSNDLgi9Mubjhzz57nIuD4wTXIiTFJKysX8+a3izfB+kbGqNtfTULKf+joo7q0mwGp+ZxGEpYcycw6UJMnznN1LCP2KKDiekZlpdXWQ3aeaehQq9blNRdjENzTu7YvYXzIpQtbdX0jUnyrdVRJ7nH2JKbkNvFll37JG9J4HJ6sYmpp88txilVslTuYHd4RHBGCouK8AfDVOTpcawm0CV85OYXYJeKl86Yi0UbJZB63F1WkqYNLWIu5v/se2BuAVSO8g4gNW9rflVDjj5BQ3WVOO7ZWHSpe7SWGFyO0fj6pMi6cjNhrZh5qzYCmkI8CzMUVTfgXxwir34LcfckpZWNDPT00dLdRcTvw2LO5nLvlFSrGhicdNBaaca/lpDXPPhi+RRoHOKvVEvyb04n/wGXHb84/rXFWdhEaPaRAZra20WcTurq6+i7Nvr6fK63F29EKGoKyy2Kb3GQ544Ni7FXRGItKaVYLw5/AqMuwcC1AZLBJS5cs5PvOsG8sZMLJ48zMz1JhXmVqfl5eq8M4QvlcfXKUYo0fqbnvbjj2Rz+7tdxx7LI8Q9xYdYJzgnWAm6G3QYqygo5euI4Jfkmxuc9RBYnOD3jp+/sURFGN4/96R/RunMnhuAyQxN2Lh2/wLyIxRqaQFPdTZ4hs3b2i+KNTGFROcotSrbZwoD4JZXFNaxJTz/ce46ssJtkLMz545ewe/3UF6xSXFGf3j6eV4i+oBhr+QYxBLfjmhjDUqijRsK0yJoYjp1tHDl1DJfHzvDyGs1lFmw2F4XGBDnmfCkLaykyGaSythlDVoSZ2VEGRnpZlsLAZz/3cYaf/nusD3yKM6cGiJLPjs4GpmMxOkvivNIzRzR6ay9SoUaUW5TU46qLKyTkctvILaxJ3/ZbVFJBcNVLecdmanINjLmsWPKyCZFLRXiG8tpmTpw6RSJuxiyeiaWoipBzhrqOvRx/6Rgf+dD7aKopYneDjBzTeh66fT2XbCYay0043QFmr7xE1FRGzO9iY/c2tm/bjk6vY3RohM57HyQ+cokNXZsxlhaTmwgREj+nqW2DeDB1bF3/9quSqUmRCkUGKB/lHUB6UuSFRbo31HL+3DV2NGhYNtTJiBKiptzKhvb1nL50VUKrGoyuq8SaDhDoffYHkxgbWqp49fA1HnnPTl4+P8WeuhwuTSzR3NzI6LiN1mLxYdw6PvDAftyLNi6Pjsj77OxoyWIsXEK51sHotCd9P4w3HGF7RYKFgtvYUaPn/MgC9flZXJtZoqm+mYWFBfZubOWV3gWq9U6KWjbj7D1Kfpt8tS+CIZeFgV5ad+1lfrQfa2M3C8PXePCB3Xzr+CQH1lu5MDiR3tewbZkP338Hv2hUjnKLkpoUOTM2Qq4pH23Yy9LiDKUlJYxdOUvzxm1o3RPkFZVJBeowS44VaZALLLq91ycxztvJSXoZdEfQZelw2ezUb9hOTWFh+j6QGjEpu3ffTaXh+uT4i70DlDVvY1PxGlMrHjp3HKCzswP77DTemLx/boDnDr1Cfnmj5DI68g0x1ndd3199mUQr8t/i7AAxfYiyykImLp/i1WvjXJtKTdoso7TYwpQvyJprRrbJpuf8i9zdoWcsUJietFnbvOFf9hVb42agcpRbFMf4JYZdcSbmVzjfO8K93VZGHEniIT8uR0AaVyPDg8MkxFjs7+thLmph5uppcopqMUjWQlLPkm2MpoZaMSOz8C4MMOkSv2XkNWaCJYxeOkQsrxqtTkNpVoDR2QWujk1Tke0jWLCRXPcA88lKfuWRfRy5MsFdLSbsulqa8yMc6Z1mbbGPSa+OPBG0dy3K1EAfMwsr1JRYCBmKsMhIlDDoicZzKDKbmbx4msbdB6QaN8jmjlYuXZ6gfWMHJ0+fRReYZ0KOLbWvKZuHTR0t3AhUjvIOILVS5KJTEviKapwSGlmtlrQHksixplePLCyrZlX8jdTESH10NX33Yq78/weTGCuKsdldP1hQIhby4I/o5N8x4tlWtBEPcb1RigQ+Nra3pCddRvX5YjamnjGhQYpg6ZUqK2Q0mJ6eld+fWqROl66OpSZD5ohpmdqfRfpWTV45VjEoU5Mofat+rMUVeFYW5dgqMOiux/+p/RcWFeIKaSmUAoTT5aEg9/q+Usfo8fh/aF83AmU4KhQZoG7cUihuMEooCkUGKKEoFBmghKJQZIASikKRAUooCkUG3FChjAxc4vLQOM9++2sspR+C8cMsjffTP7bE4KWjry+VGeXI95+Un9k4/OzT/Ji3pJmaGie1mNrzh14kvUnMx5kLvUQCTr734rH0NrPDlzjbO8HS5AiDsr+Qczp9DNNXTzKx6EGheDPcUGc+PN/Psj+HkekFNq2v58SRV1haXCCCniIxxMyFeh796+9QU12Lc26ayqoayhqrCPrdFFl0DK9a0QfsDA4Opg2pYYefmrJinn71FBtrStEmIgyNh3A5Z8VZ9jPad4agE2q714tra+Xy4dO4NQH8i3PEnKMMJ5sZHR3B5XKyvrkBheJfc1PvR7k2Z6ehrYGXj55j045dOAb7GV76l1+zvbuDF85f5ezAMCG9Hrc4vxZLDRHXEu4FJ2N9p0i6hgjHNCSzctIHaLXmo7MUiVNsYsPGeuLhIImkiSytFU+Wn6QMM/qojy37WshKZGHWu6gR5znFxuIIWXoUijfFDZ09nMgpomudBf/sELXVTfSNjVC/63YW7CM4VrKJ+Z20372P+s5qpuYcpNpvavE2sznJSLKIu3fWEnbA5VkfO0uTjIW16f0Wa4PpZ4GMTgxjyjNRWVmHzb5MR9cmAj2DRF0LXBgfZ9EZZ3N7HbMLpSLCGAWhJZwRK7u27UCheDOoKSyKdyw37X6U8bNPcTFUi2PoEp/81GfSk9n8rnke/fvvs/+RrVRUtEkYZeXYkRep2ngnUye+Tudd7+Hl7z3LutY91NV46R+YprR+E6uzo/j02TKShKk2mhgZmeBXfvdT/J9Z0tiFUwzPrhCTbZLueQ5+6FfpPyVJf0GN/HsSh7uAd92/iSOvvYwrXorGM0Pruo2MDp3gnjv2c/jiDJ37dtNaZEWh+Enc0BylsLCQ0IxUoxISSg308t//9M8kgS+ktsLChf4+/vS//hWSe6eX8kwt+1lfVZaaDkpIMvK1MitxUktvarBWVFFXW4zBkM3uDSUsxVbpW/GTHfHz6De/wd/89V/zX/7T73F+YIx+T5wN7ZVcujrN+OwkoWiC+TUTdrtTCgIuXKk9ZpvZs3MXJVE7dZt243GNpZ+9EYtFuHL1KtfGM+9ZFO9MbqhQZpdWiORX4ZqdZnDgAgNT8wxcvEJh1z7KUo+yz0pgki9LoxdkFHAwPnwV2/wcfslFJs+eRiuVrxWnh5iIaCGsoaveyolzgxRioCzHjyMCQe8i1Y3rsBpyqSivoKVAxxMvDXLvvg523vc+Ip4lklIVi8eiaLKiGBI+rvX28Wd/+Vckcgvpf+0wsbyNnO4ZkTymlOKSNh7a0YhC8dNQOYriHYuaZq9Q3GCUUBSKDBChJFEoFD8dNaIoFBmghKJQZIASikKRAUooCkUGKKEoFBmghHID6Tl/CrvLj+KXD7VI9w3i8LPPUdraxMvfeYwt+3bhWw0SCa/RvX0Pk1cvkW3OIZI0sr6+hMnxKfwJDXFfQLbdw+xIL3ann1yjkfyqFhLLo6xF1nju8gzvP7iTYCSevt8mpM0jL+IlkV+cXtkx9agHS34+xhwzvlCEHZs7ULw1KKHcIMLSkBta27ny4iHCy8vocrPpOX6NsG2cwYiZ1qoCcosb0Jtl5OkbQh+30z/tJKd5EzXGLGzJNa7MQ8HR32ah5B7cbgfv2lTDuXPnMRmzsQ04sZQVYc66xqg7j1zfKrriMgw4WLW2UhCHjSIUtTr0W4MSyg1i594DvPz9p2m58xHKjSGm7H7y64up7mjFPT7L+vJcFuNZxP1RTCXl6Hwe6lu3wloIvTaJPisLg3eSsj2fJWfVS+3GGgZXQtSV5hFES6nVQ2VbMc6FCgpDAWprm1nyr1JWuoV4MkFuaRXqRs63jiyv25HM0mSWqqhJkW8dQdc0Tx0Z46PvvxvFLwY1KfIWxFRYf0NFEvMt8g9/+zc/cWUbxRtDhV5vlESEp775FYLGFh6+rZI//u/PYNIOU1i3nYbqIp5/8TT7Dt5Fz+kp9u8pxJdVysDJ0+zYs5n5yV4Gh+w8+PHPMnPxOVZ1LfRcPkW5JY+4IU4WFZh1c2gLGomsOviD3/+3/NUffxlzmYYcSyktLVV84389yj2f/C1mJ4bQhdxcHRqnu6MaRyDK/Mgy+UVammqruDLkobPRwKn+Je7fXI7izaFGlDdIIuInLCmzOemVSlYeFdVNVJZbWJOGuiqVru23bceYl4MhvkZMa6S9cwv1IqDkmpOe0XGKaypYWpqndWsX/tUI27ZtoshkprCiGvfYENllVXhTT88yJ8jOy6XYXIElvkh2QRVhyW8K16/HsxqmvEx+XpJPRbkZXV4Z23e00NhQiVETweHzYcnTEAz7id/aD+N926BylJ8Dj8eDwWzFpEswbXOA6wrfvxzj1z5yP87FaYhGiETjFFVWp4fsWEgabLaZkO/6QnzW0goiXg96qWYhwguSI3/C+EMxzEYd/qgesz5BXkkZiwuy/1g0/RCdpNbMajSG1ahLCzYq32v1OnIt+ficzvT36X3k5YkIV9NfdVoDVmseih/lDT5ISAlF8c5EJfMKxQ1GCUWhyAAlFIUiA264UCZHBhiZXEp//8+TBFOJZ8/5cz9mwmCIYPDHF/rn7Cvcagz09JFapH9oaIj0x5JS8uWeYUnGg1wemk5vY7dNMja9iN9lZ3bFn151P7Wy/7RUvBZXPOmfp87f4kTv6yv+k15ONvV96muK3ktn0vsPrTrldw0T9Kxw7NgpIrEIg+M2eUF+PjbNrciVKz1c6e35sU9DuJncUB+l7/hR/Hn5XDzyDCON5dRuaOGZxx6jan0tZeU1HL9wkQ8c3I/HKdWfHAM9J1/Bb+3kzlYzl/qHpJKUR+u6Doy+Ub7053/Lb/3+H7K6OE9hUxu6NakiFeVy/tQJceeK01WgPGsRtpERkqkybVUl3vkJArHr6xXn5BaQjERY9btpb21geTXOuppCent7CRus5GTFxX9oY3DOxcDLz2LZtJ915lX0xY1MjQ7SvX0LU8NTaLP1rIWD6WqSJUdDWbFUkizV6KMeFjxraP2zhLIrqDCEsDlcXP3Od8he8xLVFGC3j1GwNsNr5+YYmY7Ttb4eTa6Vo4cu0mJaxrempSw/jL7lHmbHFygp99PdYOGfvnWZh/dvIOYaY9+2Nk6dOcWWPffz7WeO8W/2dXHuzCgxYy3atQhXr/XQ/N4HiXsDnLh0ihyfm5d7fHisreK71DJ47gSuMJitpViLi9AE3Gj02UzPzlDd0Cql6iV2rq+kbz5M0j2N0VKCX841QRfZFS1E3E6M2jC+QBCNLpvy+g00Sjl8ZKBHhO2jrKycuMZAUXaE6ZUILaU5OL1BVteS5Jpy5UrEiQb8rMWj6WqeJUePRpMqfRfTVlvKleFR2urKmFyJs7G5mpmRHpLJOM3ru3k7cUOFsrIaoKKhi3rzZS7O+9n/7nauHLnAivgGdx54gMtH/p7E1nKeeb6PvfcfZHZulrkrM9zb/F48vgTR6QHGFu3E4zo6tnYzePg4OWY3fTPLIBfqoQ8dFCFkE7nyNda2fpLeC1fY267n/PkVlqdnqCnW8MoJG1trC+iZ7+HAgV+TBp7gO+eHqdEEyS+5h8XpJQI+acDr6vn/vvin5OgsNO07IB7GMS41HcQw+FUunTegjRq5NH4ZYzTBQnCFbetaGJocxO6JsXnvg+RF7VIaXmJHWzNr5RWs+cfIr6xlweniyqidtjs0eMJJtlVYODEP3tkR8TQOimdiYFNnHWFniPxomCIRu19vZGXwGK7oQfZuyuVAjYbDfYNE3TF2i1AKC4vS5ze1wmapNNJowkWO1kOddACvPj8lorFQ0V7Fyuw4hUY5j1RiHxwnfmAPK+EETscss1M24vooE6OTHLjnAI75Na6GRrkt388fPeXk/TsqWY7ExPRc5dnXerDYZunY68exMI1Lp6XFUoAxX8MzNh+/8Z57sV1eQFPtZHBwRUrTYnTmGKXDyGbBXsSG0jBPPHaEvIZmwisBiko0GLNFOM4kzpominyDrLvrV+QTyUg6PI7JnMOrJ/tFKB+goLAg/Vnzst9eWcENfT5KTXUZw70n5MKV8PEHNvH8y6/R2t1Fd30JR8/20rZnv2xTT5Y2iXtqkvLG7ZQZFrkivW19nUEaYVK8A3Ggy3IkZOllQ/dOHB6fdIeVbN26TnpfE8NjMwS1RdKbesWkq8HpDGAsrMYb8LHjnodpLUmy4PVRWN7M3IKL4mIdlbnZ4jHk0r6umfmB84TEj8gqKOX2ze3kV9VicExTsekAoYlL0qs3kxQfpLIsi9BaQvpDE501cmz+QmpLzVTUtdHesVGEu0pCV0B9QwmxeA71lWVcPXaUg/fuk5GxnPUyepXlJjg9q2d7Sz6reisleQb6jz+JW/Zp1ZswFjURCQdIGsvIzTZx++5tLEsPX9qxj+a8VUpLK2msr2Rp5CKa4hbWbJfJKWjCPjtPrrFAfBLxUMxGmurEyXeJcBqquWAz0VakQyfeSV19LWO9wyTl8s7O2Nm+exfFcg790SQmzTIJh59IYRObygy4Ihq0rmk0hhw0MlLll5ZR21Ip/o+VPJOJ3Kib/PoGkkENLdLJLNnG8cQ15OQUYDKaqbfq8eoLpQOR85LUUlizXq6XmcqmZvINZsoKdURMNVQW69HnVYhwDFSUFIiAJ/GH19AkYmxsX8/Z3jGsiWX0ld1vuVjeyPNR3rY+yle+9F/58Gf/IL3Q988iFecPzQfZvLGdTDj6/FNUbT5Am/T27wxC/NPffY+Pffajas7Sv+KWMhydtjFeOPQqe9/1ABdfu8S+O7fTM7JAvUkS08U4jzy0/625uIkQZ46+iqlyPd3tLT92k4B7geMXh9m+Zx/FJtXEftm4aY99OHPoO1wZspGTTHB1FX7lXd0Sco1gn3FSX6XHtbBCeVsnayE/FTlxpqKl/M6vf4Tbdy4zcO0Kd3fomfAkZKiOMTA0jq4wX6poPXz9y89w+/7NjM1Ps6GxllfPTZNbaKG+qYmP3H8H0wNneOx7Pdx1Zzs9ly/Tvr6dJ79xnE/9j/+M7cjjuLR5BManSRjChCUf0K5aWA7b0ZtLaDSP8eKz2dQYpQJXVEh1+wPc3QyXT52jasttRLwOEfMQ/Y4Id962FcU7kxsaBGZL7D3jDhMPacnT+PFKObh3cJSC4mpKSqtpqK6lqbGMI+f60FQ0k6fTYJ++ykv985gNebxwaoZiacyDMw66N9Th9pqoqyqkrmkr4eAqprxCVoJJCvN1JKXa9Nqxk+kyqEH0HpVSrNvlpay6hogE5YXGbKJSvPElDOQXFRDyaAj6kmRJrjIuCWQgnEVTuRmDLk7IkCVxdhTbxGR6EqHL42XILh9obRWjyYopmWR0wsbS8gIRNcnwHckNDb0iqy4CSZ2UElNJkjY9ec/jGOHRb/bwW//hs0Rds+nkMDU50GKV6k0oSlF+NrZlDxW19fg9HgpytVJ2jWLWRrAUp56XkpCG65N9abGvRpE34XP7sEgSG1nzseQxsqmthIAk4HpNNk7Zh1GS15CMajopI5sNqZad8iB8rx+lDnmrVIDMUuL1k9SZRDwitHAIrVb3g0mECfkTkZ85fZLY50uCK8nnqieEwZLH26wgo/g5uWk5ytjFl7lmC5FdUMF9d/x8z018/Inv8ZFH7uWbz7zIRz/wft4sEb+XI0dOsveuuxmfHqPMpKd/2sM9d+54i6clJHjmW1+lo3s7Z2fW2FYV42yPjea6SpKxZWxSwv3wge0/8q5XnnkMY3E9JVI1WldbzBsl4LHz3aeOsO+2TfT1jHDwgZ2cHHGzs2KNV3tcPPLwz875nnv+OYkOYuzcu5+Tp8+gNxazZV0pgwO9eIMmHnz4nh9sG/PNyjVP0tVe9yP7OXHqOJu37c2oIHMzuGk5ilGXZFDKtx0b9TjHe/jSkyfp3tzG1auLbG5OQmEXKxdfIly7gxwpRRaK/zAg/sfWTZ3YFkN88gP3UCNl9NQTsnTaeHqfV156mteu9VNbswGbc4XPfPpzzPQd4ckzE+jci4QSWVKyrWbHujpevjhFXUkOReJnmLPWmF5OsLO9QMqaLRLW9RC0T2KyZHN3o5aBxQjeS49yfCCJ2Bo4xCzLa+sQ49DA+d5TFJgrZORYIeBPUNy0jskzF6nf3EQ0mcNo3yj1HY0SwjnY3Gpg33t/nZHXHud03wQbOzYzJSPiJz74HhwyYp48fxqNdT1VpRU01MK1/vPsfu+v0p53far8177yt1R0bOPi5Sk+/xsfZ1WMxJ0Fq4xrcnnm8a+hl/elpu47Y6W0loUkd3MQkFPTXJmHbXROzNxWElqjlHpHMLTczkcP7uT+Ax08f2WOvZ1lnFjMk5F6hB6nk+aCKPMLEzz/1DNUt+xmZPAMjxy4g2986xAbOhvQmop4cGctc9FaPrNrjf/2199gy4H7yXcO8NV/OMLBX/08dqkYLkdgufcCYQmpi8R3efrl83S1vo+v/u3f4o7lsX7bLinTm3jmpcNcHvJKddHPos8i5f71bGxtYn7wBE+dnqQ2OMo8FlbFs0q1k/6Tl9iytZKIoQSfzZN+NGF4foaGjd1M9p3nA7/6GzRW3ZwZ7DdU6qG4uN3im0yMTlAkDm1VcRn5cT+26V60+a2Su0TZsLUZZ/8wQ84EObEoDeJnHD17gbI8U3ofbpc7/dXz+ledOPjNbRWMSOPbumk9U86IuNzLfPJ9D9FUXMimdV00tTXyRK+PLc0WceeX8JlqOXvsMFVVRVjEBBvsG2F1ZY7hiTHWJNeZtPvT4Vc0t1p6eHl9NrXCSQHDo8NYsqJUVzfTLAIYk33p8xrSLrM+McqUXUN2vkGOysDUUD9xu4eB8RksemSUMNLaVsS1eWmQJQZC0ZgYp3E+8K77CHpd9I2vSMqzSGGeNIy5fnH/F8Wj0dPUXCWmJulz5BVzNOycFR9IXGzxcPzTK3hySjCs+qXAEU/d5sKsy5c+r+vbGmju6KS6NJdXz16hc2sb5liuOOk2XusZo7NMx8LsonhI8fT9M9Ul+Rwe0lJuMYjI91CZHOGOzgrG7T4Jd2upLtfTJ9dNb6kgOD3I+KSNlg31uKXD84RCtMu5DywMsuRaJZcgLuc1orOzDPZeoUI8maOXJ9PHYBI/5vQ3v8nF02fFY2og2+tOH/ek+CWTgwNMj0xyaWCSlrw1tt5+F/vvv/MH7WR2cSLdTnQi/CkpykRXHWzf3IrrUh+dXZvS99jcLG5o6GWfG2dIkt62jm7ywxP81aF5PvrQZibGxsVxFTPKbGJy1ka+SeL8HC1GSxGhlQXKSi1iwpWkQ43+/n4xyuq4OjTBnh2bmR3qwS4JfGWRBV9Mz/rmelz2OenVjPjnh5kaHqJ+9100ieGVymGiHoeIK5ccabwGa6U0kFwm5KI3NTfh9XnJFxd4cNIhiXwOp89eFoPNSmVBklhCh9Gaz7KkMhapuoXCYdzz41zqn+U3vvBZLl+89IPPKXqnXkxRuy/1THsZkbbtZHp0SHKziBiW8plCcTnO2vR0m+KiMlxuF5OjA5SJuUlZE+aAlL/Xb6fYIiPbwIgUKSxiCE5LGfoOBi8ek+O3UCyjYsDtIFvK0r6FeRIlbdKLTGMbH+aqp4jPfWgPo5MLZCdW8fgj6edhJoyFWDQy6oza2LxrG2PXpuhqzufSdIByGcFSOV9uVkBCpdRUmUKuTK4QW54UAzZbih9Z+BMmdm/rTs/X82ut6Sklqe+j+iLaGivSc/eqWrrEPEw9dzNEKOBkdiVMdW6UZbcfk8nMotNNPCuHHZ2NfOkv/oSW+36L2qTkpnKemxrrsUoPlbp+7kQepuA0kaCXb532/lA7KS4pkjx0Bfuym7KyMvQyyi+LQFPHdiN5W/goQenFwvK10PrDT9tNTeyzWt/88GmblN7PWsbcwAlquu4SFzg7PSmxRUY0z8IkuqJGzHEXV8fdbO0oYWLWR51UuVI9NbEIThnum8qMadGU5sYIayxUlxUSC8pxay1EpHdzSY8/KYLdskscbauJG83K7DALa+Z/1SCt0iCrGe8/h6Gyg9pic3q7VIiWmqPmi+rls7Sxxo+e15/FspyT0sqf/axKv88nlb0w4wODhGKwdde+n5ljXH9PhCJryQ/93LOyiDav7Kc67P/cTlJFG03Ygz1spMKiYd6TlHNRznDPZRq6t6Svd3V9tYy81zu9G8FNy1FSF3RoXEqsoQBR+eg1pflMO2xM2wNs7O5O93b/1x9/id//wm+ilxwloZcQReLtrHgMp/TGeZJol5g0BBIaCQFKiAcD5JpMVJZYOdM7KqGWhhGHhj3rzFxddlG4aqdQenS/XNDY1ePYHHGmn3+eIenlPv+xRgIrbpzDx3jSVY8uK4+Ye5U5aglPXSDkDdL0q+/n9FOPsefhOwmthdJCmT37TTxtH2fpzGFqN95DY0mIwaFh9kgI8K+PYUdHNf29/enGZJbwMeXpzF67SGv3JvrPXiS/+EcnF5pzs6RoF6NCcqYSvYNnLi7SmOvk5WsJQvnVLPSeYaSmjJINHUx868u89/P/DqTyFgkF8Y1fJdh+j1zcJWRclM5AemOp8vlW7FS3dTM1KTF/voQ4ASOdRTpWZIRM+JyQW0xLlZUvffmrfO7zX2BVStyhSFDOvTV9blO3NCc805Jf5hKQkCdPG8AbiXL2tZe5572fxLc0x7jThUaqiPpc6SxkG6vGg9lazpQ7Jp2RB7c/IKNiHjnS2LMMRTKyXM+/5u0O1iS0q5RwdcbhZXNbPRNSgrdUNBKVDkkvpq8vUUCJdFRnBsbY3dkiBYNLjOmlDaxZaLE4GV4KcvWbXxHjQcOJi4XUsEwgr46NZb9YA/iGzvW6fG0M27ydwau99I45eOnwS/giWtZs05JE6zl25gKWvBzCA9dw+Mc4f/EK/WOSW+xYx4WjF5h3i9lo8jMwMs/I+BCumRG5eEUSL4+S7b7CuMcqI5JfwiY9vmQBC0tO9N4ZEoWtYiJOEbM28lLvAJutdryWTbTVlYoAYN63RnWe9ML5ZmLaXBZGB1khj+1bOjBlxXj1+DnGL0mcf+d+TGEHruxG9u1oY2xwkaq6OiwllZy9eB5N3JHOU1LH0NFVxgWpYtlGXqLfVsDhoy9LrK9nTgQ4eHxYzEwN33/tOKPPvky2hA6rqzKKTZ4lutCPO7eB0rUpbJpGOk0ujogpu/WOeymNzHJsbo17772d1Rnxnxpbefyr3yWvqpqafD3G5k0cfuUEK73fkxBRiz8witNvxi6NOdfXxwUJuXr6l6itzOLUyZNMXHiRWMNdjJ5/loKcACueMEe/dYQJKYsvOPSszr9M//lRJqUDaSyIc/T0OfbfeZCSolKujY5x78F7ef77j9M/IddBX45NBNVzZUVGwl4JjYc5J7llItfCtm1bJcep5NDhM8xNL9DaWp9uC7P2Va4eP0OuFB6mr/QxtTyNN7bG6OmrDMhok5pTdv5KP7u7JG/1+miRYkpkxcVSTCel+gR1BjcBcy2O0WMS3u6iR6pu27dvZTFRRmPRm1/u743M9bqhQskJO5lYCvHhj76P0PIKbevqZei+jZXAGnfcvpfy7DAnLvezeet2AkE/2ToD5VVVkkjX4Q1H+fAuI2OhaoKOadZ17ZPKUzZ1bRspjS4zGa1gU7OVsIQfbZ1d2Mb6aWxtwxnWiSlZjE5fwIRUmN5z927m7AnqS4uYmR6gb9LHNhGMdGzUlJlxugPi7ldQtW4rWs88FNdJfC/5U1kDtfU1LC2uEJJ01THRR5mUqY6KqYmmiGZzkGm5QJvqTOljqCnOY9bhIiYOZUREcM/ezazMTFImAsmSmH1FXquSEaq8pYVmqSjF1rxyDBES1mqKJQ5v7NidbsjzawU8+O6HGTx/GGfQyK+9W8rJ0qHkSz6xrqmRUmkQ+mTqCYIBGQmkALJqo759G0t2KQxUrCfLZGFfayGDXiulxQVSbLBKA/SzFsuieMMeSi0mqvK0jEyM0rnzdqkoyohgzcZj91IvnUBRQS1J8ag0MqLG9PlsWCe5kJSGRwev0rhhMybxj8qLRIzzNgl9OjAuz5NTbmX9+m6KxUCOue0i5DYKJBoo1PspqZRRY26eBumYRhZ8fPi+Ns7YLJTIv1fsYfLk+PLyC6SKl4NJ8itjUVW6+DEkVS7H6GkcWVYatDF0BjPNm3dz/pWjdO19F0ND0zxy734GpOJ4196uG1KFeiNCIZWj+LzOjP7eCJ554qtJqer82NdOv/BkMhp3J7/6D08m4/LvoydP/5Q9xZNLc1PJhQVHcm7JmXQ7FpJTU1NJtzuQdC7NJVeC8fQ2U1ML6a1XnO7X3xa+/r18XXKupr+63avJn5eAcyr55AvHk79Q/tU5ypSnv/n3PzjvqWP+hydeyfi9qe0fk+0z+n1yPj0e7w/+efbIC8lo8u1Jpu0+9feGJvMeiVVjkTAarcTikjRrkl5eOtbHQw89jFXi1ojfk76Lr76+npXFafxxo5RWo2l3XKu9fgxWSVLtEqqlZ4pIPJytl31pDOTlGlleXExXbqLS+5UVWvjSF/8TDzzyfp49M81DW3I5d3GCgKacHJ1PqkbV3LdvO68deU0SdQPOGRsb9z9IXmSawYl5DFJ21srPF1YC6KUK99CDd5JwLhHLNuGTMq0xHpYc5BLGqnb2bGpF8cvHTUvm+469xOD4OAuBhNT5u3Auj1Ar5cBUwnu9RuPiN9/9G/x/zz3B2nA/g8NLkK8lX/KX0cEsDNkLUor9PV78+lNctUl+0FjKsMPJ3Z3VVLTt4Orl82iXbDw37OHP/vyLEosXSJi1QFFRIda8Cjp25nPq1DC7Dr6HtjILGvl0bRKejQ/30nZbB8PeAEanjb1N2fzTRR8PbWvkqA0eaRFvIxjlO1/7Ntn1tRjm56lLmVxeP1XGRTluJZR3Ojc0R3Ev2Zlzh/jQJz7D6MWz7NzaKT201OgtFlzLcyIEo1TDJOatqKG6yEAsJ5/kqov61hbiPqnu5OayeWOXOLiSe8wvYq3Ip6zATI4hF13IR15JhdTUpZy6cxe7uxu5fOEiHRu6WVhcEK9kUAw9yXtyTLiWRokmzBToPDx2uJeOxjou9i9z2+7NNEjF9ZXhIJ3tTXjErW4ps0rCv0ZHa7OUIsUnaOqkva6SrPI6NMtSVRMjUpe+eSkbxS8Xb+jGLTF2kmgyE8rPCr0uHHsKbdVeEo5rFEuDaygr+sFrPjECzVJnfytm/USDQTH5vFiKKphbdFJTUfRz7CXEn/w/X+b3/8vvcO78WTZu2YVF3YLyS80bCb3SIwo3aEQpzDMyM3xRSn3iM2zp/OH3ilue2W95Yzzx4mu01ZZxXEq81so6Kop/3uVD9ezdvyst5BNSddrW2c6VgQGSfh+HXzpBS+e6t3xtp+newwwv+zn3/HPU1JXwyuETDI/bCbvHOXn8NPniilv+j6poahKlb9XHjDOa9oHeKCEZqZ/69vcoKCvhhWeOU12czZlLkpuFVzh9bULyybqf+bmvXT5D/+AgS37JQ6ePcepcPzkFVUwPnpYK3jlKGzsx/avjHhnpxVpc/iP7TRmw5+aiNJT+YpaAfSMjyg3tM89fHKa0fS+Lh77H5f5+xoavoUlosUr4otfrCQZDZPnXaJLy7qCYay3bDuIYeg1Psox7t1fwd09doqm9EffwoJRq89Eb66VUPIY+O18Sb0l08kuZGhxmx23tUobWcN/t3ekigG12lNyaRkaunsOR1HJ15KqUSatZ00R58OH3MHftDAOT84inSSjopby4mM7WCvqnXOSIuVYlRpgGLdPzXh44sDs9MTMiZufFK8MUV1TQ3l7MsbEQ62JjnLp6jebmRnwuuyT9OtqaG5gd7ydaVIdzcEROfpLs2lrKZTgKLgyTX9cpvtIY3esq6b08QaPkXcX16yWHSvLssV5MBeVovdN073s3FqOOv3zyNKYceF9eAVu2ruPYoeOcWqnmNz/yXimpwuOPf5PqDV3MXL7Eez/2MbKNJtZVmHnNV8bSUC/XHH7xTODS5QU2Sm5nDzpxjc9SUlVBbNWLX3yJVQl3b99QQc+Ij498+H72710vhZDjdHdUMeaJo415OXZxge7NEo7aYzh6nkFjLROPaQmPqZX5vquSM1ayNDabPoYTpwf49S98hke//Q2uSBn+1z92kP/1Z18iq3Y7v/HuXXz1yeN8+N1dLM9OUFrbxlNPPMf7P1krZuSgHINT2gR8+BN3c+zI81ye1GHybJPjDtLRUEXcWEVr9c2/ZfuGdpI1Zbn47GNihkWw5ISIRsWRHZ6Wi3YZt2OJp8/088qzl1mW76e8kqOsDLM8MS25whKm3Gx5T6H0ng4u9xwjpivHIT/PlRxi6vR5Xuy34Z5fxu9McvT4MXHtr68RFvUupCc+jg6MY5ZGExdDy2jK5/ScnwZLJD2JckJ6291791NqiNFQUZJeIujQlTmKC0wcP3KVq44ETz/3kuzs+l1ZqYmZjql+JsYGCHuWWJbfW1GQTSIeSH+mc9LwPDLSXL10gkQyTqH0wp7ZZPq4/fEkpdl+2YeLi9MT4vesElwe49D3jhAIuzl86DmSyRjZ4m1oVpMsX3oKWyCXiUWXuNEJ7jp4n7j1cTHu5uXvIjFTAXHxRaYX54iJUKqKU258KP27lgOvT6L0rBGT0DMRD/L8N87IdgGmbTNyrhb47tNHxGTNk0qkmPTEaW4o4cLh70iHsUZOVpCo28aJQQft1aXMSUehjcfT+7t9ewsvHh2lpUQE703Stb6GBU0ZseVBMVYTuCcjPzgGo8bH5OQEGr2ZRmuAqwMjWGrWpY97dHKaEvGjekfHcXlWuXb4e2zsauGJo+elS08dQ5jZwZN89/nDBAzFFBTl4nTY5bgPcWlwhsX5Md4O3NAcJcU/T5xbHL+CZ01LPKGj0qqVJD4Ll2uV6roq9Fk6VqWU3LiuXRzxE+kJf61mP3/8v1/m1z/zrh9MjktKOLQ4PysJdosYWwtiCtYRC/splATfHTGmJ1Gmfl/Lxi3SmBeobpQEfV4uiCT1FlMuSyE9W9Zfn0SZuhlM61+QizCNQ1z725ss6UmUmliEbJMBM2vi1v/LxMwGcYkTkdX0JMrLvVNs2byO88ePEpKSdWF+vpSog2QZpRgRDVEkcYVLhiufx8PJV45z/8c/hnbVnp6smCLgcVJWU5+e/VpWaiW3tAlr1MHogju99lU8HqOjoyM9ATQhedziyAQzU0OUN6zHbveIyLtZWo6zrbuJATm2f55E2bnjDqZ6j2HJt2Aqqke/5sHu9hNKysgpx5Oa+Ng7Msmzz5/l//p3v0nYtYDBWsjkyCiW8nqiErLVV1kYen0S5ZS46Z0b6rkwskS5KSpGcKOE03r6L0nRZOsOeuVcF0v5flxMWZ1BOg5x1lPHUKDxc+LsALv27STgmGNMBJd68GrqvI/NB+T7dTJChwiEgtgcK+mR4kzvEEWFJXLOnOnzXNOyEffgyzw/4Odz77tTjnuOjk2pkC0/PSXmreANTYq80UL5SaRWQEx9+D27ftJ95zHpcfxveLLfGyW1quKa9LDWvJ9cxYp4bIyKi9zZ1swbIhHh8f/5v9n3oQ+IcPR0t5Sm5zydH1mgq0RLz+KaSNFJOK+arpb6n7orp8TrgzMRNnVWcPF8P/vvPcBI73mi+nKq8leZ8eWwsamcIy+9TO2Ou1i4eJKO2+9hdHiA2zqrePKFPg7ctVd8KQOLNhFqddnbf/3cmAjJGf65cq2fh5vmo3jmRvjHZ05TJ+GSU3oPg3xwtyPKuo4Sll0hfNFsCZXm8ISymJucw1holrBJJxffQnxlluYdB6nS9nNEwqKSHA8ztgDZkk+sb6riyoVJGputRAylEtM6CCY0xLzLFJZUYV/x856P/hs8117lu6fsUg6W3yO9p82XJV6Kjl1drVTtuAft/CD/9HIPhbowxC0US+MNyPC/vBSksUIvYV4zd+3bzXe/+TUGlvx88MCDnJiyYQitsW7TeiYvHANjnoyYmyTsOi8lYy3FRXJ8e+/kwqHX+PinP0BDaxVPHblGk26JZOheutpMDE/bqM22sDC6wKZHDnDoiVd/RCivPvG3ZJe10dfXz50H30dwuhejvOfp509gD9ewQ8KuqZUVLImrvPj4RSr2f5bu9mb2HdzDdx5/hdJNOzl6uoesuIuZMTdN5THJ42xssbZSISK5JRDjubrsxs/SvhHc0E7m6oyd/R2lTA4laSw2SsjURk4yyZQkvTk5OfIz6TQk+TZnLVGkDWEukv512Edk5Sq6+ttZGbvM5NQstVYNrV372CKNtqa+HftIH37vKKsSMsUkTLFdnUnPZu3cuwMWs5hfWZCqj4RQBfXsaK8kHF/DmcynrWsT9+4+QL8jjoTaTCx4eO99d6dvcw3aF5lfXKaldR3tVcVoDFlcOPcaT756nkRBA/u6arBJ0mtfsBFZmEMv+cvm7k3se+h+Rk6eoqO9i43rGlhw6Xj2se9i0prSJ7NAKjxFejsTqwmSutTdmnmSpGulYLCVtnVVkjfM0XT73vT5Wpkd4qUTF9PPW5w3dTPvS6aPeb1UvOI5VjyBNfLMxbTXiGkrvz8vW4/HnaCi80HyddcfSjQ+Zue+u9tY83spkJKYNttMpZyzi8MrEqKqR9LdKG5oebhGfJOekWm2dJgZnV1hVUIpY3EJVWY9dbU1rOU20JCvQVO6iTukFGufGpdqVQmWgkbyo9PsuP9DVJQWYI/mUmNJsuLxcunMZR760EdZdkreoQ1Kxcoq8XgqNwhQViaVrZxEepXBOvFOUnH92LSdnFyJa60V6LxLNG/upjQ/m6KCIipl36dOneL9H/qgmIyrdKyvIyFVOW8wIpU1E9m5hXzwoQNoPJMcurTMIwf24BVTMqekTBJ2a3rt4QiScFZWUKSRqtiEk4ObCgnlWOS4dBQW5mKTkO3A7TtZtS9RUl0v8buX6bllgm5x+K21TEllamFO4vT1TZjyS2iWnC0lptjSNTZu3s6ivF6+vlsKDnl417LZKjnWsuRaSTmOqhIxXis2iUkqYXB+Mcs2G0MDV6C0C6Nrgu5tm/DNjUvOlUdeRTN1xgDhnAK1GMZP4KYZjqmbsv55tZPiito3vahAKp9I3Y+weV3tj309dZOVN6ij6PUbnH4cs7PTFFfW80byQY+MUKlYuaPtR290WlmYJmqwir+yiKGokeJ/leukVpw366N4fFHJDczcCNL7lPOYynWCoRh6i/UX0PATTE/PUiqfIbXUampFnFRhwmpN5VwujNIOjMYfDpFS12JJRtGY+DKpuXw/DxG/i1AsR/IBqeKlVsuRKqXOZE3fAGaQju9G5/Q3LUexXXmJE2NrBMMePvRvPsmKI0St9IK+0PUl/FOTIvVmqfpokjz5ne9x24MPSBxuRPLN9GRJo+X6UkapE50SybI/Tn25Cbv0nFqj8QfPJdRICTgoAVROZIGvfPMMn/93n0m76NPT03IxLWmxWlLreol3Y8rNIxyO4F1xoLGYpCwaTT1UEYtZyqxy8VNfcwsr5PeKyEMJ6iuKCYW1mHNzZT8r0jASRLK0WAxaHKl7z+V1Z0AqyRjRxENS2XGRW1JBwjHMiYFFNC4pY+vLeOjBAwSWZuXC69Ir76duS041eJddQjmtmUg4dd++Mb2QhpSKri+blBXFoMlO93SFZRUEZi7x/UkT795SzbdeOEK1ziuFiCIefvd98lltWORcRFPRgHhBRvncPrtdyupGsuXzaaSipI2GMWq1+CWfS926+39+7qjGmJ5cmhJFqin8y3Em+Prf/TceefdH6B93sqEhn5Mn+sU4bCQgFctq6RzuvWM3s45VrObU0wNyyI57eO6ZF8lJ+Hjfr/4eQZdDjslMyOkgW655KLWMlMVMTI4p9ZmvH4OUyBNZ0rGspie7OuQ6X+iZlJFW9mgspDXWh7fpQyxcO0WutVzyx73cLG6oUFK3+G6/bR1L9mmOP/UsOWV6/n4iQn1RVtq1L6kq4Jv/47t84vc+KoZAA0PnT3JqeIFPf+x+vvpXL0poNERu672M2ew0mxx88xWb5AKlLE2eZGAwRFBKqVqnF2NDO22SiMeW5qTHc8j2H6Y2cpHTfctius2il3KlPaecpekZSvJNlLatp2hRQp5oobi+WZzojVDXHCCyVkgkMsunfvevWHjpu/zJ02N841t/xtXTT4s/EMJQ3IRTyrAjg0t8+tP38NwLAxjz3QyMJ7l3Z7GUuyU/Ofoav/q7f8IjHflYc53MuA00Vl2fZPnc97+HfdmBubwFU2EZv3ZPO8+/fISG2jJOHu4jkEhgrW+gvlAKGlEXr74wwb//3Yf53T/6J377//0id9RXkWf0pm+EC0ilLrcgC1M8LI3QzhnxQhZCpRw/dYGu2gibD36BgtV+xv055LqmGBTvoyovi7WCFlbl30U+EUtJlgg6iCvhRBeUHro6h9/5tffzwqEXcAd81FSWYK1s4+G79lBaVcvs5DBFRW1U1TSzZXucvguX+fDv/QHmqJTCbVd49qmzbNzWzqjHwGfetZ/2hlJpBaWkBtnvPPoXmLsOMnvkCcpv/xAJ2X58JUx5abWYrHrcNg/NtbkySq7iWY1TXbNLOpcthKVjmZTOJyq5bVl1E17Zo0+ENOtYE6Fw07ihQgnFkoQ0CfEypjHoDBJHF7KxVsKQkjyyE0E0mhy27NlI1HPdv0itsJKIJcRdN9DUvY586WGdYug111czem6UIklOU6s2rumKufO+7eId9FLStVWMu7DU1nOw5udgWavBqJcPksgnIRbvug2tGLKlUBAu4oD0QD3HD9NabGJkVpLrLD1xnZ4Co0tyoVYJ2xLkZmWnh3STxPwf+WCBNFhJwKV3zy+T3CnpZUFcvttvq6NXXPyyKsl9imrZ0CY5g0FHVk6M9334o+wTMXs8s3gDMXHJS3BJlaxMjj1fqmjZki9lSwGirK4OnfguBknOWzZsweHLYzo1q1mc/aQk+KVVbdx5Vw6r8TzZ5wfpaioSI3Yy/WyR2rZapr1TGJMaVnI6mRfPKFt63BxNHp/42Huk0dpku2n04sFUxDyMyQijSeaQzMnHoo/gD4XR5ZeSE5MGmJNHQ1kBwRUT9S2vP06ipgqjR86DjE4N9an1uSQCSOqpbWxn0pa6U/X59Io5LZu6eE46wNaqDVIlLKJa3P4s/7L4RKb0QumLfr2MKKusyihc2bgZrSFArG4zFUVGRudFwIY1smQE2SEFiz7dLPHQJFMTy3Tv2I7ZbOTMS99kKt5ItX6VrMIG5l0rJAsDtDe2YG7o4mbylvkoTz32FXa961eoyPv5Zt2GJME2ipEnqfqbKM35+Lu/P8SnP/ORH9pHIiKizf7JZcinHvuaHPuHf+jYE+kjSU1tiUqyfCNmEv/4Y8uESKr4IMcQSZ+jH38s/zxBdUvLvyz48LM+948jNeF0JXWff5GFOU+QmjexyEbfiZdFCFW8a38HbwfelobjW4nPPsF3js7wwfffecNm/L4ovkb3wU9T8SZ2uGSb5X8++jRf/I+/ldH2qYT9H7/0p1RuPUhEqmAN2x+i/8wL7Ny2ixefe5L3/eZ/ptqI4gZx05L509/+JseXw2ytTzDis1AvfsmlOQNFiQVq7voERStnJQZd4fkzTglv9JhDK7jyyjH5Auzf28zU5CxjEuKsOd3s+pXP8LH7d/EfPvVhSu/7NTwnv8G1FSudG1sJLs+xMHuZsq0fxCIhR2VBCReuXmDDxvWw0Mt3Dp3jwwdbuHxtMr0/vSGb/QfvoWvHLiYk//jnY8g3GRi7conWdc3ktWwjMnKBPb/xx3QwxJUrl+nz5rOvwUjP7ASnnxri3R9/gDPHTry+v9vF4BtAY5RKxFIv3Xc8hF5fQacYfecGJtl82wE2NlipKzClR6OvffF/Mrq6wFjvCJ3d66necRv9j/4dofpNVIknEmt6iD/+9EE++msf5dyrpyTEvJOQY5z6MjFjHaNypfRM2Ff5yhf/Hzbddxvu5VnxZjp54e++z74vfJSe81P88Rc+guKt4Yb6KH7PMm3bdhN22tAV10seEkOrE59ieZScUjHFXEvUbLmH2jwNAdeaVGRy2Lh7JyWFhTjGT5NlrWddax21BbUkxEDbsG0ji5Ne8QQqJE6toKujSXwPHVYRxq6t68iVqMMqlbJEJJZ+DETLpr34lybxLXhZcY+iFd9iXWsDH/vYRxmYX+K2znVcvNDzg2OIime38d5H2NlZS2VNDcfktWDSSKkhzNjkNFXlzQSDy4zPr1KUzKNt/z5KLZrX97dCUSxIS2MRhSXlrCy6qJS4eucdu+juFh9EQpUV2xRzXh2d7Q1cO3kGY12NVM+qKam0UiYxd6mEdmXiLxWL31JYXM6Gqjz+6dFv0713O5NXzlNU0cL4xDDrttxOlgRod25Zj9Pj5rbdHUzO+aQCZqYoPykpRZjxyQXWVVdRUPTWTgH6ZeKm+Sg/TEzyjNT6wQmJo29MvDDae4IBh5H33L3tJ2whhQQxJo3ihOulQvbPsX//5TPkVHfT+gamR7z83S9T2P0etrWU/shr1/fXwXOPfo3f+r0v3LSnWIWCgfS5DUjelKvuwHzD3LQcZXboApel3Cule/bf+/Db7oGVCsW/5qblKJqwi5rW7rSPMnwpNdM1jm8xQkG5jrjGxPyih8YynZRSw1SU5adXGMzSlrHo9mAS7yNbmyDs12EsyyO+4sQsoUR1RZP8VeGE4ubylnX5DtuyOOJBzp3skYReXPFsK9HlCC6fj0RoGfv8Micvn8OzMkMy4GF+cJArCzGGJFkel9r97OIUo2LeKZEo3g7c4NDrEjPifrsHT7Di0VHYUC7lVSMu94oYkfkYCVEviaw7nE3UsURETMmCwnwWF23pu930hiSBqJ5cfTT9SOy4Npua6gZaa4pRKG40Ny1HSfkAI/Yw+REP9lUPdS2dFObduCQzdUPVciSHmrI3LxyneByT08tUVOezmnpMw/p1OCVkXNVayQ+v4I3qqK0sljJxL0XV6/FMXqFtzwFswz20NDVyrmeC9m1bGD9xhKrtu1mdG6F5/fXHEkxNTdJQU8axE310dFbTe8XGgXt2o3h7cdNylBTnrvTxcFc1Xq8Wx3AvM0YrBeYsHKtrZMWDOFaCGJNxjFY94ZAGU2ElTRX5nOkfJT87gjaRjcliweH2Evd4pPxrorSpmcbaai73XObcuJN777kXt5Rjs3KlPJyI4nbYiMnok5rWPjkyzVqWjERS/q3Zso3Z3l627dnFwIUzrCW04qEEaF2/lWvXLlFWXo5XZ2XRdiEtlOOvnSC/tkVc7XNsv+ugCEVDQ0sFpy6K/5PfwtSLr6AJzqH1L5JMmpgTsRVVmXj20BN0NmxmbcTGunorZ8+fo9yym/7hcbp3dGPQDDCxskKFtRj1FO5bkxubzGeb0yuJFNW3kRz+DuFkDrZolKUlD7naJKNXY5R3FDDVM8Jqjp9i8WUSzYUEpy+yZfNOjr70HNNTUaprIKdhB/kBP6s6B0MvnOdC5RbxaVy0WGOMzM7S99ohCpLlbH34ALk5JjQVrQyfe4lEdjVl+T6eenaFmpEZCjQFbNviZHBulTX3POUF+eRvEzHqNSTiWayKgF2uQGp2E25DPqbIqngcNSwvzcnnWU/c5qWrqZKrLh06czZGg5XCxp1cOfpdjOUb0eaW0GLqY3x6SLyQStrb9lBVKNsV1bNtvUN8pIT4LKU0Favw8VbmhhqOMd8S/UPjFIlhl1vYyvKsjWh2PmaSxLMM4sbHiEfcJCVvyTbkUtLYilmv5fbNTTx7boKPfOh9+NY81JSYKS2vYSUYIhhO3YNRzQcfOQiLFzlxdY5tG1oJpx5Tllsgo5W8HnSRJwZeLKGh0hCidznJjjYTnpgWS4Wedeu7WBjtpXHz7XiXxEjc0I1Vr+fCkE/EZiO3pp2Id5XW3Bi6wkYarREZxTawMtTD4bMXMFdtRDN5no1bdtM3OpdeOyyYKGVXdwWXL4xy+517CUiVLiWOqgIDZwemyVpbZVHMy/jEMS7OBJjvH6C4Zb0I9K1Y3Uzx83DTDcfUs9jfCgsl9SzCqelJNnVv/pHXUjdUBaW31/ls0tirKbW+vaplQc8qJusvZmE3RWbctJUil5Zm+dP/8jdokiESOaUUWm6sW5y6776ivOLHvmbKkyTclENeQamEYjm8GSLOKR598hUKCnQ89p2n2bFlC2PnjvDc8ydo6d7AV77+NNs3tXP+5e/y/VP9+BaGuNA7zUzPM+TVdfOtL38JeyAbc2KUv/ynSyT8C+TVtGCMrPD417/MQsTKyW/8hbj7myixvj0XU3gncNNWiiwvr+VXf+1Bytq6uPjKdzn37QHmCrews8zPqXEvCacDdzyJdslJ2JKUHCWRngz4Hx8u4d/+9uN0PLiXyOw18Gmo2trJqowS2RYt//iH/8BfPvG/Gew9y8JylDhrtG3exsiFAX77M3v59G9+hd/6zN2Su8zjS+RSXbmB2YnU4nTa9BphHbvulFJzIdq1JfF3FllYmicvlCXHoOVP/vQvGT32bV665qRgeQjNXZ/h3vIwHVu30Se+zsb666Nov0/Hvr3tHD3aS07R9anrO+59P8kXDhPReyVRFxM1r5VEdA1nWMJQ+wz337Wd1pwpphZCnPzi3/Ef/+TzvP8DH2bIkaDjgXtZTGhR3Brc0BHFPj3Ak6/1UmUtJxDyYNYY8eRLo3LbKSmvRBs1UV5bKC5nmLqmGkrq16UnA1rifozmJKvkS4yfQzxexIPv3s/I1DLlkhhXpRZikyrZSjiHDWVZkgvIqBJw0y8iuOvuvUxdW6J0XSPBQJLckhq80yMyGhilGuZj3cYWrHlGqrLj6UfMzQ+O0NjdhSErzDoZHbo2bGS45xIFZbXp5zJaGrZSW5zN4KmXaNiwhZEBqY7JMWbFI1y8MkVjUzGjk/Pi7Uj59/BzrFkqKczX444VyFhuI8tcRV2hntbNe/FO9NO4404Wp8Ypriunpb6UJ77xT9TUNzC/tERebik6CVFNqRnIil84Nz1HWRgfoaixLeM8xeOUMnCRJX0/u/FnTO7rO/I0S5YO7t3WgkLxZnjH3bilUPw8vBGhqOm9CkUGKKEoFBmghKJQZIASikKRATdUKAOvPcH//NM/5rV+GwpFJvScPErs9e+/+5X/wZf++q8Zm5y9/oOQkz/+73/Of/6Lx68/Tv0mcoNXirQQXMvCNnyGJ8bM6FLT1VPeR2cDC+IphNf0LAXjHDywicuX+tjQ2MTF1LyohI5y0yJedxJd7UYmBnrZvXszE7NL+Jf9/JtPfYBCXZBvPfGy2OarBFMLyUUTGMWbqSnQMDHnILSwSDI7ln52IAE7UUMD7c156dcKDeKLjC9SWm3Fb1+hoKGMdVseYlPtjVkfWPFzkogw1vcyY6ESPnhPJwWGCHPeKNP2AC2pZZ+NRdx9527sXhePfflR7nv/fp761jO0bNzG0vggxmwtfZem+JXf/x2aKt7ax9fd0BHF43HTufcBPvaBD5B0DNFUV8fU7Bzzc1NE9blEQmGcS9PMTNtYi2sYX1jGt7pC79FjXBkZp7TAgiE/H5PFxPxyEKM2yuqKnce/8RTR1UU8gRC5YiSmfh4KBqlpaGOm/xQnj50m6HcxKf5N/7mjJPKaxMF3vf7aOYb6hphbnE2/tuKY4PypU4RiKG4yY5deI3frJzj73D8wNjTJovh/zY21zK04mJlcov/ScQrN0smNTDJx6QyHT/Xg89ixTw2m28Ka105w1YUzvYjJW8sN9VEictCp1c9LTPDs6Ss8sHMTgWgETU4RnmVberXBRX+CWnHbU4+FIxrC5/aRrddgtuQS15vFpNRKR+MlmtBDPJQeco1mq4xW1vQC1xN9PUwkrLz7tg4C5KKJuNIrrZuNOvzS+lOLeMeToNdp0cRCP3g8XCgUpKS0LL3QNzojVrNJ9qkmKd5MUu0lpLWQWF0iggVN1JXuwEqr64n7V4nLH0O2gWWnF2IRiiqqcS7asJZWp9+jMZjxeD0/9+r5N91wTD0CwL9GunHfaIIeD+HUcxTz1PI8ijfHG7rDMYuk/Lmx90iknmnxVk2KNYn4brX5tn19fbjdbm4Gd9xxB4o3j7ox9RdAV9fNXYld8eZRPopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBiihKBQZoISiUGSAEopCkQFKKApFBmhi6gnaCsXPRI0oCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGKKEoFBmghKJQZIASikKRAUooCkUGaLSaBAqF4qejRhSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgAJRSFIgOUUBSKDFBCUSgyQAlFocgA3RvZeNXnQqF4J6JGFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA5RQFIoMUEJRKDJACUWhyAAlFIUiA36sMx9PJHn78HY6lh9HjDeKVmNAcWvx/wPl2zftIAOwLQAAAABJRU5ErkJggg==" /></span>Остаточная стоимость ОС не соответствует данным баланса</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Применяли налоговую льготу по движимому имуществу</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Амортизацию отразили, а по имуществу не отчитались</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Амортизационную премию отразили, а стоимость ОС уменьшилась​​​​​​</div>
</div>
<p><span data-role="phrase" data-phrase-id="116">​​​​​</span></p>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="123">Пояснения по НДФЛ и страховым взносам</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="125">Инспекторы проверяют 6-НДФЛ и 2-НДФЛ по контрольным соотношениям. Если соотношения не сойдутся, ИФНС запросит пояснения, составить которые можно в произвольной форме.</span></p>
<p><span data-role="phrase" data-phrase-id="126">При камеральной проверке страховых взносов ИФНС сравнивает данные об уплаченных суммах из расчета с декларацией по налогу на прибыль. Инспекторы вместе с ПФР также сверяют данные персучета. При расхождениях подготовьте пояснения.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: left;"><span data-role="phrase" data-phrase-id="128"><strong>Пояснения по 6-НДФЛ</strong></span></h3>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Суммы по строке 070 раздела 1 не сходятся с показателями строк 140 раздела 2</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>В 6-НДФЛ отражены доходы, но не показана сумма удержанного НДФЛ</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ не совпадают с данными бухотчетности</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="132"><strong>Пояснения по расхождениям в расчете НДФЛ и взносов</strong></span></h3>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ и РСВ не совпадают</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в справке меньше, чем в РСВ</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ и РСВ не совпадают (пособия)</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ и РСВ не совпадают (стандартные вычеты)</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ и РСВ не совпадают (дивиденды)</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Доходы в 6-НДФЛ и РСВ не совпадают (компенсация за отпуск)</div>
</div>
<h3></h3>
<h3><span data-role="phrase" data-phrase-id="139"><strong>Ответы на запросы налоговой по страховым взносам</strong></span></h3>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расхождения между СЗВ-СТАЖ и РСВ</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расхождения между РСВ и декларацией по налогу на прибыль</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Расхождения между 4-ФСС и РСВ</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Уточнение СНИЛС</div>
</div>
<p><span data-role="phrase" data-phrase-id="144">​​​​​​</span></p>
</div>
<h3></h3>
<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="145">Пояснения по зарплате</span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="147">Пояснения по зарплате составьте в свободной форме. Зарплата сотрудников не должна быть меньше МРОТ и отраслевых минимумов. Если получили из ИФНС требование о представлении пояснений о причинах низкой зарплаты, подготовьте ответ.</span></p>
<p>&nbsp;</p>
<div class="doc-columns doc-columns_type_forms">
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Зарплата ниже средней по отрасли. Увеличились затраты, и спрос на продукцию</div>
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<h3 class="doc-columns__item">упал</h3>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Зарплата ниже средней по отрасли. Часть сотрудников перешла на работу на</div>
<h3></h3>
<h3 class="doc-columns__item">неполной ставке</h3>
<p>&nbsp;</p>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Снижение зарплаты: изменились условия труда</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Пояснения о том, почему зарплата начислялась, а выручки нет</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="152">Дополнительные пояснения в ИФНС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="154">На требования, которые не связаны с расхождениями в отчетности, налогоплательщики вправе не отвечать. Например, инспекторы иногда требуют прогноз налоговых платежей. Также ИФНС просит пояснить, почему вы платите налоги и взносы раньше срока или не работаете по адресу, который указан в ЕГРЮЛ. Чтобы избежать лишних претензий, безопаснее представить информацию или уведомить ИФНС, что не обязаны ее представлять.</span></p>
<p>&nbsp;</p>
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<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Прогноз налоговых платежей</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Досрочная уплата страховых взносов</div>
<div class="doc-columns__item"><span class="media"><img class="media__image" 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" /></span>Подтверждение реального адреса (новое)</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="158">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="160">Если налогоплательщик не представит пояснения или отправит их с опозданием, налоговая инспекция предъявит штраф на сумму 5000 руб. При повторном нарушении штраф составит 20 000 руб. (п. 1 ст. 129.1 НК). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="160">Возможности получить отсрочку, как по требованиям документов, нет (абз. 2 п. 3 ст. 93 НК). Представлять пояснения дольше определенного срока можно только по требованиям, которые вы получили с 1 марта по 31 мая 2020 года. </span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-v-inspektsiyu-poyasneniya-k-otchetnosti/">Как составить и сдать в инспекцию пояснения к отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как сдать уточненную налоговую декларацию</title>
		<link>https://enterfin.ru/kak-sdat-utochnennuyu-nalogovuyu-deklaratsiyu/</link>
					<comments>https://enterfin.ru/kak-sdat-utochnennuyu-nalogovuyu-deklaratsiyu/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:33:51 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22888</guid>

					<description><![CDATA[<p>Александр Водовозов заместитель начальника Управления налогообложения юридических лиц ФНС России &#160; Когда сдавать &#160; Уточненные налоговые декларации следует сдавать за те периоды, в которых были допущены ошибки, исказившие налоговую базу. Если определить эти периоды невозможно, нужно скорректировать налоговые обязательства периода, в котором ошибка была обнаружена. Кроме того, в периоде обнаружения ошибки можно корректировать налоговые обязательства, если ошибка повлекла за собой переплату [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sdat-utochnennuyu-nalogovuyu-deklaratsiyu/">Как сдать уточненную налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Александр Водовозов </span><span class="author__props">заместитель начальника Управления налогообложения юридических лиц ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Уточненные налоговые декларации следует сдавать за те периоды, в которых были допущены ошибки, исказившие налоговую базу. Если определить эти периоды невозможно, нужно скорректировать налоговые обязательства периода, в котором ошибка была обнаружена.</span></p>
<p><span data-role="phrase" data-phrase-id="4"> Кроме того, в периоде обнаружения ошибки можно корректировать налоговые обязательства, если ошибка повлекла за собой переплату по налогу. Такой порядок прописан в пункте 1 статьи 54 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Разобраться, когда и как подавать уточненную декларацию или расчет, поможет подробная схема действий.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="9">​Срок сдачи</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="11">Подавать уточненные налоговые декларации нужно по мере выявления ошибок в отчетности. Календарные сроки для их представления в налоговую инспекцию законодательно не установлены.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="11">Это следует из положений пункта 1 статьи 81 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="12">​Способы сдачи</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="14">Уточненную декларацию можно сдать в налоговую инспекцию теми же способами, что и первичную. </span></p>
<p><span data-role="phrase" data-phrase-id="14">Никаких исключений для уточненных деклараций пункт 3 статьи 80 НК не содержит. Прикладывать к уточненной декларации сопроводительное письмо организация не обязана. В статье 81 НК такое требование отсутствует.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><em><strong>сдайте уточненную декларацию вместе с сопроводительным письмом, если не готовы спорить с инспекторами.</strong></em></p>
<p class="incut-v4__tag">На практике налоговые инспекции требуют, чтобы уточненную отчетность организации подавали с сопроводительным письмом.Укажите в нем причины, из-за которых организация вносит изменения в отчетность.</p>
<p class="incut-v4__tag">Это позволит вам упростить проведение камеральной проверки и сократить общение с инспекторами. Форма сопроводительного письма к уточненной декларации официально не утверждена. Поэтому его можно составить в произвольной форме. Обычно налоговые инспекции требуют, чтобы в сопроводительном письме организация объяснила, почему пересчитывает налог и не затрагивают ли внесенные изменения другие налоговые обязательства.</p>
<p class="incut-v4__tag">Если по результатам уточненного расчета организация должна доплатить налог, составить сопроводительное письмо можно по этому образцу. К письму приложите копии платежных документов на перечисление налоговой недоимки и пеней за просрочку платежа.</p>
<p class="incut-v4__tag">Если по результатам уточненного расчета доплачивать налог не нужно, составить сопроводительное письмо можно так.Если по результатам уточненного расчета у организации сложилась переплата по налогу, то одновременно с сопроводительным письмом в инспекцию следует подать заявление о возврате (зачете) излишне уплаченной суммы налога.</div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="21">Прием уточненных деклараций</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="23">Порядок приема налоговых деклараций установлен Административным регламентом, который утвержден приказом ФНС от 07.07.2019 № ММВ-7-19/343. Этот документ регулирует, в том числе, и правила приема уточненной налоговой отчетности.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">Налоговая инспекция вправе отказать в приеме уточненной декларации, если не был соблюден порядок оформления и представления налоговой отчетности (п. 4 ст. 80 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="25">Перечень оснований, по которым налоговая инспекция может отказать организации в приеме отчетности, закрыт и содержит в себе следующие позиции.</span></p>
<ol>
<li>Отсутствие (отказ от предъявления) документов, подтверждающих полномочия представителя организации на сдачу отчетности и подтверждение указанных в ней сведений.</li>
<li>Подача отчетности не по установленной форме (формату).</li>
<li>Отсутствие в налоговой отчетности подписи (в т. ч. электронной подписи) руководителя или уполномоченного представителя организации.</li>
<li>Подача отчетности, подписанной руководителем организации, который:<br />
а) дисквалифицирован;<br />
б) снят с учета как умерший;<br />
в) признан недееспособным или безвестно отсутствующим;<br />
г) отказался от руководства организацией в судебном порядке;<br />
д) указал в ЕГРЮЛ недостоверные сведения о себе.</li>
<li>Подача декларации (расчета) в налоговую инспекцию, в компетенцию которой не входит прием этой отчетности.</li>
<li>Подача расчета по страховым взносам, в котором:<br />
а) есть ошибки в определении расчетной базы, тарифов и сумм страховых взносов по каждому физлицу;<br />
б) суммарные показатели по всем физлицам не сходятся с показателями в целом по организации;<br />
в) персональные данные застрахованных физлиц недостоверны.</li>
</ol>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="32">Об этом сказано в пункте 19 Административного регламента, утвержденного приказом ФНС от 08.07.2019 № ММВ-7-19/343.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="33">Таким образом, если какое-либо из перечисленных требований организацией не выполнено, инспекция может отказать ей в приеме уточненной налоговой декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="34">В других случаях отказать в приеме уточненной декларации налоговая инспекция не вправе. Если организация все-таки получила отказ, отправьте уточненную декларацию по почте или в электронном виде по телекоммуникационным каналам связи.</span></p>
<p><span data-role="phrase" data-phrase-id="35">В статье 80 НК сказано, что налогоплательщики могут сдавать декларации через своих представителей. При этом без доверенности могут действовать только законные представители (ст. 27 НК). В их число входят руководители или управляющие (руководители управляющих организаций).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="35">Это следует из положений статьи 53 ГК, статей 40 и 42 Закона от 08.02.1998 № 14-ФЗ, статьи 69 Закона от 26.12.1995 № 208-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="36">Другие лица могут быть уполномоченными представителями. Они вправе действовать от имени организации только по доверенности (ст. 29 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Отсутствие у них доверенности является основанием для того, чтобы налоговая инспекция отказала в приеме отчетности (подп. 2 п. 19 Административного регламента, утв. приказом ФНС от 08.07.2019 № ММВ-7-19/343).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="49">Уплата недоимки и пеней</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="51">Сумму налога, которую вы недоплатили по первичной декларации, а также сумму пени за просрочку перечислите в бюджет как можно быстрее. В платежных документах указывайте разные КБК и назначения платежа.</span></p>
<p><span data-role="phrase" data-phrase-id="52">Сумму недоимки по налогу и пеням безопаснее перечислять отдельными платежными документами. Это связано с тем, что для налоговых платежей, штрафных санкций и пеней установлены разные коды бюджетной классификации (КБК).</span></p>
<p><span data-role="phrase" data-phrase-id="53">Если перечислить недоимку и пени одним платежным документом, налоговая инспекция может счесть, что в бюджет поступила только сумма налога. Даже если эта сумма будет больше, чем указано в уточненной декларации. В связи с этим инспекция может попытаться оштрафовать организацию по статье 122 НК.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="54">Арбитражная практика по этому вопросу неоднородна. Некоторые суды считают, что уплата пеней является обязательным условием для освобождения от ответственности при подаче уточненной декларации (см., например, определения ВАС от 18.01.2010 № ВАС-17586/09, от 31.10.2008 № 14141/08, постановления ФАС Дальневосточного округа от 17.12.2010 № Ф03-8424/2010, Западно-Сибирского округа от 19.02.2010 № А70-6877/2009, Волго-Вятского округа от 12.11.2009 № А28-8881/2009-222/21, Поволжского округа от 04.09.2008 № А57-22478/07, Северо-Западного округа от 14.01.2008 № А56-15591/2007). Такая же позиция отражена в определении Конституционного суда РФ от 17.12.2010 № 1572-О-О.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="55">Однако есть примеры судебных решений, в которых говорится, что статья 122 НК не предусматривает ответственности за неуплату пеней. Поэтому применять эту статью, если организация не уплатила пени при подаче уточненной декларации, нельзя (см., например, определение ВАС от 05.09.2008 № 11161/08, постановления ФАС Восточно-Сибирского округа от 20.08.2009 № А19-8749/09, Поволжского округа от 09.10.2008 № А06-1727/08, Уральского округа от 18.06.2008 № Ф09-4351/08-С3, Московского округа от 29.05.2007 № КА-А41/4573-07).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55">Поэтому чтобы избежать судебных разбирательств, перечисляйте недоимку и пени по налогу разными платежными документами.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="56">Платежные поручения оформляйте по общим правилам.</span></p>
<p>&nbsp;</p>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="57">​Как избежать штрафов</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="59">При подаче уточненной налоговой декларации организация не привлекается к ответственности в трех случаях.</span></p>
<p><span data-role="phrase" data-phrase-id="60">Во-первых, если представит ее до истечения срока, установленного для подачи деклараций (п. 2 ст. 81 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="61">Во-вторых,если представит ее позже, но до истечения срока, установленного для уплаты налога. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">При этом штрафные санкции не применяются, если уточненная декларация была сдана до того, как налоговая инспекция письменно уведомила организацию:</span></h3>
<ul class="c-list">
<li>о назначении выездной проверки;</li>
<li>об обнаружении ошибок в отчетности (при камеральной проверке).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="63">Такой порядок предусмотрен в пункте 3 статьи 81 НК.</span></p></blockquote>
<h3></h3>
<h3><span style="text-decoration: underline;">Третий случай — организация представляет уточненку после истечения сроков, установленных для подачи деклараций и уплаты налога. При этом штрафные санкции не применяются:</span></h3>
<ul class="c-list">
<li>если уточненная декларация была сдана до того, как налоговая инспекция письменно уведомила организацию о назначении выездной проверки или об обнаружении ошибок в отчетности (при камеральной проверке) при условии, что до подачи уточненной декларации организация уплатила недостающую сумму налога и пени за период просрочки;</li>
<li>если уточненная декларация была сдана после проведения выездной налоговой проверки, по результатам которой не были обнаружены ошибки в отчетности.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="66">Такой порядок предусмотрен в пункте 4 статьи 81 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="67">При камеральной проверке инспекция может потребовать дать пояснения, если выявит несоответствия в отчетах. Это не означает, что инспекция обнаружила ошибку. Если в ответ на требование организация подаст уточненную декларацию, доплатит налог и пени, инспекция ее не оштрафует.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="67">Главное — сделать все это до того, как инспекция зафиксирует ошибку в акте камеральной проверки (письма ФНС от 20.08.2018 № АС-4-15/16075, от 21.02.2018 № СА-4-9/3514).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="85">​Уточненные расчеты по страховым взносам</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="87">За отчетные и расчетные периоды 2017–2019 годов уточненные расчеты подавайте в ИФНС по старой форме РСВ из приказа ФНС от 10.10.2016 № ММВ-7-11/551. За периоды с I квартала 2020 года РСВ уточняйте по новой форме из приказа ФНС от 18.09.2019 № ММВ-7-11/470.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="87">На титульном листе расчета поставьте номер корректировки. Подробнее об этом см. Как внести изменения в расчеты по страховым взносам.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sdat-utochnennuyu-nalogovuyu-deklaratsiyu/">Как сдать уточненную налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как оформить уточненную налоговую декларацию</title>
		<link>https://enterfin.ru/kak-oformit-utochnennuyu-nalogovuyu-deklaratsiyu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:28:04 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22886</guid>

					<description><![CDATA[<p>Александр Водовозов заместитель начальника Управления налогообложения юридических лиц ФНС России &#160; Независимо от того, какую декларацию подает организация – первичную или уточненную, составить ее нужно по установленной форме (п. 2 ст. 80 НК). &#160; Формы деклараций и инструкции по их заполнению утверждает налоговая служба по согласованию с Минфином (п. 7 ст. 80 НК). Как оформить уточненку – в рекомендации. &#160; На [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-oformit-utochnennuyu-nalogovuyu-deklaratsiyu/">Как оформить уточненную налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Александр Водовозов </span><span class="author__props">заместитель начальника Управления налогообложения юридических лиц ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Независимо от того, какую декларацию подает организация – первичную или уточненную, составить ее нужно по установленной форме (п. 2 ст. 80 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="1">Формы деклараций и инструкции по их заполнению утверждает налоговая служба по согласованию с Минфином (п. 7 ст. 80 НК). Как оформить уточненку – в рекомендации.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">На каком бланке сдавать уточненку</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="11">Уточненную налоговую декларацию составляйте на бланке, который действовал в том периоде, когда вы допустили ошибку (абз. 2 п. 5 ст. 81 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Как оформить уточненку</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="15">Составляя уточненную декларацию, оформляйте ее так же, как и первичную. То есть используйте те же бланки, на которых подавалась первичная отчетность. Единственное отличие состоит в оформлении титульного листа. В нем нужно указать код (признак) уточненной декларации. </span></p>
<p><span data-role="phrase" data-phrase-id="15">Правила заполнения титульных листов в декларациях по разным налогам могут быть различными, поэтому нужно руководствоваться инструкциями по заполнению деклараций, действовавшими в тех периодах, за которые подается уточненная отчетность.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="15"> Это следует из положений раздела IV Стандарта заполнения форм, утвержденного приказом ФНС от 06.07.2017 № ММВ-7-17/535.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Как отражать в уточненке изменения</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="23">Уточненная отчетность должна отражать все изменения, связанные с пересчетом налога. Поэтому отражайте в них не разницу между первичными и скорректированными показателями, а полностью обновленные данные.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="23">Такой порядок следует из пункта 1 статьи 81 НК.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-oformit-utochnennuyu-nalogovuyu-deklaratsiyu/">Как оформить уточненную налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как сдать налоговую отчетность лично инспектору</title>
		<link>https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-lichno-inspektoru/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:22:26 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22884</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Кто может сдать &#160; ​В качестве налогоплательщика лично сдать налоговую отчетность может только физлицо. Это предприниматель или простой гражданин. От организации сдавать отчетность вправе законные или уполномоченные представители (абз. 1 п. 4 ст. 80, ст. 27, 29 НК). Законным представителям доверенность на представление отчетности не требуется (п. 1 ст. 27 НК). Уполномоченный представитель, сдающий налоговую отчетность, обязан иметь при себе доверенность (п. 3 ст. 29 НК). &#160; Доверенность [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-lichno-inspektoru/">Как сдать налоговую отчетность лично инспектору</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто может сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<div class="incut-v4__icon"></div>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="9">​В качестве налогоплательщика лично сдать налоговую отчетность может только физлицо. Это предприниматель или простой гражданин. От организации сдавать отчетность вправе законные или уполномоченные представители (абз. 1 п. 4 ст. 80, ст. 27, 29 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="9">Законным представителям доверенность на представление отчетности не требуется (п. 1 ст. 27 НК). Уполномоченный представитель, сдающий налоговую отчетность, обязан иметь при себе доверенность (п. 3 ст. 29 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="18">Доверенность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="20">Доверенность уполномоченного представителя на сдачу отчетности в налоговую инспекцию должна быть подписана руководителем организации или другим уполномоченным на это лицом. Заверять такую доверенность печатью организации и удостоверять ее у нотариуса не требуется.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="20">Это следует из положений пункта 3 статьи 29 НК и пункта 4 статьи 185.1 ГК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="21">Сейчас в налоговых инспекциях внедрено программное обеспечение, при помощи которого доверенность, выданная организацией, заносится в электронную базу информационного ресурса «Доверенность». Наличие этого ресурса позволяет не оформлять доверенность на одного и того же представителя при каждой сдаче отчетности. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="21">Доверенность можно составить один раз и передать в инспекцию на бумажном носителе (оригинал) или в виде копии (сканированный образ доверенности на бумаге). Это следует из пункта 1 Порядка, утвержденного приказом ФНС от 23.04.2010 № ММВ-7-6/200.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="22">Чтобы инспекция могла занести в свою электронную базу доверенность, она должна содержать перечень обязательных реквизитов, который приведен в приложении 2 к приказу ФНС от 23.04.2010 № ММВ-7-6/200.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="23">После того как доверенность будет занесена в базу данных, вместо нее при каждой сдаче отчетности в налоговую инспекцию нужно подавать специальное информационное сообщение. В нем должны быть указаны реквизиты ранее представленной доверенности.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="23">При подготовке информационного сообщения можно руководствоваться Методическими рекомендациями, утвержденными ФНС 21 января 2011 года (доведены до налоговых инспекций письмом ФНС от 24.01.2011 № 6-8-04/0002).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">Выданная организацией доверенность хранится в электронной базе инспекции в течение трех лет после окончания срока ее действия или после приема заявления об отзыве доверенности (п. 1 Порядка, утв. приказом ФНС от 23.04.2010 № ММВ-7-6/200).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="24"> Заявление об отзыве доверенности можно составить в произвольной форме. Передать его в инспекцию можно теми же способами, что и саму доверенность (п. 3 Порядка, утв. приказом ФНС от 23.04.2010 № ММВ-7-6/200). При этом доверенность будет действовать, если организация изменит наименование или руководителя. Такие выводы следуют из письма ФНС от 18.11.2019 № БС-4-11/23406.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="34">Отметка о приеме</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="36">При приеме декларации налоговый инспектор по просьбе организации обязан поставить на ее копии штамп с указанием даты приема, регистрационный номер и свою подпись (абз. 2 п. 4 ст. 80 НК). В дальнейшем, чтобы подтвердить своевременность сдачи отчетности, бухгалтеру достаточно предъявить свой экземпляр декларации со штампом и подписью инспектора на титульном листе.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Отказ в приеме</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="47">Перечень оснований, по которым налоговая инспекция может отказать организации в приеме отчетности, закрыт и содержит в себе следующие позиции.</span></h3>
<ol>
<li>Отсутствие (отказ от предъявления) документов, подтверждающих полномочия представителя организации на сдачу отчетности и подтверждение указанных в ней сведений.</li>
<li>Подача отчетности не по установленной форме (формату).</li>
<li>Отсутствие в налоговой отчетности подписи (в т. ч. электронной подписи) руководителя или уполномоченного представителя организации.</li>
<li>Подача отчетности, подписанной руководителем организации, который:<br />
— дисквалифицирован;<br />
— снят с учета как умерший;<br />
— признан недееспособным или безвестно отсутствующим;<br />
— отказался от руководства организацией в судебном порядке;<br />
— указал в ЕГРЮЛ недостоверные сведения о себе.</li>
<li>Подача декларации (расчета) в налоговую инспекцию, в компетенцию которой не входит прием этой отчетности.</li>
<li>Подача расчета по страховым взносам, в котором:<br />
— есть ошибки в определении расчетной базы, тарифов и сумм страховых взносов по каждому физлицу;<br />
— суммарные показатели по всем физлицам не сходятся с показателями в целом по организации;<br />
— персональные данные застрахованных физлиц недостоверны.</li>
</ol>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="54">Об этом сказано в пункте 19 Административного регламента, утвержденного приказом ФНС от 08.07.2019 № ММВ-7-19/343.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="54">Отказать в приеме отчетности по другим причина налоговая инспекция не вправе. Если организация все-таки получила отказ, отправьте отчетность по почте или в электронном виде по ТКС.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="55">При этом из статьи 80 НК следует, что налогоплательщики могут сдавать декларации через своих представителей. Без доверенности могут действовать только законные представители (ст. 27 НК). В их число входят руководители или управляющие (руководители управляющих организаций).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="55">Это следует из положений статьи 53 ГК, статей 40 и 42 Закона от 08.02.1998 № 14-ФЗ, статьи 69 Закона от 26.12.1995 № 208-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<p><span data-role="phrase" data-phrase-id="57">Другие лица могут быть уполномоченными представителями. Они вправе действовать от имени организации только по доверенности (ст. 29 НК). Отсутствие у них доверенности является основанием для того, чтобы налоговая инспекция отказала в приеме отчетности (подп. 2 п. 19 </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="57">Административного регламента, утвержденного приказом ФНС от 08.07.2019 № ММВ-7-19/343).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-lichno-inspektoru/">Как сдать налоговую отчетность лично инспектору</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отчитаться по дивидендам</title>
		<link>https://enterfin.ru/kak-otchitatsya-po-dividendam/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:18:32 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[УСН]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22882</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Выплату дивидендов отражают в расчете по налогу на прибыль, формах 2-НДФЛ и 6-НДФЛ, а также в специальном расчете о доходах иностранных организаций в зависимости от того, кто получает и кто выплачивает дивиденды.  Предприниматели не выплачивают дивиденды, потому что такое понятие для них отсутствует в [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otchitatsya-po-dividendam/">Как отчитаться по дивидендам</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="3">Выплату дивидендов отражают в расчете по налогу на прибыль, формах 2-НДФЛ и 6-НДФЛ, а также в специальном расчете о доходах иностранных организаций в зависимости от того, кто получает и кто выплачивает дивиденды. </span></p>
<p><span data-role="phrase" data-phrase-id="4">Предприниматели не выплачивают дивиденды, потому что такое понятие для них отсутствует в принципе. Но они могут получать дивиденды от организаций, учредителями или участниками которых они являются. Если дивиденды получены от иностранной компании, предприниматель обязан заплатить с них налог и подать декларацию по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Какую отчетность сдать при получении дивидендов, смотрите в таблице ниже.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="6"><strong>Состав налоговой отчетности при получении дивидендов</strong></span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table class="bdAll" width="100%">
<thead>
<tr data-role="phrase-row">
<th>&nbsp;</th>
<th><span data-role="phrase" data-phrase-id="8">Организации на ОСНО</span></th>
<th><span data-role="phrase" data-phrase-id="9">Организации на спецрежимах</span></th>
<th><span data-role="phrase" data-phrase-id="10">Физлица-резиденты и ИП</span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="11">От российских организаций</span></td>
<td>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="12">Декларация по налогу на прибыль: строка 100 приложения 1 к листу 02, строка 020 листа 02 и строка 070 листа 02</span></p>
</div>
</td>
<td><span data-role="phrase" data-phrase-id="14">Отчетность по налогу на прибыль сдает налоговый агент – плательщик дивидендов. Отражать суммы полученных дивидендов в декларациях по УСН, ЕСХН, ЕНВД не надо</span></td>
<td><span data-role="phrase" data-phrase-id="15">Отчетность по налогу на прибыль сдает налоговый агент – плательщик дивидендов. Отражать суммы полученных дивидендов в декларациях по УСН, ЕСХН, ЕНВД или в 3-НДФЛ не надо</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="16">От иностранных организаций</span></td>
<td colspan="2">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">Декларация по налогу на прибыль: подраздел 1.3 и лист 04</span></p>
</div>
</td>
<td><span data-role="phrase" data-phrase-id="19">3-НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="20">От иностранных организаций, если фактический источник выплаты – российская компания</span></td>
<td colspan="2">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="21">Декларация по налогу на прибыль:</span></p>
<ul class="c-list">
<li>строка 100 приложения 1 к листу 02;</li>
<li>строка 020 листа 02;</li>
<li>строка 070 листа 02</li>
</ul>
</div>
</td>
<td>&nbsp;</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="26">​​​​</span></p>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="27">Декларация по налогу на прибыль</span></h2>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="28"><strong>Выплаченные дивиденды</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="29">Организация, которая выплачивает дивиденды, независимо от налогового режима отражает их в декларации по налогу на прибыль в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="30">В декларации по налогу на прибыль дивиденды покажите в листе 03 и в подразделе 1.3 раздела 1. По каждому решению о выплате дивидендов заполните отдельный лист 03. В подразделе 1.3 укажите сумму налога при выплате дивидендов организациям.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18087447" class="inimg aligncenter" 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" alt="" width="647" height="244" /></span></span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="32">У  акционерных обществ, которые выплачивают дивиденды гражданам, по итогам 2019 года есть выбор (письма Минфина от 03.03.2020 № 03-04-06/15863, от 05.12.2019 № 03-04-07/94678).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Они вправе отчитаться по таким выплатам и налогам с них одним из двух способов:</span></h3>
<ul class="c-list">
<li>включить приложение 2 в декларацию по налогу на прибыль;</li>
<li>подать справки 2-НДФЛ по каждому получателю-физлицу.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="34">Начиная с отчетности за 2020 год выбора нет. Выплаченные физлицам дивиденды отражайте в формах 2-НДФЛ (утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566 и 6-НДФЛ (утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450). Такие разъяснения в письме Минфина от 05.12.2019 № 03-04-07/94678, которое доведено до инспекций письмом ФНС от 12.12.2019 № БС-4-11/25567.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="35">Подробнее об этом читайте Как составить и сдать расчет по налогу на прибыль налоговому агенту. Также читайте, как и когда сдать справку по форме 2-НДФЛ и расчет по форме 6-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="36">Обратите внимание на состав отчетности в случае, когда акционерное общество применяет спецрежим  и выплачивает дивиденды только физлицам. Если по итогам 2019 года решили отчитаться по ним в декларации по налогу на прибыль, подайте только титульный лист и приложение 2 к декларации.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Включать в декларацию подраздел 1.3 раздела 1 и лист 03 не нужно. Это следует из пункта 1.17 Порядка,  утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="37"><strong>Полученные дивиденды</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="38">В декларации по налогу на прибыль дивиденды, полученные <strong>от российских компаний</strong>, отражайте за вычетом налога, который удержал налоговый агент. Сумму дивидендов покажите в строке 100 приложения 1 к листу 02 декларации и одновременно по строкам 020 и 070 листа 02.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="38">Это следует из пункта 1 статьи 250 НК, пункта 5.3 Порядка,  утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. Таким способом вы сформируете налоговую базу без учета дивидендов.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="39">Дивиденды, которые получили от <strong>иностранной организации</strong>, увеличивают налоговую базу. В декларации по налогу на прибыль эти дивиденды отразите в подразделе 1.3 и листе 04.</span></p>
<p><span data-role="phrase" data-phrase-id="40">Если же дивиденды получаете от иностранной компании, но фактическим источником выплаты будет российская организация, такие доходы в расчетах по налогу на прибыль не учитывайте. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Включите их в декларацию:</span></h3>
<ul class="c-list">
<li>по строке 100 приложения 1 к листу 02;</li>
<li>строке 020 листа 02;</li>
<li>строке 070 листа 02. Так сказано в письме ФНС от 07.12.2018 № СД-4-3/23902. Разъяснения, которые в нем приведены, актуальны для декларации, утвержденной приказом ФНС от 23.09.2019 № ММВ-7-3/475.</li>
</ul>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="44">Организация на спецрежиме обязана сдавать декларацию по налогу на прибыль, только если получает дивиденды от иностранной организации. Отражать суммы полученных дивидендов в декларациях по УСН, ЕСХН, ЕНВД не требуется.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">НДФЛ и страховые взносы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="47">Страховые взносы на дивиденды не начисляют, а значит, и отчетность по ним не сдают.</span></p>
<p>&nbsp;</p>
<p style="text-align: center;"><span data-role="phrase" data-phrase-id="48"><strong>2-НДФЛ</strong></span></p>
<p><span data-role="phrase" data-phrase-id="49"><strong>ООО</strong> подают справки 2-НДФЛ по каждому участнику, которому они выплачивают дивиденды. Никаких исключений для предпринимателей законодательство не предусматривает. А значит, удерживать налог и сдавать отчетность по дивидендам, выплаченным ИП, нужно в том же порядке, что и для других физлиц.</span></p>
<p><span data-role="phrase" data-phrase-id="50">В справке 2-НДФЛ отражайте выплаченные дивиденды. Код дохода по дивидендам – 1010, а код вычета – 601 (приложение 1 к приказу ФНС от 10.09.2015 № ММВ-7-11/387, письмо ФНС от 26.06.2018 № БС-4-11/12266). Подробнее см. Как составлять справку 2-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="51"><strong>АО</strong> с 1 января 2020 года обязаны отчитываться по выплаченным дивидендам физическим лицам по форме 2-НДФЛ вместо приложения 2 к декларации по налогу на прибыль. То есть в том же порядке что ООО.  С этой даты пункт 4 статьи 230 НК утратил силу (подп. «б» п. 19 ст. 2 Закона от 29.09.2019 № 325-ФЗ).</span></p>
<p><span data-role="phrase" data-phrase-id="52">При этом специальных правил, как отчитаться по таким доходам за 2019 год, нет. Поэтому за 2019 год организация вправе подать справки 2-НДФЛ или сдать приложение 2 к декларации по налогу на прибыль по своему усмотрению.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="52"> Такие разъяснения есть в письме Минфина от 05.12.2019 № 03-04-07/94678, которое доведено до сведения налоговых инспекций письмом ФНС от 12.12.2019 № БС-4-11/25567, и продублированы в письме Минфина от 03.03.2020 № 03-04-06/15863. Начиная с отчетности за 2020 год – выбора нет, сдавайте справки 2-НДФЛ. </span></p></blockquote>
<p>&nbsp;</p>
<p style="text-align: center;"><span data-role="phrase" data-phrase-id="53"><strong>6-НДФЛ</strong></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="54"><strong>ООО и АО </strong>в<strong> </strong>расчете 6-НДФЛ дивиденды отражают в периоде, в котором они выплачены. Сумму дохода в виде дивидендов укажите в строке 025 раздела 1, сумму вычетов по дивидендам – в строке 030. Это следует из письма ФНС от 26.06.2018 № БС-4-11/12266. </span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="56">Предприниматель может получать доход в виде дивидендов от российской организации как физлицо. Отчитаться по НДФЛ в данном случае обязан налоговый агент – российская организация, которая платит дивиденды. Платить штрафы за не сданные вовремя отчеты тоже будет налоговый агент.</span></p>
<p><span data-role="phrase" data-phrase-id="56"> Самостоятельно отчитываться по форме 3-НДФЛ в данном случае не нужно. Это следует из положений пунктов 3 и 5 статьи 346.11 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="57">Если же предприниматель получил дивиденды от иностранной компании,  то он должен самостоятельно рассчитать НДФЛ и отчитаться в декларации по форме 3-НДФЛ.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;"> При заполнении 3-НДФЛ учтите особенности, если:</span></h3>
<ul class="c-list">
<li>получили прибыль контролируемой иностранной компании;</li>
<li>получили дивиденды от источников за пределами России.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="59">Ответственность</span></h2>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="60"><strong>Нарушение</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="61"><strong>Штраф</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="62"><strong>Обоснование</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="63">не удержали или не перечислили в бюджет налог с выплаченных дивидендов</span></td>
<td class="bdTop bdBottom">
<ul class="c-list">
<li>20% от суммы дивидендов;</li>
<li>блокировка счета</li>
</ul>
</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="65">статья 123 НК</span></p>
<p><span data-role="phrase" data-phrase-id="66">статья 76 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="67">не сдали вовремя декларацию по налогу на прибыль</span></td>
<td class="bdTop bdBottom">
<ul class="c-list">
<li>5% от суммы не уплаченного в срок налога за каждый полный и неполный месяц просрочки (не более 30% и не менее 1000 руб.);</li>
<li>блокировка счета</li>
</ul>
</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="69">статья 119 НК</span></p>
<p><span data-role="phrase" data-phrase-id="70">пункт 3.2 статьи 76 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="71">не сдали вовремя отчет 3-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="72">5% от суммы не уплаченного в срок налога за каждый полный и неполный месяц просрочки (не более 30% и не менее 1000 руб.)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="73">статья 119 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="74">не представили справки 2-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="75">200 руб. за каждого участника</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="76">пункт 1 статьи 126 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="77">не представили отчет 6-НДФЛ</span></td>
<td class="bdTop bdBottom">
<ul class="c-list">
<li>1000 руб. за каждый полный и неполный месяц просрочки;</li>
<li>блокировка счета</li>
</ul>
</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="79">пункт 1.2 статьи 126 НК</span></p>
<p><span data-role="phrase" data-phrase-id="80">пункт 3.2 статьи 76 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="81">не включили сведения о дивидендах в справку 2-НДФЛ или 6-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="82">500 руб. за каждый документ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="83">пункт 1 статьи 126.1 НК</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-otchitatsya-po-dividendam/">Как отчитаться по дивидендам</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Что делать, если инспектор отказывается принять отчетность</title>
		<link>https://enterfin.ru/chto-delat-esli-inspektor-otkazyvaetsya-prinyat-otchetnost/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:13:45 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22880</guid>

					<description><![CDATA[<p>&#171;У вас отчетность просрочена!&#187; &#160; Бывает, что сдать нужно уже просроченную отчетность. Неважно, по каким причинам вы не уложились в сроки: забыли, не знали, не успели. В любом случае вы знаете, что нарушили законодательство, и это значит, что руководителю или вам как ответственному сотруднику грозит административный штраф (ст. 15.5 КоАП). Да и организацию накажут.  Кстати, оснований, по которым инспектор вправе не принимать отчетность, не так уж много — перечень их является закрытым. Нередко [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/chto-delat-esli-inspektor-otkazyvaetsya-prinyat-otchetnost/">Что делать, если инспектор отказывается принять отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">&#171;У вас отчетность просрочена!&#187;</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Бывает, что сдать нужно уже просроченную отчетность. Неважно, по каким причинам вы не уложились в сроки: забыли, не знали, не успели. В любом случае вы знаете, что нарушили законодательство, и это значит, что руководителю или вам как ответственному сотруднику грозит административный штраф (ст. 15.5 КоАП). Да и организацию накажут. </span></p>
<p><span data-role="phrase" data-phrase-id="5">Кстати, оснований, по которым инспектор вправе не принимать отчетность, не так уж много — перечень их является закрытым. Нередко отказ контролеров необоснован.</span></p>
<p><span data-role="phrase" data-phrase-id="6">Если знаете, что пропустили сроки сдачи, а других вариантов, кроме как приехать и сдать отчет лично, у вас нет, то к поездке нужно подготовиться.</span></p>
<p><em><strong>Во-первых, отчетность лучше составить уже не в двух, а в трех экземплярах. Один из них заберет инспектор, который будет составлять протокол. Этот экземпляр будет приложен к делу и отправлен мировому судье. На втором экземпляре инспектор поставит отметку. А третий экземпляр надо будет сдать в обычном порядке.</strong></em></p>
<p><em><strong>Во-вторых, захватите с собой ряд документов: паспорт, а также приказ или должностную инструкцию, где прописана обязанность вовремя сдавать отчетность. Если есть доказательства более ранней отправки отчетности (распечатка из «Такском», опись вложения), то их также стоит взять с собой.</strong></em></p>
<p><span data-role="phrase" data-phrase-id="9">Протокол об административном правонарушении сотрудник инспекции составит либо сразу на месте, либо может выслать позже уведомление о вызове в инспекцию для оформления протокола. Кстати, уведомление, как правило, посылают на имя директора. Но явиться в инспекцию может и главный бухгалтер, если он на то уполномочен.</span></p>
<p><span data-role="phrase" data-phrase-id="10">Насчет суда беспокоиться не нужно. Нет необходимости даже ездить туда: если у вас нет никаких доказательств более ранней отправки деклараций, никакие другие доводы суд все равно не примет. Поэтому смело ждите, когда по почте придет постановление суда, и платите по нему штраф. </span></p>
<p><span data-role="phrase" data-phrase-id="10">Он составит от 300 до 500 руб. за каждый просроченный документ. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="11">&#171;У вас форма декларации неправильная! И ошибки в заполнении!&#187;</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="13">Часто бывает, что инспектор отказывается принимать отчет, если есть ошибки в заполнении или он вообще составлен по устаревшей форме. Естественно, речь не о том, корректные ли вы внесли суммы. Это можно обнаружить только в ходе налоговой проверки. </span></p>
<p><span data-role="phrase" data-phrase-id="13">Просто инспектор заметит, что, например, документ заполнен неправильным шрифтом. Или в строке, которая должна быть заполнена прочерками, — на самом деле нули. В этом случае, конечно, стоит прислушаться к мнению инспектора. </span></p>
<p><span data-role="phrase" data-phrase-id="13">Вполне возможно, что в декларации действительно содержится ошибка, и даже если вы уговорите инспектора ее принять, то это может потом повлечь долгие и изнуряющие споры с проверяющими. Взвесьте все за и против и, если время позволяет, лучше исправьте отчет и представьте его позже.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Если же вы уверены, что инспектор просто придирается, смело настаивайте на своем и требуйте принять отчет. В Налоговом кодексе прямо сказано, что отказать в принятии декларации без оснований инспекция не вправе (абз. 2 п. 4 ст. 80 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="14">Не бойтесь в случае чего потребовать пригласить начальника отдела по работе с налогоплательщиками (именно его сотрудники чаще всего занимаются приемом отчетности). Но стоит помнить, что есть и ошибки, которые действительно дают право инспектору отказать в приеме декларации. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="15">&#171;Приемное время закончилось! Приходите завтра!&#187;</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">Иногда бывает и так, что инспектор на месте есть, но принять отчетность отказывается, ссылаясь на окончание рабочего дня.</span></p>
<p><span data-role="phrase" data-phrase-id="18">График работы территориальных налоговых инспекций приведен в пункте 8 Административного регламента, утвержденного приказом Минфина от 30.12.2014 № 178н. Согласно этому графику инспекции работают до 18:00. </span></p>
<p><span data-role="phrase" data-phrase-id="18">Поторопиться придется только в пятницу — в этот день инспекции закрываются в 16:45. Более того, две субботы в месяц налоговые инспекторы работают с 10:00 до 15:00. Какие это субботы — определяет руководство инспекции. Например, в большинстве московских налоговых это вторая и четвертая субботы месяца. Более подробно ознакомиться с режимом работы своей инспекции можно на сайте ФНС в разделе «Контакты и обращения, адреса инспекций». </span></p>
<p><span data-role="phrase" data-phrase-id="18">Такая же информация есть и на информационных стендах в каждой ИФНС.</span></p>
<p><span data-role="phrase" data-phrase-id="19">Поэтому, когда вы слышите от инспектора слова об окончании рабочего дня, уточните время работы инспекции. Если время закрытия еще не наступило — смело требуйте принять отчет, а при отказе вызывайте начальника отдела.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="20">Как успеть сдать отчетность в последний день</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="22">Для всех вышеуказанных случаев есть одно универсальное решение: сдать отчет другим способом. Можно отправить декларацию почтой. Даже опоздав в последний день сдачи в инспекцию и увидев закрытые двери, есть возможность обратиться в круглосуточное почтовое отделение, которое есть практически в каждом крупном городе. </span></p>
<p><span data-role="phrase" data-phrase-id="22">В Москве это, например, Главпочтамт Москвы (ул. Мясницкая, д. 26а). В Санкт-Петербурге — Санкт-Петербургский почтамт (ул. Большая Морская, д. 61). Но, к сожалению, работа почты не идеальна. Велик риск, что отчет, отправленный по почте, просто не дойдет до инспекции. Доказать потом факт отправки декларации в срок — дело сложное.</span></p>
<p><span data-role="phrase" data-phrase-id="23">Есть способ еще лучше. Отправить отчет по телекоммуникационным каналам связи, то есть через Интернет. Тем более что для всех пользователей Системы действует бесплатный сервис Отчеты. </span></p>
<p><span data-role="phrase" data-phrase-id="23">Он позволяет отправить отчетность в налоговую, находясь в любой точке страны, и вы получите подтверждение не только отправки, но и получения инспекцией отчетности. А главное — от настроения налогового инспектора его работа не зависит.</span></p>
</div><p>The post <a href="https://enterfin.ru/chto-delat-esli-inspektor-otkazyvaetsya-prinyat-otchetnost/">Что делать, если инспектор отказывается принять отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как получить электронную подпись для налоговой, бухгалтерской и статистической отчетности</title>
		<link>https://enterfin.ru/kak-poluchit-elektronnuyu-podpis-dlya-nalogovoj-buhgalterskoj-i-statisticheskoj-otchetnosti/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 17:07:43 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22876</guid>

					<description><![CDATA[<p>Наталия Гусева директор Центра образования и внутреннего контроля ИДПО «Международный финансовый центр», государственный советник РФ 2-го класса Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России Электронная подпись  &#160; Электронная подпись (ЭП) – это информация в электронной форме, которая присоединена к другой информации в электронной форме (подписываемой информации) или иным образом связана с такой информацией [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-poluchit-elektronnuyu-podpis-dlya-nalogovoj-buhgalterskoj-i-statisticheskoj-otchetnosti/">Как получить электронную подпись для налоговой, бухгалтерской и статистической отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<div class="author">
<div class="author__about"><span class="author__name">Наталия Гусева </span><span class="author__props">директор Центра образования и внутреннего контроля ИДПО «Международный финансовый центр», государственный советник РФ 2-го класса</span></div>
</div>
<div class="author">
<div class="media author__portrait" title="Тараканов Сергей  - заместитель начальника отдела Контрольного управления ФНС России"></div>
<div class="author__about"><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></div>
</div>
<div></div>
<div></div>
<div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Электронная подпись </span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="6">Электронная подпись (ЭП) – это информация в электронной форме, которая присоединена к другой информации в электронной форме (подписываемой информации) или иным образом связана с такой информацией и которая используется для определения лица, подписывающего информацию (п. 1 ст. 2 Закона от 06.04.2011 № 63-ФЗ). </span></p>
<p><span data-role="phrase" data-phrase-id="6">Иными словами, ЭП &#8212; это цифровой аналог собственноручной подписи, с помощью которой подписывают электронные документы.</span></p>
<p><span data-role="phrase" data-phrase-id="7">Сейчас термин «электронная подпись» применяют вместо термина «электронная цифровая подпись (ЭЦП)», который использовали ранее (ч. 3 ст. 19 Закона от 06.04.2011 № 63-ФЗ).</span></p>
<p><span data-role="phrase" data-phrase-id="8">Для применения ЭП необходимо получить у удостоверяющего центра или его доверенного лица (далее – УЦ) сертификат ключа проверки электронной подписи.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="9">Бесплатно такой сертификат выдает только Федеральное казначейство госзаказчикам при размещении заказов на поставки товаров, работ, услуг для государственных и муниципальных нужд (письмо Казначейства от 01.10.2009 № 42-10.1-11/56). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9">Обязанность УЦ выдавать коммерческим организациям и предпринимателям сертификат бесплатно законодательством не установлена.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="10">Подпись для отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="12"><span style="text-decoration: underline;">Есть несколько видов электронной подписи (ЭП)</span>:</span></h3>
<ul class="c-list">
<li>простая;</li>
<li>усиленная.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="14">Усиленная подразделяется на неквалифицированную и квалифицированную. Об этом сказано в статье 5 Закона от 06.04.2011 № 63-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="15">По общему правилу для сдачи электронной отчетности по каналам связи нужен ключ для создания <strong>усиленной квалифицированной электронной подписи</strong> (письмо ФНС от 17.01.2014 № ПА-4-6/489). Дело в том, что прием отчетности – госуслуга в электронном виде. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="15">Простую или неквалифицированную подпись для госуслуг используют, только если это прямо предусмотрено федеральными законами. Об этом &#8212; пункт 1 статьи 2 Закона от 27.07.2010 № 210-ФЗ, пункт 2 Правил, утвержденных постановлением Правительства от 25.06.2012 № 634.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Требование об использовании усиленной квалифицированной подписи установлено:</span></h3>
<ul class="c-list">
<li>для бухгалтерской отчетности, которую необходимо сдать в налоговую инспекцию для формирования Государственного информационного ресурса бухгалтерской (финансовой) отчетности (п. 7 Порядка, утв. приказом ФНС от 13.11.2019 № ММВ-7-1/569);</li>
<li>для налоговой отчетности и отчетности по страховым взносам (п. 1 ст. 80 НК);</li>
<li>для статистической отчетности (п. 20 Указаний, утв. приказом Росстата от 20.11.2015 № 557).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="18">Исключение – декларации по НДС, которые через личный кабинет сдают иностранные организации, оказывающие электронные услуги.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="18">Такие декларации можно подписать <strong>усиленной неквалифицированной подписью </strong>(п. 3 ст. 11.2 НК, приказ ФНС от 30.11.2016 № ММВ-7-3/646).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="19">Ключ ЭП</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="21">Чтобы подписать отчетность, необходим ключ электронной подписи (подп. 5 п. 1 ст. 2 Закона от 06.04.2011 № 63-ФЗ).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если в качестве сравнения использовать физические аналоги, то:</span></h3>
<ul class="c-list">
<li>ключ электронной подписи – это своего рода факсимиле, штамп, обеспечивающий воспроизведение подписи;</li>
<li>электронная подпись – оттиск штампа на конкретном документе.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">Обязанность всем получать ключ электронной подписи в законодательстве не предусмотрена. Однако без </span></p>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="25">Владелец ЭП</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="27">Ключ электронной подписи может быть выпущен предпринимателю или конкретному сотруднику, который имеет право подписывать бумажные документы от имени организации (ч. 3 ст. 14 Закона от 06.04.2011 № 63-ФЗ).</span></p>
<p><span data-role="phrase" data-phrase-id="28">Если сотрудников с правом подписи несколько, на каждого из них выпускается персональный ключ электронной подписи. Как правило, к таким сотрудникам относятся директор и главный бухгалтер организации.</span></p>
<p><span data-role="phrase" data-phrase-id="29">Всем, кроме руководителя организации, нужна доверенность на право подписывать отчетность в электронном виде.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="30">Где получить ЭП</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="32">Получить ключ можно в удостоверяющем центре (УЦ). Там же выдают квалифицированный сертификат, в котором указан ключ для проверки электронной подписи.​​​</span></p>
<p><span data-role="phrase" data-phrase-id="33">Удостоверяющие центры делятся на аккредитованные или не аккредитованные. Аккредитация добровольная, ее проводит Минкомсвязь.</span></p>
<p><span data-role="phrase" data-phrase-id="34">Проверьте, чтобы у центра была госаккредитация. Только в аккредитованном УЦ можно получить ключ квалифицированной подписи, который нужен для сдачи электронной отчетности. Перечень аккредитованных УЦ опубликован на сайте Минкомсвязи.</span></p>
<p><span data-role="phrase" data-phrase-id="35">Сертификат является доказательством того, что у его владельца есть ключ для создания подписи, и это можно проверить с помощью сертификата (ст. 17 Закона от 06.04.2011 № 63-ФЗ). Образец сертификата можно найти, например, на сайте ФСС.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Это следует из пункта 1 статьи 11, статей 13 и 16 Закона от 06.04.2011 № 63-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="37">Документы для получения ЭП</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Чтобы удостоверяющий центр изготовил ключ электронной подписи для сдачи отчетности, надо предоставить комплект документов:</span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<ul class="c-list">
<li>паспорт заявителя или другое удостоверение личности будущего владельца ключа ЭП;</li>
<li>свидетельство пенсионного страхования будущего владельца ключа ЭП (где указан СНИЛС);</li>
<li>учредительные документы (для организаций);</li>
<li>выписка из ЕГРЮЛ;</li>
<li>свидетельство о постановке на учет в налоговой инспекции;</li>
<li>документы, которые подтверждают полномочия руководителя (например, решения об избрании);</li>
<li>для иностранной организации – перевод на русский язык документов о госрегистрации, выданных за границей.</li>
</ul>
<p>&nbsp;</p>
</div>
<blockquote><p><span data-role="phrase" data-phrase-id="42">Это следует из статьи 18 Закона от 06.04.2011 № 63-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Вместо оригиналов можно представить заверенные копии. Заверить копии может, например:</span></h3>
<ul class="c-list">
<li>сотрудник удостоверяющего центра (тогда вместе с копиями нужно предоставить оригиналы);</li>
<li>руководитель организации;</li>
<li>нотариус.</li>
</ul>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><em><strong>Некоторые УЦ требуют либо предоставить нотариально заверенные копии, либо оригиналы лично.</strong></em></p>
<p class="incut-v4__tag">Конкретные условия узнайте в том УЦ, где планируете получить ключ электронной подписи.</div></div>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="47">Если документы подает не будущий владелец ключа подписи, а другой сотрудник, требуется доверенность (п. 1 ст. 185 ГК).</span></p>
<p><span data-role="phrase" data-phrase-id="48">Если электронную подпись выпускают не на руководителя организации (например, на имя главного бухгалтера), необходимо представить доверенность на подпись документов.</span></p>
<p><span data-role="phrase" data-phrase-id="49">УЦ может потребовать и другие документы. Например, приказ о назначении владельца ЭП. Необходимость этого документа следует из положений пункта 27 Инструкции, утвержденной приказом ФАПСИ от 13.06.2001 № 152, в котором сказано, что владельцы ЭП должны быть определены. Они несут персональную ответственность за сохранность данных.</span></p>
<p><span data-role="phrase" data-phrase-id="50">В УЦ получите договор и счет на оплату (подп. 1 п. 1 ст. 161 ГК). Порядок оплаты ключа выясните непосредственно в самом центре. Некоторые УЦ заранее выставляют счет, который к моменту первого визита в центр нужно уже оплатить.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="51">Обязанности уведомлять госведомства о получении ЭП нет. Такой вывод следует из статей 4, 9-11 Закона от 06.04.2011 № 63-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="52">Программы для использования ЭП</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Чтобы подготовить документы для сдачи отчетности с электронной подписью требуется специальное программное обеспечение:</span></h3>
<ol>
<li><span data-role="phrase" data-phrase-id="54"> программа для подготовки отчетов в электронном формате (большинство популярных бухгалтерских программ умеют их формировать);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="54"> шифровальную программу (средство криптографической защиты информации – СКЗИ);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="54"> также могут потребоваться электронные сертификаты ведомств, в которые планируется сдавать отчетность (они размещены на порталах ведомств).</span></li>
</ol>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55">В качестве программы для подготовки отчетов можно использовать бухгалтерскую систему, где ведется учет. Для этого она должна уметь готовить файлы установленного формата (xml-файлы). </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если же у нее нет такой функции, воспользуйтесь бесплатными программами ведомств:</span></h3>
<ul class="c-list">
<li>ФНС – программа Налогоплательщик ЮЛ;</li>
<li>ФСС – рекомендует свой портал для подготовки формы онлайн или программу Подготовка расчетов для ФСС;</li>
<li>Росстата – программа Формы статотчетности.</li>
</ul>
</div>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><em><strong>Уточните, какое программное обеспечение рекомендует ваше отделение ПФР.</strong></em></p>
<p class="incut-v4__tag">У ПФР нет единой признанной программы, каждый региональный сайт рекомендует одну или несколько на выбор. Например, отделение по Оренбургской области рекомендует программу Spu_orb.</p>
<p class="incut-v4__tag">Чтобы зашифровать готовый отчет перед отправкой нужна криптографическая программа (СКЗИ).</p>
<h3 class="incut-v4__tag">Например:</h3>
<ul>
<li class="incut-v4__tag">криптопровайдер ViPNet CSP от компании Infotecs;</li>
<li class="incut-v4__tag">СКЗИ КриптоПро от компании Крипто-Про.</li>
</ul>
<p>&nbsp;</p>
<p class="incut-v4__tag">Приобрести их, как правило, можно в том же УЦ, где получен ключ электронной подписи.</div></div>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="62"> Чтобы сдавать электронную отчетность без спецоператора, требуются электронные сертификаты госорганов. Их можно скачать с сайтов ведомств, которые готовы принимать отчетность напрямую. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">К таким ведомствам, например, относятся:</span></h3>
<ul class="c-list">
<li>ФНС – раздел Представление налоговой и бухгалтерской отчетности в электронном виде;</li>
<li>ФСС – шлюз приема расчетов;</li>
<li>Росстат – система Web-сбора.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="64">Бухучет</span></h2>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="67">Затраты на оформление сертификата ключа ЭЦП, например, для сдачи налоговой отчетности через Интернет включите в состав расходов по обычным видам деятельности.</span></p>
<p><span data-role="phrase" data-phrase-id="68">Если для организации плата за сертификат будет существенной, то отразите ее на счете 97. А потом списывайте в расходы равными долями в течение срока использования. Если же для организации такие расходы несущественны, то всю плату за электронный ключ спишите единовременно. Причем существенность расходов – это оценочное значение и организация определяет его сама.</span></p>
<p><span data-role="phrase" data-phrase-id="69">Что касается токена или флешки (usb-носителя), на которые записан код защиты, то их учтите на счете 10. Эту стоимость спишите единовременно (на счет 26 или 44) в момент передачи электронного устройства в бухгалтерию.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">Такой порядок следует из положений пунктов 5, 7 ПБУ 10/99, пункта 11 ПБУ 4/99, пункта 39 ПБУ 14/2007, Инструкции к плану счетов (счета 10, 26, 44, 97).</span></p></blockquote>
</div>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="92">Налог на прибыль</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="94">Затраты на оформление сертификата ключа ЭЦП, например, для сдачи налоговой отчетности через Интернет можно учесть как при расчете налога на прибыль, так и при расчете единого налога при упрощенке (доходы минус расходы). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="94">Это следует из положений пункта 1 статьи 252, подпункта 26 пункта 1 статьи 264, подпункта 19 пункта 1 статьи 346.16 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="97">НДС </span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="99">Сумму НДС, предъявленную удостоверяющим центром можно принять к вычету, если соблюдены четыре условия. Об этом &#8212; пункт 2 статьи 171 и пункт 1 статьи 172 НК.</span></p></blockquote>
</div>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-poluchit-elektronnuyu-podpis-dlya-nalogovoj-buhgalterskoj-i-statisticheskoj-otchetnosti/">Как получить электронную подпись для налоговой, бухгалтерской и статистической отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как сдать налоговую отчетность по почте</title>
		<link>https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-po-pochte/</link>
					<comments>https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-po-pochte/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:58:26 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22874</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Дата сдачи отчетности &#160; При использовании этого способа датой представления отчетности в налоговую инспекцию считается дата ее отправки. Дату сдачи отчетности определяйте по почтовому штемпелю. Отчетность признается сданной своевременно, если она отправлена до 24 часов последнего дня, установленного для ее представления (п. 8 ст. 6.1 НК). Почтовое отправление, в котором организация пересылает налоговую отчетность, должно [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-po-pochte/">Как сдать налоговую отчетность по почте</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Дата сдачи отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="11">При использовании этого способа датой представления отчетности в налоговую инспекцию считается дата ее отправки. Дату сдачи отчетности определяйте по почтовому штемпелю. Отчетность признается сданной своевременно, если она отправлена до 24 часов последнего дня, установленного для ее представления (п. 8 ст. 6.1 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="12">Почтовое отправление, в котором организация пересылает налоговую отчетность, должно содержать опись вложения.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="12">Об этом сказано в абзацах 1 и 3 пункта 4 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><em><strong>Чтобы доказать, что декларация отправлена вовремя, выберите оптимальный вид почтового отправления и храните все документы, подтверждающие отправку и доставку отчетности в инспекцию.</strong></em></p>
<p class="incut-v4__tag">Налоговое законодательство предъявляет единственное требование к почтовому отправлению, в котором организация пересылает налоговую отчетность. Оно должно содержать опись вложения (абз. 3 п. 4 ст. 80 НК). Вид почтового отправления каждая организация вправе выбрать самостоятельно. В зависимости от выбранного способа подтвердить своевременность отправки отчетности можно с помощью разных документов.</p>
<p class="incut-v4__tag">Налоговую отчетность отправляйте заказным или ценным письмом. Заказные и ценные письма являются регистрируемыми почтовыми отправлениями. Это значит, что их отправителю почта выдает квитанцию, а с адресата берет расписку в получении письма.Заказные и ценные письма могут пересылаться с описью вложения и с уведомлением о вручении адресату.</p>
<p class="incut-v4__tag">Конкретный перечень регистрируемых отправлений, пересылаемых с описью вложения и с уведомлением, вправе определять оператор почтовой связи.Такой порядок предусмотрен подпунктом «б» пункта 10 Правил, утвержденных приказом Минкомсвязи от 31.07.2014 № 234.Как правило, при отправке заказных писем опись вложения почтовая служба не составляет. Поэтому этот документ бухгалтеру придется оформить самостоятельно. За дополнительную плату можно отправить заказное письмо с уведомлением о его вручении получателю.</p>
<p class="incut-v4__tag">В этом уведомлении будет указана дата, когда представитель налоговой инспекции получил отчетность.Два экземпляра описи подпишите у руководителя и главного бухгалтера и заверьте печатью. Один экземпляр вложите в конверт с отчетностью. Второй сохраните у себя и прикрепите к нему квитанцию об отправке и уведомление (если оно есть) со штампом почты.Опись вложения для заказного письма с налоговой отчетностью можно составить в произвольной форме.</p>
<p class="incut-v4__tag">Желательно, чтобы почтовая служба заверила опись вложения (поставила на нем свой штамп). Но на практике сотрудники почты обычно отказываются это делать, ссылаясь на то, что они не могут отвечать за содержимое конверта. В этом случае ничем, кроме подписей руководителя и главного бухгалтера, подтвердить, какие документы были отправлены в налоговую инспекцию, организации не удастся.Эту проблему можно решить, если отправить отчетность ценным письмом. Преимущество такого почтового отправления состоит в том, что опись вложения составляется на специальном почтовом бланке.</p>
<p class="incut-v4__tag">Поскольку за доставку ценного письма почтовая служба несет дополнительную ответственность, такой бланк она заверяет в обязательном порядке.Опись для ценного письма заполните, перечислив вложенные в него декларации. От имени организации подписать опись вложения должен уполномоченный представитель, имеющий доверенность на представление отчетности в налоговую инспекцию. О порядке оформления таких доверенностей см.</p>
<p class="incut-v4__tag">Как сдать налоговую отчетность лично инспектору.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Такой вариант не противоречит внутренним документам налоговой службы (абз. 14 п. 1 регламента, утвержденного приказом ФНС от 25.02.2016 № ММВ-7-6/97).Арбитражная практика тоже признает правомерной отправку налоговых деклараций не только заказными, но и ценными письмами и ценными бандеролями (см., например, постановления ФАС Северо-Западного округа от 25.03.2008 № А56-5297/2007, Северо-Кавказского округа от 08.08.2007 № Ф08-4979/2007-1910А, Восточно-Сибирского округа от 10.06.2008 № А19-17988/07-18-Ф02-2081/08 и Поволжского округа от 06.05.2008 № А12-15036/07).Чтобы избежать лишних проблем, при отправке письма проверьте четкость почтовых штампов на квитанции и описи.</p>
</blockquote>
<p>&nbsp;</p>
<p class="incut-v4__tag">На оттиске должна быть отчетливо видна дата отравления.Некоторые налоговые инспекции считают, что датой представления декларации по почте является тот день, когда она была получена. В таких случаях они могут попытаться привлечь организацию к ответственности по статье 119 НК.Отстаивать свою позицию налогоплательщику придется в арбитраже.</p>
<blockquote>
<p class="incut-v4__tag">Судьи подтверждают неправомерность подобного подхода (см., например, постановления ФАС Восточно-Сибирского округа от 18.08.2008 № А33-17605/07-03АП-922/08-Ф02-3840/08, Уральского округа от 02.06.2005 № Ф09-2371/05-С1, Северо-Западного округа от 05.07.2005 № А05-2558/05-12 и Северо-Кавказского округа от 11.04.2006 № Ф08-1294/2006-561А).</div></div>
</blockquote>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="34">Отметка о получении</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="36">Доказательством того, что отчетность отправлена и получена ИФНС, может быть отметка налоговой инспекции. По просьбе организации инспектор обязан проставить такую отметку на копии налоговой декларации, если оригинал отправлен почтой.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Отказ от проставления отметки неправомерен независимо от способа подачи декларации. Это следует из положений пункта 4 статьи 80 НК. Такую позицию подтверждает ВАС в решении от 14.07.2011 № ВАС-5591/11.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-po-pochte/">Как сдать налоговую отчетность по почте</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать единую (упрощенную) налоговую декларацию</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-edinuyu-uproshhennuyu-nalogovuyu-deklaratsiyu/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-edinuyu-uproshhennuyu-nalogovuyu-deklaratsiyu/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:54:13 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22872</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Форма декларации &#160; Формы и электронные форматы налоговойотчетности, а также порядок их представления утверждает ФНС по согласованию с Минфином (п. 7 ст. 80 НК). До принятия новых документов действуют прежние правила оформления налоговой отчетности (п. 14 ст. 10 Закона от 27.07.2010 № 229-ФЗ).  &#160; В [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-edinuyu-uproshhennuyu-nalogovuyu-deklaratsiyu/">Как составить и сдать единую (упрощенную) налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Форма декларации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="4">Формы и электронные форматы налоговойотчетности, а также порядок их представления утверждает ФНС по согласованию с Минфином (п. 7 ст. 80 НК). До принятия новых документов действуют прежние правила оформления налоговой отчетности (п. 14 ст. 10 Закона от 27.07.2010 № 229-ФЗ). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">В настоящее время при составлении единой (упрощенной) декларации следует руководствоваться формой и порядком, которые утверждены приказом Минфина от 10.07.2007 № 62н.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Кто сдает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Единую (упрощенную) налоговую декларацию могут сдавать организации и предприниматели по налогам с отчетным или налоговым периодом квартал, полугодие, 9 месяцев, календарный год, а именно:</span></h3>
<ul class="c-list">
<li>по налогу на прибыль,</li>
<li>единому налогу при УСН,</li>
<li>ЕСХН,</li>
<li>НДС.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9">Чтобы отчитаться по упрощенной форме, в течение отчетного или налогового периода одновременно должны выполняться два условия. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">У организации или ИП не должно быть:</span></h3>
<ul class="c-list">
<li>объектов налогообложения по отмеченным в единой (упрощенной) декларации налогам;</li>
<li>движения денежных средств на расчетных счетах и в кассе.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="11">Налогоплательщик сам выбирает, сдавать единую (упрощенную) декларацию или нулевые декларации по отдельным налогам. Применение единой (упрощенной) налоговой декларации — это право, а не обязанность. </span></p>
<p><span data-role="phrase" data-phrase-id="11">Однако на момент сдачи отчетности только бухгалтер знает, выполняются все эти ограничения или нет. Поэтому он и решает, по какой форме сдавать отчетность: в виде единой (упрощенной) декларации или в виде деклараций по отдельным налогам. Такие выводы следуют из абзацев 2 и 4 пункта 2 статьи 80 НК.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>Если включаете НДС в единую (упрощенную) декларацию, проверьте, не было ли операций, которые должны отражаться в декларации по НДС. Если они есть, представьте декларацию по НДС.</strong></em></p>
<p class="incut-v4__tag">Например, необлагаемые НДС операции по продаже товаров, работ, услуг, местом реализации которых Россия не признается, отражаются в разделе 7 декларации по НДС. Также в декларации отражают право на вычет.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Такой вывод следует из абзаца 4 пункта 3 Порядка, утвержденного приказом ФНС от 29.10.2014 № ММВ-7-3/558, и подтверждается письмами Минфина от 10.03.2010 № 03-07-08/64 и ФНС от 16.04.2008 № ШС-6-3/288.</div></div>
</blockquote>
<p>&nbsp;</p>
<h3 class="incut-v4__icon"></h3>
</div>
<h3><span style="text-decoration: underline;">При этом нельзя подать упрощенную единую декларацию вместо отчетности:</span></h3>
<ul class="c-list">
<li>по ЕНВД, НДФЛ;</li>
<li>налогу на игорный бизнес, НДПИ, акцизам;</li>
<li>земельному, транспортному, водному налогам, налогу на имущество организаций.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="16">Кроме того, не вправе подать единую (упрощенную) декларацию вместо расчетов плательщики страховых взносов.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="37">Как сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Единую (упрощенную) налоговую декларацию можно сдать в инспекцию:</span></h3>
<ul class="c-list">
<li>на бумаге. Например, через представителя организации или по почте;</li>
<li>в электронном виде по телекоммуникационным каналам связи.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="41">Если среднесписочная численность сотрудников за предыдущий год превышает 100 человек, то в текущем году сдавать декларации можно только по ТКС. Для вновь созданных или реорганизованных организациях численность определите за месяц создания или реорганизации. </span></p>
<p><span data-role="phrase" data-phrase-id="41">Помните, что крупнейшие налогоплательщики сдают налоговую отчетность по телекоммуникационным каналам связи независимо от численности сотрудников в межрегиональные инспекции по крупнейшим налогоплательщикам. Об этом говорится в пункте 3 статьи 80 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="42">За несоблюдение установленного способа представления налоговой отчетности в электронном виде предусмотрена налоговая ответственность. Размер штрафа составляет 200 руб. за каждое нарушение. Об этом говорится в статье 119.1 НК.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="46">Куда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="48">Сдайте единую декларацию в налоговую инспекцию по местонахождению организации или местожительству предпринимателя. Такой порядок установлен в пункте 2 статьи 80 НК.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="49">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<div class="incut-v4__content">
<p><span data-role="phrase" data-phrase-id="53">Единую (упрощенную) декларацию за I квартал и полугодие 2020 года надо подать не позднее 20 июля.</span></p>
</div>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="54">Периодичность подачи единой (упрощенной) декларации — поквартальная. Декларацию нужно представить не позднее 20-го числа месяца, следующего за истекшим кварталом, полугодием, девятью месяцами, календарным годом. </span></p>
<p><span data-role="phrase" data-phrase-id="54">Если крайний срок сдачи приходится на выходной, нерабочий праздничный или на нерабочий день по актам Президента, представьте декларацию в следующий за ним первый рабочий день (п. 7 ст. 6.1 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="55">Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="57">Единая (упрощенная) декларация включает в себя два листа.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На первом листе укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП организации (ячейки, отведенные для ИНН, заполняйте справа налево, а в двух ячейках, оставшихся свободными, поставьте нули);</li>
<li>код вида документа (для первичной отчетности — 1, для уточненной — 3);</li>
<li>отчетный год, за который сдается декларация;</li>
<li>полное наименование налоговой инспекции, в которую подается единая (упрощенная) налоговая декларация, и ее код;</li>
<li>полное наименование организации;</li>
<li>код по ОКТМО в поле «Код ОКАТО» (по Общероссийскому классификатору, утвержденному приказом Росстандарта от 14.06.2013 № 159-ст; см. письмо ФНС от 17.10.2013 № ЕД-4-3/18585);</li>
<li>код вида деятельности (по ОКВЭД2, утвержденному приказом Росстандарта от 31.01.2014 № 14-ст);</li>
<li>контактный телефон.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="60">Основное содержание первого листа — таблица, где нужно перечислить названия налогов, по которым в течение квартала организация или предприниматель признавались налогоплательщиками, но объекты обложения этими налогам не возникали, и движения денежных средств на расчетных счетах и в кассе организации не было.</span></p>
<p><span data-role="phrase" data-phrase-id="61">Наименования налогов указывайте в очередности, соответствующей нумерации глав части второй НК. </span></p>
<h3><span style="text-decoration: underline;">По налогам, вписанным в единую (упрощенную) декларацию, укажите:</span></h3>
<ul class="c-list">
<li>в графе 1 — номер главы НК, которой установлен налог;</li>
<li>в графе 2 — код налогового (отчетного) периода;</li>
<li>в графе 3 — номер квартала, в котором у налогоплательщика не было объектов обложения данным налогом.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="63">По налогам, налоговый период у которых равен кварталу, код налогового периода — 3. Этот код укажите, если включили в декларацию НДС (ст. 163 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По налогам, налоговый период у которых равен году, в графе 3 укажите код отчетного периода:</span></h3>
<ul class="c-list">
<li>3 — если сведения подаются за I квартал;</li>
<li>6 — если сведения подаются за первое полугодие;</li>
<li>9 — если сведения подаются за девять месяцев;</li>
<li>0 — если сведения подаются за год.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Номер квартала (графа 4) по этим налогам указывать не нужно. В таком порядке нужно вписывать в декларацию:</span></h3>
<ul class="c-list">
<li>налог на прибыль (ст. 285 НК);</li>
<li>единый сельхозналог (ст. 346.7 НК);</li>
<li>единый налог при упрощенке (ст. 346.19 НК).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="68">Это предусмотрено разделом IIПорядка, утвержденного приказом Минфина от 10.07.2007 № 62н.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="69">Таблица на странице 001 единой (упрощенной) декларации позволяет вписать в нее сведения только о четырех налогах. Если этого недостаточно, включите в состав декларации две первые страницы.</span></p>
<p><span data-role="phrase" data-phrase-id="70">Если единую (упрощенную) налоговую декларацию подписывает руководитель организации, то укажите его фамилию, имя и отчество полностью. Руководитель ставит подпись и заверяет декларацию печатью организации.</span></p>
<p><span data-role="phrase" data-phrase-id="71">Если декларацию подписывает представитель организации, то, кроме фамилии, имени и отчества, нужно указать наименование документа, подтверждающего его полномочия. Если представителем является организация, декларацию подписывает ее руководитель. Его подпись должна быть заверена печатью этой организации.</span></p>
<p><span data-role="phrase" data-phrase-id="72">Страницу 002 единой (упрощенной) декларации организации и предприниматели не заполняют. Сведения о себе должны представить только граждане-налогоплательщики, не зарегистрированные в качестве предпринимателей (п. 15Порядка, утвержденного приказом Минфина от 10.07.2007 № 62н).</span></p>
<p><span data-role="phrase" data-phrase-id="73">Единую (упрощенную) налоговую декларацию заполняйте шариковой или перьевой ручкой черного либо синего цвета. Возможна распечатка декларации, заполненной в машинописном виде.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="73">Чтобы исправить ошибку, зачеркните неправильную запись и впишите правильную. Каждое исправление нужно заверить подписью руководителя (представителя) и печатью организации. Об этом сказано в разделе IПорядка, утвержденного приказом Минфина от 10.07.2007 № 62н.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="80">Несвоевременная сдача</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="82">Если вовремя не сдали единую (упрощенную) налоговую декларацию, вам грозит налоговая и административная ответственность (ст. 106 НК, ст. 2.1 КоАП). За несвоевременную подачу упрощенной декларации штрафы взимаются по каждому налогу, который в ней указан.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="82">При этом штрафы нужно перечислять в бюджет по разным КБК. Об этом сказано в письме Минфина от 26.11.2007 № 03-02-07/2-190.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="83">Поскольку в единой упрощенной декларации отсутствуют суммы налогов к уплате в бюджет, размер штрафа, который может быть взыскан за несвоевременное представление такой декларации, составляет 1000 руб. по каждому налогу, включенному в отчетность (ст. 119 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="83">Арбитражная практика подтверждает правомерность такого подхода (см., например, постановления ФАС Дальневосточного округа от 13.10.2009 № Ф03-5355/2009, Восточно-Сибирского округа от 28.04.2012 № А69-1871/2011, Арбитражного суда Московского округа от 26.01.2015 № Ф05-16047/2014, п. 6 Рекомендаций НКС при ФАС ВВО, Арбитражного суда Волго-Вятского округа от 17.06.2015 № 3.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="84">Административную ответственность за несдачу единой декларации в виде предупреждения или штрафа на сумму от 300 до 500 руб. суд может применить и к должностным лицам организации. Например, к ее руководителю (ст. 15.5 КоАП).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-edinuyu-uproshhennuyu-nalogovuyu-deklaratsiyu/">Как составить и сдать единую (упрощенную) налоговую декларацию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>ФНС поменяла правила приема деклараций и расчетов</title>
		<link>https://enterfin.ru/fns-pomenyala-pravila-priema-deklaratsij-i-raschetov/</link>
					<comments>https://enterfin.ru/fns-pomenyala-pravila-priema-deklaratsij-i-raschetov/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:48:29 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22870</guid>

					<description><![CDATA[<p>ИФНС принимают налоговую отчетность по новым правилам. Кроме того, теперь инспекторы стали строже контролировать оформление и исполнение запросов налогоплательщиков. &#160; Новые правила установлены Административным регламентом, который утвержден приказом ФНС от 08.07.2019 № ММВ-7-19/343, и действуют с 5 мая 2020 года. С этой даты утратил силу старый регламент, утвержденный приказом Минфина от 02.07.2012 № 99н (приказ Минфина от 25.03.2020 № 45н). &#160; Прием налоговой отчетности &#160; Принять декларацию или налоговый расчет [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/fns-pomenyala-pravila-priema-deklaratsij-i-raschetov/">ФНС поменяла правила приема деклараций и расчетов</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<div class="doc-snippet">ИФНС принимают налоговую отчетность по новым правилам. Кроме того, теперь инспекторы стали строже контролировать оформление и исполнение запросов налогоплательщиков.</div>
<div class="js-textsearch">
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="2">Новые правила установлены Административным регламентом, который утвержден приказом ФНС от 08.07.2019 № ММВ-7-19/343, и действуют с 5 мая 2020 года. С этой даты утратил силу старый регламент, утвержденный приказом Минфина от 02.07.2012 № 99н (приказ Минфина от 25.03.2020 № 45н).</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Прием налоговой отчетности</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">Принять декларацию или налоговый расчет на бумаге ИФНС обязана в день, когда налогоплательщик или налоговый агент сдали документы. Срок приема электронных деклараций — в течение одного рабочего дня со дня получения.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Также появились новые основания для отказа в приеме налоговой отчетности. Декларацию и или расчет по-прежнему не примут, если их подписали неуполномоченные лица. Но теперь их список расширили. </span></p>
<h3><span style="text-decoration: underline;">Например, по новому регламенту налоговую отчетность не примут, если на ней стоит подпись руководителя, который:</span></h3>
<ul class="c-list">
<li>дисквалифицирован;</li>
<li>снят с учета по данным Единого реестра записей актов гражданского состояния как умерший;</li>
<li>отказался от участия в руководстве организации на основании вступившего в силу решения суда;</li>
<li>признан безвестно отсутствующими, умершими, недееспособными или ограниченно дееспособными на основании вступившего в силу судебного акта (в части подтверждения налоговой отчетности);</li>
<li>числится в ЕГРЮЛ с записью о недостоверности сведений о ФИО, паспортных данных и ИНН руководителя.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="7">У предпринимателя, например, вправе будут не принять отчетность, если ему запретили заниматься бизнесом.</span></p>
<p><span data-role="phrase" data-phrase-id="8">Кроме того, в новом регламенте закрепили основания из НК, по которым инспекторы не примут расчеты по страховым взносам. Так, инспекторы не примут отчет, если в нем указаны неправильные персональные данные сотрудников или допущены ошибки в расчетах выплат, облагаемой базе, сумме взносов по основному и дополнительному тарифам.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="9">Подпись на запросах</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Инспекции будут строже следить за тем, кто подписал запрос или обращение. Например, запрос не станут рассматривать, если в нем стоит подпись:</span></h3>
<ul class="c-list">
<li>умершего руководителя организации или предпринимателя;</li>
<li>уполномоченного представителя организации, которую исключили из ЕГРЮЛ после подачи запроса.</li>
</ul>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="12">Срок ответов на обращения</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="13">Налоговики четко прописали сроки, которые ИФНС обязана соблюдать при ответе на обращения. Например, ответ на устный запрос организация должна получить в день обращения. Ответ на письменный запрос инспекторы будут готовить в течение 30 календарных дней, а справку о состоянии расчетов с бюджетом — в течение пяти рабочих дней.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="14">Оборудование помещений для приема</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Помещения, в которых инспекции принимают граждан, должны быть приспособлены для работы с инвалидами:</span></h3>
<ul class="c-list">
<li>иметь пандусы;</li>
<li>позволять беспрепятственно пользоваться инвалидными колясками;</li>
<li>обеспечивать допуск в помещение лиц, которые сопровождают инвалидов, сурдопереводчиков, а также собак-проводников.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="17"><strong>Источник</strong>: приказ ФНС от 08.07.2019 № ММВ-7-19/343.</span></p></blockquote>
<p>&nbsp;</p>
</div><p>The post <a href="https://enterfin.ru/fns-pomenyala-pravila-priema-deklaratsij-i-raschetov/">ФНС поменяла правила приема деклараций и расчетов</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Ошибки в электронных отчетах: как расшифровать и исправить</title>
		<link>https://enterfin.ru/oshibki-v-elektronnyh-otchetah-kak-rasshifrovat-i-ispravit/</link>
					<comments>https://enterfin.ru/oshibki-v-elektronnyh-otchetah-kak-rasshifrovat-i-ispravit/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:39:23 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[сделки]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22867</guid>

					<description><![CDATA[<p>Общие ошибки &#160; В этом разделе – общие ошибки, которые налоговые инспекторы часто выявляют при проверке электронных деклараций или расчетов по налогам и страховым взносам. &#160; В протоколе: «Структура имени файла не соответствует требованиям формата». Код ошибки – 0200100000. &#160; Пояснение: ошибка в названии файла с отчетом. Возможно, лишний символ, который автоматически добавляется при выгрузке файлов с одинаковыми [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/oshibki-v-elektronnyh-otchetah-kak-rasshifrovat-i-ispravit/">Ошибки в электронных отчетах: как расшифровать и исправить</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Общие ошибки</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="3">В этом разделе – общие ошибки, которые налоговые инспекторы часто выявляют при проверке электронных деклараций или расчетов по налогам и страховым взносам.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="4"><strong>В протоколе: «Структура имени файла не соответствует требованиям формата». Код ошибки – 0200100000.</strong></span></h3>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756324" class="inimg aligncenter" 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" width="800" height="131.24246079613994" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6"><strong>Пояснение: </strong><em>ошибка в названии файла с отчетом. Возможно, лишний символ, который автоматически добавляется при выгрузке файлов с одинаковыми названиями.</em></span></p>
<p><span data-role="phrase" data-phrase-id="7">У каждого файла декларации свое имя с определенной структурой, набором кодов. Это касается и первичных отчетов, и корректирующих. Если структура нарушена, то отчет не пройдет.</span></p>
<p><span data-role="phrase" data-phrase-id="8"><strong>Как не допустить ошибку.</strong> <em>Выгружайте файл-отчет в пустую папку. Дело в том, что если выгрузить файл в папку, в котором уже есть отчеты, то программа может присвоить новому документу некорректное имя.</em></span></p>
<p><span data-role="phrase" data-phrase-id="9">Требования к наименованию файла смотрите в бесплатном сервисе на сайте ФНС. Выберите налог, вид отчета и период. В итоге увидите, по какому формату должно формироваться имя. При необходимости обновите программное обеспечение. Ведь имя файла формируется автоматически программой, вы сами его вручную не указываете.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="10">Вот, например, где смотреть требования к наименованию файла действующей декларации по налогу на прибыль.</span></h3>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-761389" class="inimg aligncenter" 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" width="595" height="736" /></span></span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="12"><strong>В протоколе: «Структура файла обмена не соответствует требованиям формата». Код ошибки – 0300300000.</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="13"><strong>Пояснение: </strong><em>ошибка в том, что отчет (графы, строки) заполнили не по формату. Например, если вместо даты 01.12.2017 указать 01.12.0017, отчет не примут. Проверочная программа определит «0017» как недействительный год и выдаст сообщение об ошибке.</em></span></p>
<p><span data-role="phrase" data-phrase-id="14"><strong>Как не допустить ошибку.</strong> <em>Ошибка с кодом 0300300000 говорит о том, что с форматом данных что-то не так. Чтобы понять, в чем проблема, смотрите в протоколе следующие строки с детализацией. Например, может быть такое уточнение: «Файл не соответствует xsd-схеме», код ошибки – 0300300001. Решения для таких типов ошибок смотрите в таблице</em>.</span></p>
<p><span data-role="phrase" data-phrase-id="15">Если детализации ошибки 0300300000 в уведомлении нет, то проблема в вашей программе, либо программе налоговой инспекции.</span></p>
<p><span data-role="phrase" data-phrase-id="16">В первом случае обратитесь к техническим специалистам учетной программы за обновлением. Либо убедитесь, что у вас последняя версия отчетов и программы. После этого сформируйте файл с отчетом заново и отправьте.</span></p>
<p><span data-role="phrase" data-phrase-id="17">Второй случай бывает, когда вводят новый формат отчета, а проверочные системы ИФНС еще не обновили. Свяжитесь с инспектором и уточните, когда они смогут принять отчеты по новому формату. В назначенный срок сформируйте отчет заново и отправьте его в ИФНС.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="18">Если до крайнего срока сдачи остались считанные часы и нет времени ждать обновления своей программы, то сформируйте нулевой отчет в бесплатной программе «Налогоплательщик ЮЛ» на сайте ФНС. Главное, сдать отчет вовремя. Уточнить налог сможете позже. Так вы избежите штрафов, пеней или блокировки банковских счетов.</span></p>
<p><span data-role="phrase" data-phrase-id="19">Как проверить версию программы «Налогоплательщик ЮЛ» и установить с последними обновлениями, смотрите видеоинструкцию.</span></p>
<p>&nbsp;</p>
<p><strong><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756188" class="inimg aligncenter" 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" width="800" height="522.509225092251" /></span></span></strong></p>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="21"><strong>В протоколе: «Значение элемента отсутствует в справочнике». Код ошибки – 0500100000.</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="22"><strong>Пояснение:</strong><em> ошибка в том, что в поле отчета, в котором необходимо указать код из справочника (например, ОКВЭД2), вписали несуществующий код.</em></span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756325" class="inimg aligncenter" 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<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-761939" class="inimg aligncenter" 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" width="800" height="49.12280701754386" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="25"><strong>Как не допустить ошибку.</strong> <em>Проверьте поля, которые нужно заполнять согласно справочникам в вашем отчете. В этом вам поможет бесплатный сервис на сайте ФНС. Сами показатели таких элементов сверьте с данными соответствующих справочников.</em></span></p>
<h3><span data-role="phrase" data-phrase-id="26"><strong>В протоколе: «Не найден плательщик по ИНН и КПП или ИНН, представленному в файле». Код ошибки – 0400100001.</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="27"><strong>Пояснение:</strong> ошибка в том, что ИНН и/или КПП в декларации не соответствуют данным из свидетельства о постановке на учет в налоговой инспекции.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756327" class="inimg aligncenter" 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<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756328" class="inimg aligncenter" 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width="800" height="84.070058381985" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="30"><strong>Как не допустить ошибку.</strong> <em>Сверьте ИНН и КПП из декларации с данными в регистрационных документах. Исправьте неточности.</em></span></p>
<p><span data-role="phrase" data-phrase-id="31">Значение ИНН и КПП совпадает с регистрационными данными? Тогда причина отказа в приеме отчета другая. Обратитесь к своему спецоператору связи. Узнайте, корректно ли зарегистрирован ваш сертификат электронной подписи. Если нет, то повторно зарегистрируйте электронный сертификат. </span></p>
<p><span data-role="phrase" data-phrase-id="31">Если и это не поможет, позвоните в инспекцию в отделы автоматизации и регистрации и учета налогоплательщика. Они помогут устранить техническую проблему и зарегистрировать сертификат. После этого отчет примут.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="32"><strong>Еще решения для частых ошибок</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="33">0000000002 – Декларация (расчет) содержит ошибки и не принята к обработке</span></p>
<p><span data-role="phrase" data-phrase-id="34">0100100000 – Отсутствие, неправильное указание ЭП</span></p>
<p><span data-role="phrase" data-phrase-id="35">0100100005 – ЭП не принадлежит данному налогоплательщику (Сертификат ЭП, использованный для подписи документа, не зарегистрирован для использования налогоплательщиком, от которого поступил файл)</span></p>
<p><span data-role="phrase" data-phrase-id="36">0100200000 – Неправильное указание места представления сведений</span></p>
<p><span data-role="phrase" data-phrase-id="37">0100400000 – Нарушение требований формирования транспортного контейнера</span></p>
<p><span data-role="phrase" data-phrase-id="38">0100400010 – Содержимое файла не удовлетворяет требованиям, предъявляемым к изображениям (разрешение, цветность)</span></p>
<p><span data-role="phrase" data-phrase-id="39">0100500000 – Неправильное указание (отсутствие) сведений по доверенности</span></p>
<p><span data-role="phrase" data-phrase-id="40">0100500006 – Отсутствует сообщение о доверенности</span></p>
<p><span data-role="phrase" data-phrase-id="41">0100600000 – Неправильное указание сведений о руководителе организации, индивидуальном предпринимателе</span></p>
<p><span data-role="phrase" data-phrase-id="42">0100600001 – Неправильное указание сведений о руководителе организации (ФИО, ИНН)</span></p>
<p><span data-role="phrase" data-phrase-id="43">0100600002 – Неправильное указание сведений об индивидуальном предпринимателе (ФИО, ИНН)</span></p>
<p><span data-role="phrase" data-phrase-id="44">0100600003 – Неправильное указание сведений о подписанте (ФИО, ИНН)</span></p>
<p><span data-role="phrase" data-phrase-id="45">0100600004 – Отсутствие сведений о подписанте (ФИО, ИНН)</span></p>
<p><span data-role="phrase" data-phrase-id="46">0100700001 – Подтверждение даты отправки не соответствует требованиям</span></p>
<p><span data-role="phrase" data-phrase-id="47">0100800000 – Ошибка в последовательности предоставления сведений</span></p>
<p><span data-role="phrase" data-phrase-id="48">0100800003 – Некорректное сочетание форм в комплекте представленных документов</span></p>
<p><span data-role="phrase" data-phrase-id="49">0100900000 – Несоответствие утвержденной форме документа</span></p>
<p><span data-role="phrase" data-phrase-id="50">0200100001 – Имя файла не соответствует структуре, определяемой по показателям справочника СППФД / СФНД</span></p>
<p><span data-role="phrase" data-phrase-id="51">0200100002 – Неправильно сформировано наименование файла</span></p>
<p><span data-role="phrase" data-phrase-id="52">0200100004 – Имя файла имеет неправильную длину</span></p>
<p><span data-role="phrase" data-phrase-id="53">0200200000 – Значения структурных элементов имени файла не соответствуют требованиям формата</span></p>
<p><span data-role="phrase" data-phrase-id="54">0200200003 – Код инспекции указан неправильно (Код ИФНС-получателя отсутствует в СОНО)</span></p>
<p><span data-role="phrase" data-phrase-id="55">0200200017 – Файл с таким именем уже зарегистрирован</span></p>
<p><span data-role="phrase" data-phrase-id="56">0200200018 – Имя файла имеет неверную контрольную сумму</span></p>
<p><span data-role="phrase" data-phrase-id="57">0300100000 – Форматный контроль невозможен</span></p>
<p><span data-role="phrase" data-phrase-id="58">0300100002 – Файл xsd-схемы не найден</span></p>
<p><span data-role="phrase" data-phrase-id="59">0300100005 – Нарушена структура XML-файла. Файл не может быть обработан</span></p>
<p><span data-role="phrase" data-phrase-id="60">0300200000 – Синтаксис файла не соответствует требованиям формата</span></p>
<p><span data-role="phrase" data-phrase-id="61">0300300015 – Отсутствие в налоговой декларации (расчете) значения элемента «Номер корректировки (Вида документа)» (0 – первичный, 1–999 – корректирующий)</span></p>
<p><span data-role="phrase" data-phrase-id="62">0300300023 – Отсутствие обязательного реквизита VVV</span></p>
<p><span data-role="phrase" data-phrase-id="63">0300300027 – Ошибка заполнения данных показателя «Код бюджетной классификации()»</span></p>
<p><span data-role="phrase" data-phrase-id="64">0300300027 – Ошибка заполнения данных показателя «Код по ОКТМО»</span></p>
<p><span data-role="phrase" data-phrase-id="65">0300300028 – Не идентифицирован шаблон с кодом документа&#8230;</span></p>
<p><span data-role="phrase" data-phrase-id="66">0300300030 – Нарушено условие присутствия (отсутствия) элемента</span></p>
<p><span data-role="phrase" data-phrase-id="67">0300300032 – Реквизит XXX в имени не соответствует реквизиту VVV в файле</span></p>
<p><span data-role="phrase" data-phrase-id="68">0300300032 – Реквизит код НО (второй) в имени не соответствует реквизиту КодНО в файле</span></p>
<p><span data-role="phrase" data-phrase-id="69">0300300032 – The &#8216;НомДокПдтвУпл&#8217; attribute is invalid – The value &#187; is invalid according to its datatype &#8216;String&#8217; – The actual length is less than the MinLength value</span></p>
<p><span data-role="phrase" data-phrase-id="70">0300400000 – Значение элемента не соответствует определенному для него формату</span></p>
<p><span data-role="phrase" data-phrase-id="71">0300400001 – Значение не может быть пустым</span></p>
<p><span data-role="phrase" data-phrase-id="72">0300400002 – Значение не соответствует числовому формату</span></p>
<p><span data-role="phrase" data-phrase-id="73">0300800000 – Элемент файла не соответствует определенным для него требованиям</span></p>
<p><span data-role="phrase" data-phrase-id="74">0300800026 – Неправильная контрольная сумма в ИНН</span></p>
<p><span data-role="phrase" data-phrase-id="75">0400100000 – Не идентифицирован налогоплательщик</span></p>
<p><span data-role="phrase" data-phrase-id="76">0400100002 – Найденный плательщик снят с учета</span></p>
<p><span data-role="phrase" data-phrase-id="77">0400200000 – Ошибки служебной части файла обмена, титульного листа отчетности</span></p>
<p><span data-role="phrase" data-phrase-id="78">0400200002 – Ошибка идентификации отчетного периода. Неверное значение номера отчетного периода в документе</span></p>
<p><span data-role="phrase" data-phrase-id="79">0400200005 – Документ с указанным «Видом документа» и «Номером корректировки» уже зарегистрирован (см. документ № 111)</span></p>
<p><span data-role="phrase" data-phrase-id="80">0400300000 – Нарушение условия присутствия (отсутствия) элемента (атрибута)</span></p>
<p><span data-role="phrase" data-phrase-id="81">0400400005 – Значение элемента (атрибута) не принадлежит разрешенному перечню значений</span></p>
<p><span data-role="phrase" data-phrase-id="82">0500100000 – Значение элемента файла Версия формата отсутствует в справочнике СППФД/СФНД</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="83">Декларация по НДС</span></h3>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="84">Декларацию по НДС нужно сдавать в инспекцию только в электронном виде. Исключение предусмотрено лишь для некоторых налоговых агентов и иностранных организаций. Чаще всего в такой декларации организации и предприниматели допускают две ошибки.</span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="86"><strong>В протоколе: &lt;ТекстОш&gt;Выявление недостатков (ошибок) в налоговой декларации; неверно заполнен (отсутствует) раздел 2.&lt;/ТекстОш&gt;. Без кода.</strong></span></h3>
<h3><span style="text-decoration: underline;"><strong>Пояснение: </strong>ошибка в том, что вы:</span></h3>
<ul class="c-list">
<li>не заполнили (заполнили с ошибками) раздел 2 в случае, когда организация является налоговым агентом;</li>
<li>сделали записи в разделе 2 и сдали его в составе декларации, при этом организация не является налоговым агентом.</li>
</ul>
<p>&nbsp;</p>
<p><strong><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756193" class="inimg aligncenter" 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" width="800" height="217.5029171528588" /></span></span></strong></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="90"><strong>Как не допустить ошибку.</strong> Проверьте построчно заполнение раздел 2. Если вы не являетесь налоговым агентом, удалите раздел.</span></p>
<h3><span data-role="phrase" data-phrase-id="91"><strong>В протоколе: «The &#8216;КодВидСд&#8217; attribute is invalid – The value &#8216;0&#8217; is invalid according to its datatype &#8216;String&#8217; – The Enumeration constraint failed». Код ошибки – 0300300001.</strong></span></h3>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-761388" class="inimg aligncenter" 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/wAqSawtw5Al0gKmSw2lRcZBKPWq4dKoaMOhQwNkQwFaykfQQyQY2QpfI7fCwOe9i2x+UweRzCSMIMfcQQMuwndJOHcVO4FVVUJqFerECgFWGpmrmTEZLD4t1rPmEuZIm6UVLUDuE9DVizKoU7ags27ygN7BWHwyzthbLpv/AOblx8HWv03tw8FYq0JDdSnifClfD46/g1td5KoK9JK7fw08fip+Hx1+mr9ZNfKwmN+Hlytfy+L3KwRyKyd1esR/ffD1p4ePj01QtQhG6OfZ/j1jIW2PTx97/d7F71kVwzmMfxg9n+Pw1aXAXuH+L+H/ABa+tr2v02qqsrCqmo1frHWtw4+Kgr4KOmhIXqdfOwtr3t7PG/j/AMXjx8Xi4VjjdZF7sfWM/vvi/B4/g1aWowR+kh9n+Pw1wEFthbjfK1uHh4Wv0dOPDo4eWrurBQnmJrQeFafh9lPz6xzSrGrMx2qtKnxpXw6e2v5tfa+XC1r38P4vw1aXUAEtQfDTx1mNfYK6xYS1+HC9uno6ON/Fx8lXndTzeVj+PVqur12mtPHXO9+HG/tf3fjqvt/B+5q7WLZWy8FPN16aoCGAI8Dr53E4ZcL28vu8PH0W8XCrRIrFgD82lfwV8Pjr+DVpbawT98fD8Pw/FT8+ud87Wtx4+Dh+PweGriTQFetfZ8OriyrXd0ppa9r++4dNvbvVqOWWo6r7D8Orj01y41cGDCq9dU8PHWLXtlx4e7VQQRUapXrT2jXC+VsePHLj5fe+57tWhwB8IHidVp4CnU/n1y69uFr+Xje3uVeAfb46tDKaUPj4a+eIuOVuNvBwtw8Pk6PFWKtZGjHVlpUeFKjp8dfzatEqsnd/6s+B+H8Ws5CWxyta9+i/Ho4eDhja/h4eCqllrsBq58B/j1cWK1YjyDxPwfLXXLHLDhxtf9l0+O9B0O1uhHs+D8eqoyyLuTqDriJn1bcfBbhfp8nTbxcOmrwT0FPMfZ/j1ZK2xSSaIPE/B+L211mwnHhwt5eNunp6Ojp4capuC9D7fD8OrgxqRTqPH8Hy649thw6L+5wy8PH2vLViNVjGB9IoFV+Cv4fA6pvXt92v0fw/jp4ePj019LZW8fRfjw8vTV5X83t1dupTd0rrN742txve3t+H8dVr12j52jEIKt0GvlkLjhw43tbj+Lja17eG1/LVgbcxResg/e/4/Dw1R3CL3G/i/afg+DprncTG17W4+Hj0+1bw+Cq7gTtBq3wfDqrGg3fvfh+DWMc+N728nV428nH2eHjpuPQjqD4fh+H4qfn1ajbmKn548R8HwfHXXGw2PW6nHp6fFfxW438VVPQk+Kjx/B8tdO4m5QT8+tPw08fip+Hx0yGww6/G/Rja3Hov0dNujotx8dWBt7mNDVxTy+FPx6pJIsSGWTpEPb4/g8PHX162PDjxq6oNKda+H4tZD5RU9BrPRf3fx1QMCajwP59V0426PZ8H4Ku3VFV66p8es1UdOmmvnjnbLj7HDx8fDb8lUBHRfAj2aorFhUDy+w/DpYTG9+HHycPdt7Nqr1HUjp+5qm9aA16Hw/DrlfK1uPT4KpvG7aOraqSAKnoNZve1vDfhVSQPHVfi1w62Pl6OHRfh4/8A6Kp4kqPEU1aXUAEnx/PrPXtwvfycPb6fyVd1A+E6Fl6/CPH8Gs9a3DjbxeGsXcUitfKPE6vIp46za9r+Crw1TQeI8dU1i+VreGqFqCp8PbqlRWnt187iWtw8HHp6PJ+Lh01UkBgK9W8Pw/JTVpcCtfAeP4K+Hx10sJbhlx8OPDre7x9q3TwqqncageU+B+HVO4vXd0YeI+D4PjrpiLjfq2t47X4eH/F4+Ph7FY0lWSPup1i+H83h4+PTVxba4jbpIfZ/j19LZWy8H46vB3Dcvzf3dVqK09o1njbhxv4KDa/UdRoSFFW6DWjSK7lRiMtfdSJH70lRYSCuAyXHkeZNLB6O4+MYBKlUZAHfzsYjHJHDA5jHrGVhaSk0sFbIUyaBCwyztilmdNu1dxY/DSn5tZEXeSCQoHtPX/kfg1UXQLeErvdGUmyQXiR0wmLHOwUxwIcYz2cjXcjtBUYgdRlqKJ5wmWOaWWWmqxlQKC4jE0pXXSAGQf5hRNh3xFvtSwtFhsbllYPHk7ZpoqdBtWaWLxIB69uvmRCK0ANNx48WVSTkmW4067LvDywRzVNfNPCkwHQbeisB5Xf8O01UebMm81TmwsJ7jo6fyMhlhgLU5KUIxdIa7zH4QYylJhvB8rLPQHQlxMtQ8PKpBHXUxDHcOdrpZixJtADq4md0wuKctgxH+8JLG0vmW0vryORtjefYYozLINworbFVuopup5QT011cxJaYz32a0druzsghZ1QruWRlSOgJoN7sqCrUDEbmUauvultxzAIGc0TNXU/lkGd5Dj2Zzrc0iKSZttHuu7ailSbB9op4KAI6JVjoZBdJhxiOcQRPwwMEVEcunmBrEuzCFyC0nvVju70Ou3EWxiCzEgGTubq/RCrrtYUJqw8w6gUrbbkPYWr3TbMtO0oaCm7YE2lW7o8rbgxoKAjb16nUi8uvanYjcKDz0wbC6mJOoZ428FxEYrNTNiWvslZ7NJCHyTcpFKPRkMhpNHFsr6yWM4ow5EdTLK6cCGolzGRI0VFG7Vzb29vbW8qzCS7nVmZNtAgBoo31O4svnIACgFRuLFgmnFdXD5O6x8kDRxW3bAdmU9wupY7VUkqqeVasQS24bQqqzzxtZsGiaqa6zBsKvoKs7isWMlVcpBkt7r5OR+uPHDAi0mA28MCx3IVyPt1HCaQn4Ygi5ZnDgdrYZ3v1bx3M5eLEWnvEm3c7KqgnaKkgdWoQAK1JPgNSPCYifOZOPGW5o77jWm7oql26dNx2qdq16mg9uv1av7BMza3XiF9kI8zxyZs1xw1JEQwO+Anh0wBypBZRHQ1AwXDDD87t84MISOh3xwyBNlxA8sccsb42lmbxF3gcrPiboEywsBUgDcCAVegJoGUhh1NQRQ6iWCyozeNW/CdqTe6Om4Nskido3TcAA21lINBSup642v7Piv4uFcgEOoZeo9ns12fDWePTw9jjVa+Ygez82qaXva3hvV1Ru2/vtUJAFT4a+d8uHHhwvfo6PB4bf4LVUGp6eHt1Qmg6CrH8/wAmsYiY5W4+C3Re1/Y8fgtWIv5mB6MtK/gr4fHX82qK4bqOqnwPw/D8VNZ69ui/4/Jx/LVxNK9fCn4tXBgaU9vh+HXLr24carVvADroWUDcTQax2lujp8PH/wAni6eNWhqnp1A8fwfLqhdRSp8fD8OuFheNrXtbw/4fLwqzup2+5X6L/K/HTw8fHpqm4jykfSfB/j8Pw6+t72xt7FZRUmn/ACGriQBU+Gvj2uF8urbp4+zlb2beG1WGWhUD99Xb+Gnj8VPw+Ps1aXoxX/J8fwV8Pjr+bX0vna2N7+K3+d09Ps2q6Rgh6mn4q6uB3Cq9T+TWLC2vjxt0+x09P4uijNtp3PKT+PVqyLIu6Lzfm/d0yyta9rcPfdPV9z/yVaG2g+xR4/g+D46/m1duUEIT1Ph+GmufG3Rx8fgq8kAbm6U0qAafDpfL3vG35fBVNylN1fL8Oq9fZ46+NhMbCZY+PHhx/ZdHWtx4eDh08KtJKuA/l3eHt3U8fip+fWNZA0jRg1ZaV9lK+Hx1/Nr7Xvwtx/FWStafCdZCaeOuGWfC/C3D2fdt/grGzhWCMdpPh7a/JT8OrakkhRUj8VNLCY5cOHDp438fi8fgtVxYqQrdHPs/x6okiOu5DVPafDXPrW6PZ/u/LReo3L1/w6vJAND46+dhbda2Pjv4Om9/Fxv4LeCrUdWG9TuQeJ8Kfi9tdWswVwjdC3h+Gnj8VPz6+l7/ALLp4cOHi8H+HjV5YKpZugGrtfLMW2N7W48Lezb2PZt5KoSagDq58B/j1YzhQSx8o8T8HwfHXXK4lrXtby9F/D/gqhkTco3U3VoKeNP3NXVJNFFaeP4Pl0xExyta9uF7X6beHxex1aoDRtrdGHs+D5a6ojrIncQ1T4dZtla/HyWtbycfb4e3V7GgO4eXVwI3bQfMPZrPXxtbw+C3u3oCfjr4fh1azKiknoBr5XFxxtlfjwtjbG/g8HHxeCsamsjRR9XWlR4Ur1HX211R5Y0TuuaR/D8P4vHX2xvxt0343q9ZFf5vXV5/D01yq6orT26a+FxbWva3D9la/wCG1uPkrGXBbYf4z/J/P4+Hh11Svl7n7z4f8XjrnjljnbrW4fgq+vmKn5wpUfBX93RSrjcpqp/PrlllbG3Gq1JHk6nQkKKt0GuFs8b48ej2eHg6axIwYAoa1rT2V+H4qabh13dCPH8GuGQmOPDp6L8ePR//AA0ZgGEQ/jD4L8Pt8fAU8dWM6qncPzPh+D8Wvva9r+D8HjrNq8EEVHhryh385r0QaatmY0qP00tsdsTB8fG5VkGAmgRnxWzYzGT0GzqzPTBIkAa2bOIuvZtwNm9jaCK/SjbR1MLLvAiiUIYDngeLJlfKZrRDLZxGkz1CCMnog89AxJrUBqqBU+Ir17PFSXNzbWtwwhlvS4twaFpO2R3Cq7g5VQfnAGrDYtTXbnR/myQrtchQS2pKSlHWnZSfY3PSkx4EkBpbFtgg8m6SLALxsvC0sbBa161NzYlUbzOUiaguYsworFSGGY4xcc8mA4Kg8xyGGe1vLmysGNxLaFRKAAhUsCRVSxYA7T1YClKOFPTULts7BNZx5OZQmKn6xSqyyo4G0HzQ70Bq1AN53eyvhrqYK5iU8y1zIditBnHrBEbNRtbG4y3y75lRtpnk8lRcZkqpC4rxeYbUXndTWUVGdBsFNL4L5A05ihRHuYE7meVuxx7fhcdntc9x68zhZo1tJYYiu2u6SUM4G7ctEAQ+baSTQFACSvSz90cNl8ZikUyvk1mkjY0ULHb9JGYebzVZaLUKVLHfVdrdpHu/89u7mXyly/F3WaH243IqjRIm5WmxL2kebkXVOK3qqOtEj0ZMiQzqc3E+0gHlFvgXW0gV2hpyQXNZ5lVVVzBxBHy4QrkcFkc3dloFxs8MUqgB/PNG8qeYFfLsSpKqxqdtOldW52/tsPlMVh0LSXmYjuJIKjaNtqyLPuNWoVLjaD84U8PAcEnmJS3sLOMuxFoJrOzdgGjro7HJGU3bGTlsQe1wgctMjeBapg9D8TKbGgfZ2RpVeLcCXjeLhMZNtFQ0YYhiDioGhTQWFtfHNPe4v68dDDjJBWAk1M6KWV5ApAaNAwAVmH0vmK+UBm272a0sMiuDeUPmlXdNGB1g3BWjV2+bvZCWZB5o127+rUWz+mOyEibJx4+FmWYQwgKSY0mmVIUeDGIP4zJzaNqUaOg2iFXgyH4fYEWqTlZj0R8SymQMGW+lmLBGbh5g2uH1ss0UtpdY2xylg/ctbyOZvmldhinkh29erVMRNQABWnWlTrCa4jy97iJ46NZ+70fcD3BPAkwNAPLQOB4mvjQeGriW/BVVJIqRQ63NKu00pppTTSmmlNNKaaU014A/2pr+YB/pFKaav/ynf5LLlp/wANN/4usc001f+mmvyGOF8b8fFe3474/3qsQkzRn2+b9zWreEG2kB8PL+6Nfzyajf/wDQzzXvJlrPpDbLw9HBkODhb8P5a5Hp6a+nubP74ZC1p/2E+sHNPLy3idPE2eRr+Jo9VYecjyHD3NU/rAErxEVuelWNuXPA76jgnZNwWrmXw1YIey22cLJGYI2KrfBYJBX7r1b2M8Oz4X63CuTHLT0n5SJJOzbtlsYZZen0RAdQaMCD5CTX5q08wpru3djZZH1Z9NbC+80E1tl12dfpfNEQm4EFNxAWtR86vs1X+cdf9fYc5B0OcyyISaEib/M+J9bNp0LeBL642z0h7FyqvM4rJHrEmdTMH5ElZCk8zKC6gqjNX1BTRzBA7imYksMShQMv6JyeduP+pljY8fiElk01wEtyel4nY6uZZg7RCNWNwQT9L/Fjp01x+ITyc0scoOYSCNZ4WE42Bvc+yW7W3sBFJLxRRqV2qhox8xrr2h5zmws/QtyedjZtiU4vx5MGMcR4QOuZADNAuiL0mRJCYTLkd2I1kYfNSR15lMxzKRoudKGO8JJgDE0GNjmXsJaPcrtbIcngwDXPZ4xNNKktwI2eioA0X0Q+m+kcKnkYbd+5qhTrP6X3l5lMXBmsnbrLmo4XdLdnRQ7gU2mSnZG1ayHcrKdm3ru1QTefWjXHl5JHK62C0GjdmQxNChunrhrQbecPpqehu3Z6CZzHwTZQYs5ny44Sjsvk7ExpE13zo6zKurlFhOssAngTOY5gSSWd3eJ6uRcYaPbg7+W4F5AaAWiQWkskbhnDOaSAHcrDaTWbfqOYyWPJejGVzt7cCW+trOOW3u9gjLS+9xoqdugjHcUtFsdfPT6PaxB199TNUNfeao/OcOPvyxG9MMuI26826jMnN+pxZyvjV/XBkM1DS4dD12CeIa+Vg08uYOBSc2LgbRJNu4VobI2ayOZlsbYR7FWtvJwHCX1nV728iuGu7jcQYpUu5VSLYT222IqLWNVFGPc3GuppmshJa+oBwoK/UlpDA1vGV8t0J7ON5ZGZdskdXBPnct5fIygjX5JOgXGKuf1AourWrerMmyI2+V05nCFnNTyMwICVUmnNEeRIjyaDJjE1p2OdKnKaHHlgGwTFERSwl26aMlrKABcPEmY28Xlczf5Ll010XEM8eO7g7m4R+W6C7Vp17gUEhSoUIgNSF1yHxuOxnpxxPFRyM1tBksgsRCmkgBt5RGw3eVUkZ5PNuUyEsFDE689SZp8alaG/1iOfYWh+I9btm25u0BEp51a4A+fxYUjB5FNa0d8FYzkwjGMNPg62GMhvlZXk4UNDQrpaqOIpBlwTAeQ1+ZbQ4uTgPHMWLpouPXtxfpdTmN2Kdm4PuqdlWMjDeDCnbYCNDVht8upTBHJe+qc2UyVsLvKWmLt5YEaQKJHktm7jM7DthiipNJ3FbuFdrbiK69C95NadcuXkjcrnYPQeOWbDM0KG6et+s5p6Q8np6E7NoIKnEzgmygxp0PlzAJ/ZXJ1pbRJrnnR1GVdXJrKdZYBPAmczBgSV213fD1fTjcqEYO/mnF5AaKLNYLOWSNg7hnakgBLKw2k/Tb9ea4SdMn6I5LPZG5E9/a2aSwXYURdyX3yNFQR0WNe4paLY6ndtrHtJrqmGzOm6TI/MM56zThDQDRGenAZ1v15cCULOJ1NjFzx3JsoQXNiwrvyFQ0XXl/llKUpIduQikrqIztjgyMsEyRgda64mZwh5ZdX8OJ9Nsxe3cr2mNspLUd5FEkkKSS0IRaEvv6qCdwjoCEYdNeryXEC+oHAoXmlfK5MZGkPULetD2gBNKfLGsQZaVUlw7AFNoOrfHZ51L2u1I5J0K2iqRt65Jm9GVXxAMObYyMjs2MZHM64RksR3L733xdA7DmJNdKewyS0fViGKa0nSorTrIFcy4Nywpse/rvLsZM/qtmGtYImmtUillYNTsLdW4aEhHP0ksyMC7ICImMlCo2hvJ+K5OKx9PBLfzLBBPfXFuRGj0kmtb2VZY42UB44Y3U7QxTuBYxRupXSdaY8CUtKuf9r7J8Nwg2IjiOaZzvH2tTEWC0y65wq4ymsLDl0+iQ1k74ui7FIRUKUj2DlKFwGmgFkdxDjCkyoI+GY2fmXJ5rmb0dhzNvM0+TtxdCGcqI2Ue90by1I8paRV3V/yhQnXo3HhLa+teOs0QQ210ln3UBDCUNAfnGgpvShYDpRu2ahRqk8gxE81/lH8ldsShpVo0kwFnNPLSuhvZtSmsSHJrjKTS4Y8OSAddUIuHSqP2ShHp67zmafQAL7WMDxscTEyMr2vcbP0++jtLz1twEObJW6eW7jWIbmEiC0Z3iLKVCopRZANpBaNaAUBENsry4tPT/mkuLlkaRMfHIzHp2njuVEcigli7oXKJ0BVJGoQKqfULYdCgjW7nms5/MXXeHlOaFnloio0CtpMYjVbaq7Niluc29DMfG/SdIbR1ZbADbiUAynLbhLgGTaBHCao2sGIRLZFM4rxi6ymQvOT4m1mc3cwtH6+CJEt1u+cQrbwUJ6gsyLUMQtKcpa1xvHuP5DJF145az3EUiAsVLTtadkFY9z0STuOCFZELOxKAsTE+tWpMlrcTf1gBlxRMbdbG6jnn1WjEPdV7lhmm7jRgfWPX98OPBRkFCwPvKL43OL66qiJRFOMGSTJBOYiEC+fdMMMuBlzaxejuIMRC4yC4nNyabhdKt+vQo+0IY/Op6nu7iXNGJ1PLrIBvWiS6uYSd+PtPdIRQ9hntGVWUoGruQwEALuTtDZ59U60AbGqsx72cl19s3lqtjV5vmNOdnXlguumJNZSaPNMlxMHDCGky8xFuNHO6X8+sWG8Es4bbb7dyO3lhXLKgKul2FBOiDY+mQyLJzXleStZTDj7sWrWVmCz+5ICe6qzn+NEiSKKtTyrSgqRrxvJ2V7hPTrDcd5DeNl8lY3MhvMg0Qtzfh1rGGtlaRYFjkUMu13qxBIUjVt59xiPQvmNSDzOWsz2xGEbsTfEhqXuirNBstxsl1GLNv8ATbWeQQZafh4oGlAHiLM2cPt5XPnzYmZoY4vKY4mOYgtxc4Fxe7+o8clhITLiuSbhaJ0G33WSRZKMQ7BS4au8xdAdpIkJ16jy62kz2PtxZANnMHSVmJUFxNsjDFnKr9FE5Cx7nr0IAZVUyZoHEjWI87d+zNIzBQCs7z5y24v2zNmXK1CSs947ecmzzNLccTaQnmopmamlGGHGK0hsQzmTEI9+S0cAIQMTAL3ncxFnPxDiPJcC87Se4ZSwinkoV3d9LidV7YaTagdR5Ud1ZkEhowoIbyTK4rlPIuIckxzn6qvbXItaod/VrWKCGRzuVD3ESYhWljRgkrCOqMa/0vsCUY0lMu5TUZSCx5DKMx4L8eO40xXYhu4q1n80zNibqYziMoJ0+EiPBsnM8QVFMM3DPERcrYDB4ZXtatUhxSYqRFIoKt/ljwqB7KHp8dfg13I2VZHtD5biGgdOvl3Co6nxqKH8Gv58eaPrfrxLvOH5OocrwLCsnhSG09+UJ/hSPFbFfID5Q48hdkL7ARnkXdCAqguhJYq8vnjyOWPWHBTDh0cctiGIKJllbwyKOTk+aikFYhDAwFSaNsVSR8BI6E+0BfgFMPM7q6t/TG9yNtIy31tLbCKT2xrJeRI9B4bXV2DCn76vj11p2qGl+nzd5y3NAjlvapa2t5gJuo+nKImsdvwbGKEzk1FldAnBPlNHINtJa5NGJJMnJycXLOIsEDgCuFwcAzuI+GNsaiKZC+l9Is9eSzM10t/YqH8Dtqz06ezeob+EobxA1tZqT3Tm3G1tQVDw3rGnUblBTea182x2RT0IUtt8TryUjPXPXdv/ANWKF26WEJGb+ysQx08n/A2yeeBAjNcLP5kbTOrKImpCko909LIyaZh8Alw8EFDMkiB1QWDxgQLM6omzAs85Jf5TH5rjMeImPvzw3FVCClwGjRpGZW3RKEidgE2gOoAAL1JtyOPtrr1G5zx6WEPgEGOCW7UIgVrFJ2KSrtc0l+lVtxZCNqtTpq67ZRdg94uZ7tnHOxmqen24hqBNWdLEyLYP3ollzRa1orT5nhVPfU4yfDsfJWne1DVVnS+JaLeb19yAl0ZYSMUZPSu9DAdmEX1ZrLv4fMNZsY5Jri07si790DqrkRjqqyCUbyNpGyhK+2um1+tknFIO+EuHgyFUCK3vgikUBnLLWEQLtVfnd4HzAU62pcOkMhxbyjIO0r3+ChfYuRC+z8FRfFZUfzzsI20BCfG1CAjNMi1HJLDEY76OqcXa6uVUTRz4pAI0RbyccwDFEJ9cLLNPInIuXccTIS7soba/N5N2wPeXjglmWXYpRIysSqG2U7jgs5Z2LNy4baXjMHJbzFP9X8LaS0e0tlHeW0jkkhimjDHdLMkly4ZFZQtuGVYFWONQsXRhyz9BJR5sfNO1yVNPtakeJc9TNPEtvthqwbGLZKx6YkhuTOG7nPGGKO1yVo6eaiaTSZzJXR7FD9zxAqYuLcUuDljxbIXOc4Lnnt53t75rm0WKYDcYU2ySSRhfKr72jXq3RWAIrTXdzl1JhuVcMntAjbUybyxsKiZ1KIjEtWhSOR08vzkkZOgbUW6lRPHk1xFr5yRpwi6EnVI+gG4C6NPTZUYoZIKCv6+a854y5FE+ITRzT15LBObU3lVjJDkMmswTjiLrzsxO5iZDmwRpTDlZeVX2M9SlQ9uzhu0u1aQExSTQzW8SA0j3qros6iKFlovVUpUcrORT8cbkXG8ddzQtlzjnxrbPNKiS21xclwTIAVTfbnvMgG8mAkAEzTptp9rjzQXXzeSW8sbtSUpMae40v6bxyVdiOnq7r1R1jj9joCFCZLWpOdYC4mwHkqE1tQcQK21yCZguqw3eR7m7lcMQ+Bj7WKf0+wl/A5kyF3HctdXPUFZYruVVi7dRHSNFRfo0WoJ7u8knUszuQkxfqDLgrSNU49j7O0a1hrVbgXNnG1xMzV7qb5AekjkrTbCUAUDTeZFr/HetO0ypuxBsYpCXI/LWh/l5bBvFWaDWb5N/SNr4fkzabXKe2wpuAEuUOLwgWrjfM3GzOjh2DLthMCDyuEXwCCyfaG9xuYyXNck7vjsk0Mc0QpTvSbreIqaOQWkkFdkajoplqEUjDjOExZDguF9NMa1GjkvPczX+LSFo7udaO1CnQtSSUVLP2yrSuT+9HRYv2M5zXLc3Sc7Sa7rKbQs7f5XhY26W0mvEFPjbW8KEU7W93slWVU84C3zC0mpavIaOdKYljZAV5GcAjF7DcM+ziOOXfC+S82wEz7r6FcYzlX3IrXMXc8lHeP8Ai2ETlDWRQN4HzRGMjyq051wji15bq8VrBe3yyxuGWRxBPIhWRHSKVaTUlVXX6ORKAdN2pB081xgHmVydzb3pzB4sYU8SQzN4pu1KZqfLjc9I1DX/AFpjZlNhOi1DhCy2MOLCA7kTXUoOMdztGyKorSud84ZmhDJUAUGGTLaQelFhmbaft5C7hkN1d0LmGRLx4lj7RqjbIwqViVQN+6Tc6sdS6/yWQtvVC0wNsf8AdFlHE9rEFqLs3FtHJLIxWjqd4PllZz5KR7FZQKgRNCrE3i5Ejy3O29bYGyE466aS8yGHoOlaa0ltSIaPtFvOp6YMaZCp9eTFQdUlpLT4jRwE964ChKfWxOGAc7CnhzI3T57ObTFryCK3W15BmYIGu9rAmFomZYo6gdti0Shi8SRljIWcsdU9NoIJPUey4XA3c4fjske2m3Ys/vQQ3HlB7kSrIdgjZmUbKIqigFkkjl46eNDkWSzsK1YFjJvveWeTC1/WIlobEZqQz3e7otgl3S4zZXcTbTUEqTXJlTpAcd1C7oOXMKtzRAiNYXEYoCLh1vVh5cVnM/Y2LtHZPdRAKCaQiGQbQlSSQ3hUEU9taHUW9D7m5zFtxy/y0nfuo7i7DOQd0qSzSRFHapqFjUKCQa+aviKVom+Aok185ZHJ721g9uJzO3qPSHy1kNiTkjFSAM+y8qSq3Gi0nXDTxkEEqG7JIjNVi1YVE0BoHDWSERQUssSKlgSBMEvjIs1c3f8AaCx1gqhcRfXl2uRjFNjxw2cixMzMCYzviV2aAx1dQz9CBri42zjyXo7yWd4qvi8Ok1gu6nuszXcTAqVYGYkysgWUsCGI8NcGDr/PXMrkjnFhvvWXSXY6Y0Tb6ctXIulvbTYCRGBN2nkYsZrEiOv5GAGi2tKp4MRu1EzNeMu8iuNh1Ngw5V04cMjWsaBudF83htLi59LbG6xtwbbNXiTF7zYswhkF0V2mBmEb7F+joq0oQzFm8PTcvcYvHeolvYSgXPHYIrd3tOsYuke3SRz3xulh3ncTSpBBAoKDUr7ca2Smzdmv6u4QlqK9Y9qd6Wwmzmw5OesrOdTQWlLjshbWRQdaGsOSdzGvElSWZJMx2WOO1vjGWYcMBOfgYsGUNDiqAcstshFcepebyPG7b3ayljgeRA9ey4tUClGYVq5RmHaCbQqoaKFpDLeyjh9H5cflp3a0hu9sBIYlIpryUiMLv826IrHLvekgBd9zdDLmm8ANl9c5rmnjbM6iajNJ8ruuWrwbhaceDp+wTIUU+ZUCayMqGjL3kHXeBltXPzEmlAcXaXHbYYStiFgGbHPY42ytFbg29l6WcmXHyMqx5DGqfnDt1eWTZ1J3AuEkqOgcBvnCutvkl3kE5vwlndo0eDLMhD1MjRxxxBzShRoo5JIlr17bsoO1mXXjOgRrIwH9Wj2OKoOnOlB2DbuLYt/G5eUJicSNOhZ2tjaaQmMlSAVhEnpcsssw/WYhkcW2jHMpLBNBtwqBjgaJ4cE8La5E6ywcY+upHgmSORoxTeqmRow58jDaXXarUU7hQE+IHfxaWy+p3JbfG1lnJt45Yj5I1RbV5ERWJO5dzPLtCqqysadTv16vb565Rs0dw+QSLBWpmqTmfKYc2JQmszH0lIULx8cQo314VJDZaKrPZkQbMq03EiMnepHnQ3C5RrKQRNzXsOBgTGMCHgpCs+Rh9Xs/HYqWWMqFG4KUCwBQwJBI2KoAp12qqjoBrzLCTwTfd19+zlw4jV4N0wUu1bi/YSeRWXd7xI9Juvm3s7buoMVb87GRXzIE7ShOm/V6N21MmsnPshzR+cmI5BmjPrSMJB8g9VZ0JTGkNeYLOWXnCMxt1OQzp4grNxByNniHdzqcJYgXMC6fCxj8lm8PyfEy93HX0WUWoDoQ9pb3KEUfax2yjcDtHUVWooxnHNZspxzAcswEjlLm1ssNcW7oelL26tWD7aeVjEZE6kna3XYWZFnLmnxIy4e3LefMGiSMEBJlzl+RroDtBIiyx2i3Et8SLBLllbauANhmwcWi5cmaWAwdZEY1cS5wfGwJVsJgIedwi+AYXMscnNxm+vOS3DNJibnZDLH06yTFoIaGjsD3HXzLGAdqmQkKCO5Lx1+W8TxvDIfLdzNO1sxYDtC37N1OPOVUoQpbY8iCrv2iHck9ejIkX7Gc5rlu7pudoth2E9oWdzAFiFTTpbSa8QSEba4AQkma3u5kqysmnAW+ZWk9KV5DSDpTEsbICvIziEYvYbhnI8Rxq84VyTmnHrh99/AMY0jK+5Fa5i7nko7x/wAWwicoauoG8L80QvIcts+ecH4tfWiSw20N5frJE6skhME0kWyRHjilFJ6SqsiDtyIAN1N2v6jJGZ7QkVkuphyA1m2+WM8UFRb7tZbwQktzNVzoCoWuUU0NxICyUOpCwkKJUTIMcsZBFBGDyvjnjfG/CoPyzy8funqVZDEVI6EESoQRTrUEAg+w9RqR2M0keRtzGxUuTWntFPD8hIPwjpr+Ehi6b6iHP6q2+dgjequtZqeycISsrFJwHgmLhpjKqpDZV4IRBTAlERr5PgFQIIZYMmANiesIEUDxBwvYO1sbdjm9xPZ3mDjtG7aXEdZFHg/kgJ8fDxPhTx/ANV42Bc+o2fxcw3Y23aDtRddse6zaR6e07n8+0+HgvQa9R9j9UdauXJsJy6ealF8GQRFMWNfBJ1O23uz4ij5ppTGYWwieUZMVbJI+CWTREpmuaOJJUCqAvuAkXzWjzScQpAQS5EHMO0ily31J6h5Tj08rriMuyx20YPljNrE7KlQrOVlY7DudVHlNGA3J5/xyHJ8m9G7NlYy8hs2aZ3CqDMstyomL1ZUrGCJVNKli7ElqKa6cwfUTXpR5LPMm3ZNa8wQHJG2UjC7WMV4lonYwDobzOWZQZzLhBcRHLm2CziQXC6IbzwcKsIFngN6QvReFuKLmfNCjxCC1y+DyHE+Lyxf70tEyQuE3RnuMZJbiIlg0iKIomiTarEfRAEKxI16dxrIfafmmVzC3DXnHrmK2W3D7gKwWCRSnzKJPPOhkq6dGbysyAUkTamEXGvbw8jtsbD6MaGRhHyHJswMFkAQzJShP2I7PYuuj5dbRj9SZ790l1vR2iw2M5SgKqikyR1UKk1XCwwJUuJhiPec4BgvqtLPIzpmGsbt9oLeMVk4RxICADD5SnlBHguvIMpcMv3eruWwmeXGGS03TsKOe/kFWXdES5IuAzJN5zuU+eqnpUmcgmJr7zCudflhrdE6HqXJj60Ph/cnYpnx20HHIusUJ7DwVk6pZfKHDZyODbaX2jKsjAlx3k5jSkZu3Vkcs4zLccopbMMKFcLe1yfphhMVyBxFhbn3vsTEvW5NtdMUWkNJYDC+2KIu60IBSi+HpnLGvLPLJyzAKbzldrGtYmcq1ZgFkO+asJ3QEFxQ7wCjjrXXsLzAeWBy607l2zVKEd67wkeb+uPLk27Q9bUtOZTJcUeNUJ6RyXkHGX2uEfSVXv0tDLbBIHiL170Ks9c0cM4mchzxgcSnJrm/tHvL+eMw5O427/CsRjNANtKHeKggAbAKezWfgpgydxg8cbh7vCRTSbdxc+8LKRuDMxMg2Fenm8zFm8SpFEJRhhm6HchpU3u0nYCXAmyEpcuPSKNZJkOF22jsgQJFX1xm+n06GEdiJCMpm5lT29MS6cMOzMfNWD7oUM3GxzI4CWkfL4bKDnycUyE5sOF391Kt0wRphB7srG22ov00nclIh+iZdu7uS7lGuD6at9b2sGau4FyOZx8MrWxZxCbgzU7gbd9GixxgSUlVw2zatKnU2706z64cvRG5XWwGhEbs2GplVN1NbNaFB5w+mkEF2bQQPOJsNPlJjToeKjgKOy+ToTGkSXbKjqMqyuVWE6ywCeBM5jmBM1leZSP1StePC3pjb83HvVtvWlusNrMyyd1602SCu4EAf9aGqNc7FzW+Z9Gctm8zdtPJDaQTLeBOz3JBew7U7SUQBwShj2Ey08lD4R/sEViPQTmOSBzN2o0mzGUbMLe9O1J3TWWk2m22AFOLNvdMtZZDClp9nSmCaAeIs3Z0+31c8oGxMjQ5teUxxMcxBbi5RvAXn1BbzYuQ93C8gb+hpQLQWzyd0BiHdQHNCXMRIB2khydTfldlNyDC42eDryHFK8khO0F95VEYsxVD24mKpGCwO4dAUXUjaBxI1ifO5fsyyKwUAtO8+ctmL9tTZlytQkrPeO3lJs8zU3HG2kN6KKXkpJJhhRgtobDM5kxCPf0tHACzDEwB952sLYXPFuKck4/3mlNhk7GKZ6bO530uJwNm+TaisD5Q7KzIJGowoIZyTLYrk+f4fyXHP/um9tMi1sh39WtYoIZHO5UbuIszKrSRo2yVhHVHJP9TeN7Wx6PfePj4PxXrUB+kcAdRT9zXfT5g61/8Abrwr5E9hcoY3Pxxx61vpOd8Op/i9b/8APVycb8b+75KzwUXgXA6fN+o5t34P6XdU+P8AFqJ3gnk9ZvUVAKn6yxm32bh9W21T+Wo/Fr8HNeTpKjGMX7zVtbNuBE596bRQ61VkRE8m5C0mamPJDRF0DKXWkqAZsgOX0WT5Mzb923mttt9IyiUzLBJoeAWIp2xmOQZccelivJohcW+UlWOcBzGWKVhhKkbwpjaXf0TaxUCQHoRNLfFWfI8j9Wy1t7mxRmSQLuZS6dxqqQKhljCUJbbUsKEtuvW6Cafv3qK1I8XJOknV1y7Lwq1X25kaLVxhlZzbbJcZBBOO9tJtpJYL0SyqX264ChLRwZui5WANiF8blRx8BA5Nyzj9vb8myHH4pe9FjZ2jLFSu4NWhID1XdsrQOfAipFdQzgHLLnPcNxnJ8hbi3yGTiJCBu4qujhWCydtA4UEUJjQjerEA9dVd5TexE5Ot4bwabTc4WvKYugs5tmG49nxnMRuxsQkaOnZH6a/Gy2nW0WKTTY2TJQikifwSFwNtp6MkYYd0wwTS2eOYhjVxuRTkvEbPmjqY8hezXKzRl+51gmMKvv2r1kVd5FOjGlT467EtknFuUNw20q+Ljx9pcRMQFCm5jaV4gCWYiMkKCW6gggD5o3XepZmaWtjdatdtfGFD8sq0PKhHc2bGPM0vvWEWiMiNc2tM3W9MPPNlQRsKfzPKM1WOOxPJ5oOIRgxHOXaGQcLdkY51qhvsrM80e/HWoQs26lGlRtnlBVj8yQ+DDp18QD3b2RbPCMhYpeXrbITt3V7UkTyeUjYehRfOy9GYrVlpqs/JmVpD1yk3dHlszY1WZHjohKUMtlIAY0cvE+/YyQdW9rFJyPpFZcbPRajeIXI6EGKJZKuZGHGONlJ7ncQAqDhmAGFnfuWckGT4bZZJJBJe40SQ3R2FG3SSyyQFhUoXMI2kxM60jXcI2OwcPLvDjudTS0dLXORxPAhYNta0hSK42MKvsZ9rBZzuV2ZUeRANnnbzPNRdPHTqrz79lk3V/XUy/Gu+Ww2GVLQcGsEJ7pD8b0WQa4padzTfYqEKsgONZkyRlkquKhAYqbNrJQ3gazGGDvneGzbcfxSwubWbrfSkooWmxI7vtOKmtd5Vh1CUr5a69D4u9tkubxY67cyyW0D95Sp8pezeWEV6dzysjKVLdvyqdu2mpP5kek8bv1s6vJeuMLRnH+xcDaH7Fz/rM4WHGzOQltAeepEuafy3FrDa5lHSU40npaq83ipkQCAWYBQMJzKomNwhTQlxZzyvLtw/1F5F6hOxfG4G6gSeA9RIt2jW8QqRIQIUBKoIpA4TtEorV15H6QrHzH0jxPDMsWA5FHcK0hq7xuLhmlap2tuuGYCSUOkgr3fOy7TA+ykjwnzMpP5UO/C4x0N1Qg7N99ddbo5bEgNtJkBuG0B8a5Sy/JdsfRT5FWQAT5ydF5OaCoFkEZ7BWjYEftAswOth0MRgp+LeqsktrNva7x929vIhK1FtZTSbwNx2yJU7ahWUgmMsBuNmazEHIPR+6xmRVre+x1xAt/Gamnvd5DBFGGVU7kUsRjVu00kbLIVmoKgXH2dLQ/CXPlb8soUFxY6thXvy5FPGIALtFtJjskLZt0zyhxM0VhSepZvqTjRzadGOJ4mvunAI2eQ48T1P3oxIDMrnEOIve3VryDEYm4aC6m91kUgBhAqNdd0UchZRKGXcKjqimhNKSblLwLBxq+5BI447FPeR3ZBb6Tclp7sm1NzjbIHZGVGWMs2/apNa8wZq5HAMCf1icpNTbZGwkpp8qSejPWZJLj9rLrreqm1dNIVllJN45rZJXNILUbUsmRV5soABjJPapjEvZPxCuWCztzuQT29v6I20+Di7KxRz7CjEF3S6Cu1WoQd+9iT1JY9T4mUYWfI3XrdijlD55XhUrRaLC8RWMAJRSHtwiMigeUUcVrqmkgRG9F7lIclZryhpVo0lQGJNXLSyQ3q25UV5Dk1xlZqcEdnJCPOqEnFpVH7HQTs9XM5Gn0XBfiwEdNjCYmRle17jZ+j3yW15624GLNkrdSS3cfbFWWVBZuzRll2hUQoJANpBZVAAoCIRZXc9p6fczlxM0jSpj45WJ8vakS5RY5BuLb3WvaXw2o70IWqn1C2JQ4H1s55jQkBia7w8qTOr8tAVGgVspjFaraVnZsStzo34Yj43dzpLaNrLZAbcSlzSetOEuAZNoEcpyjbEMUiWyKZxnitzksjkeR4a2ncXdwttJX2JHCt13OjEI25WUkVBYotQ7BaW8ua1xPFsFmMgX+zllczxSRgttZrh7QQKQu5wEl3spEbKhZidoLbqAPcKTdOdKf6w3NkZOhRXdtUDayN4vd23JBEunzWWaD+j3U0GVHUgONEEzeTObDUBkFeWm+jpyhiRZ/5vMj2VimOdtTDjEXHBuF428n9z4xe3GWF3cLG8oY21xWAtElJSTP8AREqQT3Wkfcta+h34ku/VrJXjWyzy2+Jx8lrbM6RqomtXD0c1jXbAI5KMCPoVUANr3PI8kHlhP1hthXYkLs9okHBrHIWvqq+YfKNxBWZijGbE9lhLbxkZ9hJKo5pUkUdMaWAhB3KqidWM8lU+ZEMjjG+1x7Nx3rPkcsksXaAZg9sxLKnlptLA7jQ9SVIJPzq9deX4PIT5rhUN3Jdi6vp1DC87QjLES13LEKIOg2+ZDX546nXnLqvyztE5O5pPN+iw5q7CbNa8Lv8A5ZT0hUWNorjljrMMLSDDqRLyjlE6qkNXEaPCz7eDVAzcmCTYpdcAHMYG8s7jZZVh4llLqHgmL5JG5GbhN3SQitd08qDcpBR9sYAXcrbfEUPXXc5TCiZWyw5BawyVtI0wqVr2jQAEeZQ377tlARUNWutz1w0p1Qljm687JmSnBMWPyM0x06TuUvEryYzZcUT5P6Q9aVRzvGVzcfqqUabJyXVNaVlAezoHAFWi4iyqZgGAs1RQyMxCO8aw9HbwicwLHPGqSUZmgXvqNo2mriQv1JBZNqBCqgg9Lld3cfbjiN2pIu72LJGUkBxcGCOHtkgr9GYw5Wi0EimjqemqMajSTFkx6icvfT6U4uVt8HStbqbsh6BRBNkqFkHWiRdctV3FIDBIuTaR9rzCmEZ4xTEcfOcxm1CxZnuVSHWUJPJlSoRIEfLCa3UV7mMxa5C4hR+TWdk/1lISqmGWUMIgsYAjleVCo7sAIUbmeQMxV4+nu3GIsxZsy2fFbi8i9xiRWJYbzJKqyITJGiybm2ykBjsVEKAMl7+WzqWwtk27zLtQ9koZitva9w5zN2U62dq3FTwxkzW2OltmMqE5xWotY/pTFUZ4mogX5EMXPLLes02+ljCKakSsUsGYN3Gj8ckc/CsbnZ399u7WS7WGRl7RUPPsbyglTtLOoEgb2kUJBHSyz3Npy65sLZfdYr6wsjLtIbeyxdwVNKhnCoxKldtAm4haa6Hk28vTTl6v7dmUPi/RS0ZA1W51m5GcMu+P47YjNcDZZ7YQ7MdDiDBZRm0AqYQonI7+O5gtUAYBIANBAC4BY3BxtfvQqU49hMpG1LuaG6MvT+NIu7mFSfYuyNEAoOtK+JNdfLkycxzGCIH1bHHjzGvT6MyWdvO9Pa3cldiamg8B5aUhjUxkMFuo3N31X1fZLKhJ3PLd/bQaWn1EDRQY/Vom0/iJlNWzZZaIqNFKThkdUf7sWlVrsghgMRwQSqi5l5NzxMpGZc3Cbm5mynpBYXWQnL4O0knW6LAlZG9/meKsY8/RQkflDqyABvLVdSPGXK4z1qjN3vkyd5HbPYKeoV1s4EmavVBukYv9JsYvV0DHzar/ADJrlDJjkp8hY629Ztc3a817ZLlzYBor1ZjSbTcfarNYjfNSi3pAd6dHD7VyTYm1XRyOD0N2RVwVVBAwGNkVLMAMHL0Xkz3n7WsJHbwgRze8iWPcNoVMc7qS1Oo3eeg/fDrXUa41OU4VzZ7mV0WG0hcSqCzIRfxIrBQVq0cbFF61CsVBAOvRzl3RwyYw5gvMy0rmHWWINerTVF0GzKl6fwIqIspcv9cgMeOrQ463g3EBWiyIAy0nvt7AqCU+Ch1htciskE9O4FFCwOakbheUaa69LcvMZBImPv7WOR2XbJFJLIXjVaEhgwjZiwLbSsdCvUavy2QbG834rCpkguLyHIvCVPSRYooxKaqAY2WoXzU3qT4+3xHQI1kUv/VotjSiDpzpSeg30l2NfxmXlGY3EjzsWdzW2nkNjJcgFoSKaXLLLHfrMQyOLaRjmUlgGcG2VAxwNFA+CeFm5C/fh4wc3I8M0cMrRim9QZNgY1RhtLLtU0U7xQOfnAd7ExWyepnJIcaTLIzwRyRHyIoW2aQIrsSGXczy7QqKshNPEPr2vOxXFkwc0bT7QaXYwj03o5EfLJcWxcO6xn2OkFdeXpPinLKRHS6vL0TlypWMZCOxcwVAURISVRNUA0QytDqpYIAxn3i0rkjtL3lHLLy4pPl7G4sFggLEdiKWKQSOGBCtXYkY7gZVApEFIOvP8HfXtn6OcXaylYDNXGQ9/u6AvugkilhjZCC/ndmkZoipZm+m3gCkG+gTFZLx/rB2gLUZrcX9H4f17YU8RnBy0gIzsiGBJmlaE5Dl15IEZNxdwUUyOEo3ISSSeCU3E4AEg3Vbrnk4IjYYPHPyblOQu5vQbJZ/vbsri5wLK6ARGkWaUmdu2qgr2GPaHc3HzlloWrr1PHlrb1v4db2ylIc3HIuRhUbQ624jS33Eklu7Ex3CLaGAG+oKgTxqfqhBWtvKHhHmNaxa7RoyN1Yz5Py6tN15R1HTQQVOTXw89eI/kEw4ZQIN9AKHZYeGLwj0oKVMqgho3nc8oB8c7nhL16l6tX9zx/L5+0x0pt8ZcTwLJWjiFYnQIFEgcjxqSm0HoZK7dRb0/tLbkt1a2GZq8S3c6qSWqxMrgL5CpHgIlq3lBJXbU6pfOEAa/wAO8hGHOZZEJZERt+2hEesu0yHu2l2zF2bkHYiU1lmFpJtIszqRk9IUrIcnG5PXkFUZq+fUkgcicxTMSWGJQpgXtz0n2b9RcXjuOQLLZd26CW5Yf0xDAasZZg7J2kY3BBP0te2Pg1Zxq7l5vFnW5lNshurdFnUpvWyFuKRdvs9uM+aGNFMaosbKCasQdf2Hs5RVHWwUA+6koRPU19tkTC6kGMQwRCJpQJYZKCeOECOPYHMDIXIPLHEXPq3te3Xy4da/L5ZbW1vdZKytR38dE4WM129xa/O69Vp86hPXw1yeGZbKX+Cx+UyK9nLSqzuKo2xlc0+aAjVAHzVpr+RDTzRXSR/ao870aaIejPJjw/v9zHm5GI6u2W0CgavM9lt1BNYOHXcsIlZJkBLyaWLFxh1hvhETwoSMmBDC5lksgCX4vNMhlcb6P4zJYaQryC3t7j3ebaHk3SZCVWXY4ZGAEXkV1Yg1I6laTrFwxZP1rfCXEAbF3k2OFxDuIFzWxgbcWBDRn6VwzRla0q3UE6gaA37tfufNPKkhXYuL4P2+aZnk+k9m0WEN6ZTcrBh2Yp0WZPNx8dm5w4ldcNpEqbZjaMIWJCECy63xjBIq4VBaLnCw4w/eZ/dWcDcq5AWhT32FbDuwrJ0t2eGpIKeRu4x608sZ+joCKCBRdjEen9jFYXBtt+QyEay9vvHbHctsio5JO2MCjE1INevXUz7x6GSprZyOuZ0ztomZroZaadNo0+6bRRGLuc82srUhmvd8sIiMw4tcsoQnDqqyLIB9wL4RDBESiRMonrRkAoGVBGFAvEMbJDPdcPx16xu87bjMC4uSiwi6Ry00CtCh7adhNkRPUv2lkbzUVZ3xyCzfnGXksYGtsBd2VmJLbuPIrTwWsolm3MdxEr7ZglFWJ9wT/Kb+gGOtAND9cEuZZgY+u8HxO2ZUgRMj2dGa0o1YDKh1zxoxsZCWlMR1R8ioSSzVEZZS32oFl00cLi2Uk0sWBM2yDAtTn0sVjg83YElMa8lq5UV8hheqlSPN1MjV6+NPg1APTn37kK8SyU8m7NQG7CTU2yM1wVTzEEEbNi7TQsKn8FPAGONINWY02w/q2RQvqXr6yndIEHbVyNLhclCTDSlxySW1tcInkdoLD8O5tRPV3M7oteikMaSDyljc6kqGFxi1iwnRjNLOtvzfllnbsVixrWSQkGmzfG/cKdTTcyA+JPwUGrY8hb530vizFO4t66gV3KSvdO4dVVgNqlWVlXcKqQQSDp3MNtDE8wtzi9udZdQYte7hg+TVlvOnfrY+dh2fs3Dex+uyKxmzZO0LRW5r7KTxbkcxoqNNIOpVzkgMARTcSsoYAA2I2Bzz83t5ZsVx/DZGL+iY+/V5bU07xuI/eWRmO4sYgrhgAwU7DUKemvRrNFk5rd8cdhPn7CJDcQD6NbcvaF4vpAAkrMil2AZiJVZXKkg6ubzTdaBdlwda3q12S3RN4Y20P2B2ZiWWAGm2jMhiS1qfJ2m0rx60yblLFAlKxdYeztUUwAkCOGRBLuNUyCyCyM59rLeR30HBef57ndqP9zYC4ijng6lZluw8EZ8wcp2VBcARP3ApjYoHJ1596Uj7a+keJ4fmWYjPRyJ3CAxiImYuAAVp3ukbSK6Mg86hyirqsOzUjwpzM5J5U+/KyyUJ0Qo6d9NdtcY4bMgNpIkJunG699cpYfswd/RFEirN4FQOzkup7QVAcgzNwFaNQRrChCAWyw7GC4/Lxf1bJtpO4b3HX0kEiuVBFtYzSbwNx2yR9SpIVgQSm4VY8fk+dTOeiWRx94Gtclirq0W+Q+cqt5ewW6INqoJIZ4mRHETSKVeklK9Jye7VlTcznM8wqJJO1c073SaGuEPawt3XqGN45jdMdNGMGHL0ejvGUJUhdlp+nm1TacTkfkhJ4SeuuoIBGWkzBGT0y5sYHIMIv5zxFLnL8AuchLL/ALxurpe9KAVaExyzLGtFKo4lj81Vps6+3dX0fk11bYrO8fsrKYRq1tcuYxGG95Pk3bnapjEBGwCrLNWm0BdV/wB19F5kgXlvcrKE9u2nrfs/sBFvM81xiaO7ulxLkhMMxDclTktGm7AavNcjwaZlEpFiuziqE23FgM1lYPNMSALXIqOBYuWqTNlMje+oPG7yD6TMut8MhLVYve2W0uTDIyBQkbIChIjWsjx9ySruW1o4LGRYrDcwtLOtpw1obWXHWikuthWe3Fxsevcl3uZe2H2rBG4hhCxIqi0QEIKUp8+mE8tpdTdSY5dSny5Z2WEgzDT+NbDCn1NAkqLGEgPlQdkk6pa6KaA+2c01QwkJAgScp5lUoXMEMyEDlkXvpY/F4zNw84xt3Kz3N2mJeZCrUVlkOxwdwBkdIlVnG1qIgYtQAZfrfIYji3D7rFM/uVtlMksR3bCymENJEV60iDt3QhO1nkchVYkmJg+Ujy+CvOCy0ay1dhoWD8eSIRSuqLGEeDvD00F2HVotvOtnOM1RzN9i7Nq+N7vi+Pn+5nHES4/DG2NunDPc5/G8ov52MV6t1jhER1ECGO67qoooCH7Knr1FKCvWvKv2nwdrxeMymaSWbJe8Mw/1jb7p2VYUO0RtO58m0degAA2yht0x9X9i9mN14vjLS6HtvZA051AjOGpxkPd2ZbMaKddkc1HzxkKNimrCWV112Pd2UuuNruI8outZAAZpAqMiJmIClkbzM5BwTk2UZeFcj5us/uGMu57et2kYlkdoSEkIiJR1SJpBGELAMzNKFAG55RhHgxvNOM8I3l8opeSKzG5EKXBV17sgJjJlVfnMXKIFHj5V9heT88X+/uV3og8JKcSy63w4tYolVFx0OJRutOBfMGmqnDFldbVxxRzSsrHyHZZmDJgQQ0OLlkIPnkNlnlf1nn1rcQ8kniUdq8lEbO3RqMYkdjTwO+prTwJrrz/ijLHjp4wg90gu51RB0G3vPtAPsA/ein4Nfz3GZejbTnWv+sBap7kPpsQrtLNr83vnSJT80LyYxMto4gm2JT6ZBKjBztdhwglzEaRgSXo35gRDR88jHy3cciwQuWQdvNL6S3yPpXiMLh092vcfDKl3YAh2Ez3sribudVYSJtkDozPJtImCuAuvTeN219i/XSDluVuBPxq6urSS0uwqotnFBaQxywtAlSTE4I2kU829K7uu+KUjR/u5FfIY170xfbNnOc9b5r0+2En1ehpzosgI+ukKxXDq6lSwmzM92mdUm1Fq/IIw9kMk3Fc6UV1c3iKCCUFuWz6vq1y6S+umX5fEKceRb0Pdkmlx7zaSxQosJ847jFV8qkKEMj7ULNrwHiduOP8A3eoeEcgse9yO9EMcFg0gRllivhO05nWoRY0rKWdgN0qxIWk2IZxjKKH7Kv8AWBuZ8QYmzM46yGknXHSwdQWoRQta3AoOoM0xFXAEkuA7Ia87ApRYqm5l88wbpZZOHyyMZ2FEFxxDxw8q9NIGTg2YmIKouStx2/EDdFIa7q16BSP8nqa1NDr1XmV1Eme4raNbq1w1lkKzlmDVVlPlQMEFVIVqhvm1Xb5tbvqrHDyjrn9bjNl2zlKWxC3bl9a8nryJMKXCKC8cCxmRXrcsj3IwFDsGsDNLT7AZ5AZ2RLHff5WGHG44WD6kyT5H0i5jZWKBLv65xBHWvcCQXDu53kBNq1XbUbgKgEnrGOVwtF6o8Cu3O+AY/O7vZ2yzWgVQKfSb6Elq+Qingekp/wBXJPYNbSZ/66O4MUjsHrFtZs5HGxiUq42IuIWQFyaHxIKY7zyVlnkMEkvJnO0gOQNWt3U5gFn2GYmIV8qkd9dWOS4/hctjEC4k2koRQxYQbZpA8RdqNIwbq24blLUIFNdSdVtvUfk0XZMTz3FrKhqSJo2gAWVT1BU08pB60I9mvcljSjH0kmnySYjrSnQYjR7qMbPuySKIPg2n4kpSMtKrWPD3DxAyVUtOcBPIxgFkJYHMW4Wd8RcBMMeRCyz2sV7Ed1vOGKNSm4JI8Z6HqKMjDqBWlR0IOuoJYhcSWYqLiAJvHXy9xFlTr4GqMG6E0rQ0PTUh1fQVr7dZ9KrppTTSmmlNNKaaU00pprwB/tTX8wD/AEilNNX/AOU7/JZctP8AgAab/wAXWOaaav8A001wv+x977n916sevxfh+D8Wlfg66otG/Li1QibZl6bhsVtS2R2HkXITF/PdZ2p2teKY8SVi6qTTENyx485rcEZLLXahZaHDb6SOjZpjbx7PzWXKdiD2dccfqvHS4mxVFx04XeNqncUBCtVgWDAEjeCHKkgsQdYMhbx5S7hvr8Brq3YtEwG3t7q7wu3aNrV6xkbKhTtqq0+LA5bmpkW7JPrbxltmVy2wMmYGQJCei/tHtS90l7JgpRUIEW+6I5e01uGMVxqNgitDhIKQYRs0xuYXDslgFOwB7PBbxR2mHn4/HGhxdyYzLHQfSNEaxtvNXV1qQXVg7glWJVipuvlN9eQ5SVgL+0LGGQKAYt4pIFC0G1gfm02hgrhd6KRqLP5T2hbDcraWmtCSinN5myKeltlQuYmOd1fV1iSYaOKioC+WDqOsygoavsRyIy0tmj6WYSWgTESFEa5sjcuZtiLbJaST2nZlhc963Ldtx5TFuDAgDxO4MR18CajrpkQ2UadL3b27tVW4AUA3Cx7Nm512sNuwbupMi1V9ylq33eTMaUhtRyMR+NhAejJeCKotx2tF1JJBwNlzt1ZKiEFdBcCEqgGk1YRVUgNmCZKmAhABwc8sM8cscr2vjurS3vIWt7pd8DEEipHVSGBqCCKEAih9mty3urmznS6s5GiuUrtYeIqKGnxgkH8B1SaFeWRplAbsjp5sCNHccVocRVZvwmnSjPew87M6BktaKFExSBgGPZxleRWFBQxhDIhpfbtJNRh8EfrJ+GeJIQQDLdS+uyZLh5N9xMQHlCqpcL0UFQB0A8oA6U665UtvHOggkFLf2x+Ph1ru8fndfwnqdfuk/ltaiynNK9sUoMmQo9nF4t5Naj9lLXfYzZbVV3SKhIl8PMhSSlLWSYIjzkgdHAABLlTK5ZQMlygAJcMTEAEIPDQtohYrJFaEiCUqWi6kMVrQgsTtI3kkrQkdDUa6FzPc3Kwd8h5bYN2pCq7og1NwXpu2kIBt3ADxA6nXfkuX3qunbOIO4Sa0ZATtgGwy8I1brjIbCbFk2eiRqEnp5DGOE2GyssBQqUj64iSVPZomLeslZrIAankBdRxsatvwXE0IvDHtrfiMTnYtZBECI+tKrt3ttKlT5m+E6xSxi4x1rjJAPcbF3eFfajyMGdt4o7MxABLMx2AIPIAuuoiTlvafwmYnoRlRy7FcltCZWDuwTblqc9gJ+ZErqDhIgJDgU3awJ3lGR2QcVl1CLBJp03inhmTaWCGSFzzKh4A254srdcInHNgOHQiiA02kP3K7x9JuMnnY7qs3mYk9dbE1zcy5uPkiyGPORCiSqNhUbO3tCptTaE8qjbRVJC7euuohXlk6ZQG7I4ekfxq7TqtDqKrN+Ek6UJ72HnZnwMlrRUqmKQMAx/OMsSKwoJHHQyIaZ27RTUYxgkdYhhniTEEAy6S5C+kMs8km+4m275QqqX2+VQVAFAF8tB0I1zJLVJY1tmAW2HjGetWBru7njur56+JPU1OtFenKF0cfT8myTHE1dgBnfsgFYjPRlP3k3oQUSWkEMsspxJlvpnN/ZFLZq9HaQjuQ+mp7bGIZICalnBSRUoEUzyBvyorK3gxxxcS7rBgQ0e5hv/DurUEeO6u4/DrrXGQvXvIMkrpHf2p+gk7cZ7G6gftpt2ecABqAD98anUzyzy9NP5nb0FNpzw8G1iWsRk0PrsqQe+ZK1rd8IAH22Iz1JGi5+67vSLXyyWsrNnLAmdSCCiAlnAi5bty+dype4WeQzXGYkz9xK75WcKJZWqzSBUEaggkhQqAKKAdNa1n/ALvxL4K1UfVUrBnjbz1YSGUMWk3OW7jMxau4sevTUfEuVjpenpU6IaQy5Zb6HsympKdOiM19r9t2qkSJkkozTbmS2qJbdnVNIkHk4m4yU9PX14lgVWnKRsYLqxo6CeO4GLXiWXD/AGfkUHDoarCQHEe5t7eZvM4dvMwLEeAoQBq63ubpM1DyRZK5qENtm2gV3KUB2AbAY16IxQlWJdCr9dfJzcqXSV3wLCesq+x5eMwprmtJTihhoEtuNv0Y2x1htniSgzDZZ4Is9J73V8Y5MJxezVCUVM4C1QgcQkjEkHjbCt28uJ73NQ8guWBy8AYRyUUbN67WIUAIXZfLvKlwCwDUZq2WgFlYXeOt1T3S+299dqnuBG3KpJBKruozKpCuwDOGKrSWm9ovrO2dkQNvCzKcy/sUTjYGIUiSX9L80yeabMehgIwIyAym9I8iOpnsbJUuiBDKJxHTyJ9UNDGzBwYcc8eEMWCaSCO9W22wtfhBOwVauI9xjUnbu2KXaiiigkGlVFNW6tVu7ewtZ2aS3xzSNClWVQ0lAztRgHeigbpN7bRsUqvTUBKnJ80RWG9NrRUGnsIZbOyS9dzT4hZ7275YpkuLAiCI1TQr7J4bLYBOAopte4aadKD2yKHiBQoXMBiBEymAOpb28VrjrbFQL/QLLf2Y+tE7jBnYserszeZmcszN1rWuu1c5G6uslLmZSn1lOiI8gjjWqRLsjjCqgUIi+RUUKqqSoFGI1LS5y59R3BNUL7BjsN8okn67tkoyYVMMef8AYqOmRHjLKXS7DM1DiNgSs2oi9EVwugkS6umDIQxFbKEi5dQCMgAhB471rcT2+Svc0jhspkWU3MpVSZSi7E3BgVAQCqhQAHJkpvJcx1cPjV4zZ8RSEJx6wLmCFSw7Zd97kSA91mYgAszk7AIge2Auv2keXtqiWD2CKKTFeLzS9pncgPudG7J06z9LLUeLtahpGMNtaItOTpQdraZI6MA2kkmBggFEsHBKR05P6ncU8kXAxWUkmPt8dbWZ2RYpJltSAD2lnJMtagmTeSxJlLkMzsCCxJ3cnb2+Ya4N+kbLdmMyhUWPeYqdv+LCbQtF8q0B2gEGmuzF0a15w2sG3eLocl4bLjNMFhivHHYjYi7VMMQsVMglmKNDecsYwiKzCx04MphJOTe83hL4uSxiFiqXucrDFPNiMdd21hEssV0UMkZ2gylSwUiRwxjKCR6FStQzL4NrJkVky0NvBMyo1sSYm2L9EWZGcgKAXL7EDFiSQq13bQBXnlqacqmtJ7b6WVqOEeEFDcbZlbn4tBCGabqhhE7eEZ7YZqUkudRaKy4meakp3nG4bczlDQ1A+gJ6qtiEE80cLlLHjd+KT6r4fjOMbmlNmJyznpQyymRUA3PVUj2RLR6UXoFFBq/N/wC8uY3WfBqHt7aLfUkzdqEByahWB7xdiWBZialmrXVgpd0L1onPYWIdppKb0lq03QLcW0RORD2L2QYrfZOJ0QPJeDTo1YUtNmMDIT0KghknFgaRh8XKmAhEFWxwkEGBjkxrtirue8s9q3VwAJCVDbgoCqCGDCgAFBQAGrDqxJxZGGPK484q/AfHHxTwBNag7lo25WNVau5em0ig1qAmlMBQnM007vRhFU4PrZh/NcxZ3piBsvLqwYlkqhlFLJtsRLjiathm3rUQxR8lIyA2y6hgjIzfzOCd1GIB5iZVH8jYzxcWveN4MItvfNEWUgGhjkDby77nBUFuqkN26xqGUhDnnRclk7TIZAju2O7tNSm0MhVlUIB8+g3KQVd9sjeZQw8pOT/yk0Vl6g6/trfLW+a25OsBSC43QnxnMW2jrmfXnJ4AOx3OhlylH+vEfbQy1qqn5ISU9MQSgxtspauScRQ0oBlcRrl1EzNbie2tprC9xlHngSQbju325ZChoXB6sGZQ0ZJUUIKGlMXIsjeci5Lnppl7OIywtNgqpaQRRoJY3ZQkhUSRBgrnaY2VFqgaNfYudNDtZdipEaUvyKzHWmTEyG6eZbbmaGZkm3WyZibIUhsjZ1iHJb11kaLJGW2EKoCZm7IZ1SMJOBwTMxgXxGzyEvH47dYbprqM9uedh3fb3doonj0TbU/NAr7fAaqTL2EsyS1lF/FIT0iqFDEVruLbRUnr0pXVZntyqozkecoydbwkfZDKE4MivzNEUctrcrb9nuRKnBfcsijPifHDI7PmZuSe6JNUmG9h0DJfVXIqqiimqygWNXsFYO4l9slxb3d5kBJ/S5hAIDtB7CojpMvtEgmDJXevk2eU9dY7nvyQ29lGx9wZpTeRlVZbmpiNrXd1Q2zRuRs+f3BvFVUj8BDlUxxDm0UQ7X61PGeW3ISY51MDY7KTNz9vJdA2KixPhSW2dG7GfxWa5RmUi6y8dSa8klWSMDYYOCUGGaHLiXFxDLj5bW8u8VBfw2sKzW84iMcHkjG5QQzdwgkMNzENQN4qOh1bdW8WQt44r1yt1GwKXATc0VHDMqxVUMJKBWAYA/OrXx3fTODpZXZjl7enZ7XWPNadlZrZkdw8JFjFlBMm8VrRdEKi9DCMfdkrpTQYyW5nm+Vp4mTI9ihC5YmhEEUpkJmZKj2wugjjssXJj7R2pfuktwCtNskIZI6VZg3kdgSu3zGhDbVY6l2b3J5aCW+gQW+I7qWcgcEzR3KqZiVCI0Wx1oqyGXcKMpQuyiRZL5beo0pTQ4NiVNkyHH85vFupbUfco677GbK6qO6RURFyDsilZMUtY5eiPKSRkguAEXKmVyygZLlQAi4YmIAIQeGpbxCzWWGCotpypaLxUlK0IJqFI3E1WhNaGtBrqyTXEyQJdMJHtt3akKruXfTco6bgpoBtrtFKgDca7cBodrIBJMlSrk0HseccvxKUgeQERWnOelmLFaIE1OPJKRH6fB6tJp2FmsgIZJXUbEMElAI5kBVdSFL5BiqR/MxlvLeLJY27xeRVJrS+EYmG0KX7TbkoygOhB8SjKWFQ1QWGrY90UtlNEaS4+R3tz/kNKAJKf5W+g3B9ynavl8q7dfc3Ln1Ldcoa9TKdZT/SH3qk205na+jMrYjY+O2pGrVT8SJcdvpkcMGW21GyokuRLSiieugqKScwcSSULp6pY4SACL4b0N7cR5G+zKtvyWSkWS5Yqv0rRiiVUgoAvWgQKtSTSpJOguNs0wEHGoYlixFsGEaACqbiSTv+ex6kIzMWQGi7R011EzctHTqcJGfMtu6OXg35BlVrprLmFwQ1PWw2u+M1NdHKG0tKR5yRtf5XjFCmsonoh8ZNBu6iqvmGliXJY5d0tYG3LitIoopbWMVtZQu+Kp81PDzE1BBJNRQ+yuulcX96wt5O4BPaFuzKyI7Q7ioYKGFSrBFG0+UeIHU6miSNS9f5R12O6mLzDEb2uyg0irBMRdErtfMEowDBKFwiNmEmHYRc0fLiOxjaWH3A2jlDQKaeTc8yZgEUoIIDlmyEQy863GTPfmFfnV69KdetOg6AEHwFKax4uQ4Eq2LrC6MWDdXZWJ3FqvvJYsa7q1B66qbtPqtnFfK12B0706h+T5LzX9b5SgiGYsvMnpi4krOSGctshvAZyTtlNadkSj9i5roQmRQdxiXS0Mn3VKJC9kVIZanL2ynI0KTsst1M1XeioKr1BYKBUk+JAJJ+dWuulw447jeZtb+NFhtLWVX2Ivl6N4KACOvjSgGof5bnLWimNoQ02kieYKmlG2pgCGUZil23sftNJOzKXDL3IttEZb3csKstR2Qn7XiKAndi18BUg2zgkw6TbpoMjcNOtmaTg5lyO7tn5FeZLEyh4rl694IVZlp0Dh1DlqVRq167vMwO5oVi7K7fELicwkdIqVSPbscijgrtWPbtYgjop6eHtNwpU5eGqksy4tzyqtOR2BMzsQ0ltviTNeNjdlNVHfIyO3wgircKyesayS7ERmTRG2SBwLJo6/dRHTymOJcvmGDawdorbxLaNKlsSsNwwaSPxV2Wu1qmoUjceq0JHlNRQaktzczXMNukxVja7xC5VS0Il29xVJG7a5UDbXaD1ABZieL95c+p8mSfr/MLsaknjSBqynkE2BVNC2Y2eZqRHoBQoOmHDBRms6Y0BlLSo6kUyImuA6pp5065Eq/cVUU4TtYG29BPNaZS4zUJ/wB43O3uMQG3hVCgENVQoUABQoXx6dTXUls4JcEOOFQMRT5gFK+bfVmFHZgx3KxbcjdVKkV1gry59VyM4TLscnI81JM0z82TrOlZ6I22+3KOI4G0ZIKqYmpqagpc5lGwzbM0otm7NkVDIpo7UEHzFRsyIt751ow2sEOGuMGiq2LunjaVCPntFJ3I23GrqVNR5WG5CY2rGSh3J5DdZCzyVwEa8x+/3clV+iEqGOQbabHWRTVldSpkCykd1FdY5I8o3Q1O1ZculBKM5OD1feDoPu9xxVntdtyOSVFRYPGlVbT8nGPOozzLtBfXTw6oooAKkGgqCuOIfMExDmeQ9815HFkRZ++ASCxMnY6UK9ym6pWhceUFRJuCHzJtJOrbcm0yN3lbfyZG+VVnk8Wk2BlWtagNtZkZlCs0dEZiqgDtH/yrNN5OWoQczyStjTro1vbh9rwg7UzezetruuPE9YKK6YuKKO6GtsijLxl2uJEWx01TXjRkwuKST2RAybFJly4IWWZnmvrjJE/067KGVgKbzGgRCwFAKKvsAqxLtV2YnFaQW9nio8LaxomLiZmWMAbau7SH8JVXYmNSSsa0SMKihRrKvyeuX2vMOOY4NQ++EltRVLC1PzSEZey+00eOc3PrgPYqKjPT6fbCm1uPqUpxDMYXsVeDoUlhxp4QggRU6CEKLhnnt7y6hu4byJts1sJBECqt2xMpSUeYEMJFJqpBABIAFTXBawRQw3kRRJDkBCLliq/Ti3O6Gq/ve2Qp8u3eyoz7mVdtghdG9cjUqSnMiqgyK4nrNsWAwnKBd2bBbDO5gumLCpJQTyTOziN0SorRMkEU4FbU8ywpBEKmixlZUzAQmA6ooCGebd2ttfY66w13GsmOvRGJlPie229CH+epDVPkZaiqtVSRrbjMsUljKj0lxzO0BpUoXUK38LcoG7fuqVUmpVdaw6OXRqW65R16mU6zJASH5qi205na+DMrYfY+PGpGjWT7EQB0BNjdgy22o3VEpyJiWUTl0FRSTmDiSCgCeqWOEQAi+HQivbiHI32XQh8lkpEe5Yqp7zRiiVDAoAoJoECrUk0qxOtBcdZQYODjsEax4m1DCNQOqbmqTuPnY9TtZmLIDRdo6atu92ekSA0XIx14w5CaG60c+gqppnPR4xy6gCKiWzLGBm6/I9XWw+GgrhhiXuAoJKiSUColrZgjB52tlbn3tpb30Hu12A0DEEqfA7WDCvwioFQehHQggka6sMr27iWKncHhUA0r08CCPiNOniOuqCEOUlogmamq2jBKM5LA1VXF8w4lGJLbU7aCERhTuXeTzfDc4s5ZvcnH6ipXzPmWwAphtwwqCiHhCORwQQfLPkVTKy2c1+A8lkCITTaQGUKa7ab6BRTubttBtoRXWG0/oF7dZC2O2/vVUTPQFm2AgdTXa1CVLrtZl8hYoAo0zcHXCVXpCLJ5e8NwAjyNqrN7HeESzxOcz7MutzvXXyPsA0bIJWTECU0uTJNn1/L6UaUAW2cNOUvkhrpIiYOjWKYWyxxXKPn833c2ClpF5hKoBMzbQQCiFGjIdVDSeYnzSeZhtfUtmm4vjhNxiBZL7uGkBYKqrIQJCryCRCAjOyQ7FXyrGNiNWOz2wmjetm1UCJ+sM5MlxL8FJ4aIVvHTRliX4gRlVMbZTIiiN9xDw0/WApudqJ4fZi4o6iOaSu9Fi5i5e45YuIHlu3myWY+0N3//AHTczK3/AMMsfMQBRW3fhXygkDoTrJgYfs5jfqjGEJahdtaAsQa1Cs2508aNRvMOh6a0yQ+W9qhKzi18dz+Q5sXXTqwTAKwY4cdu9vUlZZw4ZQwmmV08oIc7Jpl7PBdSDQpBWXF/JUWFlOEyKHjRktlcK+e3u7i3zT8hiKrl3FC5VWFCnbIKEGMh0NHG3z+L7j11jOOsTgW4z2l+o3JJi8BUyd0UYecbJPPHtYdo/wAXt6aw0OWvp6ypU2AmZNj17Lj52pRVFt7EYSJsBsZLLGl1vqKeIi4ojxiiUpZeMVKCSitsYVHSC+KLgEhogwian2LEBMy+XPSzgGC+y+wfURUARAkbKMHqJP4wMXAYsHDMa7iamvQeaWTLW3IAwGZsnLQShQDHUEEKgATaQx8hUpXa23cqkfNuctjUlq6oLuj6G1JUI6wOQgIhKEb22i2oMGi7SGJkk0zHqFIJqajEntiLzyURsUMNZMWSjdMFBzJcUlmCcNYDbORVMuYDkQsnu6kJ0AqCAOoUDcAAAN+4gABaBV1q46IYq+nyNgDFd3BUualqFKbSoaoUnqSUC9SS1STqaY01SgWJtfCeqraZBhe1+INM+wAY1ll4PqeEsywFMqOnmWErKM3ueQnAusbBHM5JxdHOmzCaUS8cCIAIZQMMHHPl5nz0hkyoE0jEEkAISR1BJQL5q9d3iT1OmNiGHkM2KPu7j5uyo2+XadoFKVHSg6agWG+WNpjAzpjx3sKNHedVIgRFVvwsmSfPexE6M+B0pZLE01RBgGP5vliRGFBIphDIBpnbNFNRh8Ee2SfhniSEEAyQ3l6hNz3SbogjvAAVDdCNg6UK+Q/g/ATrVvrWDIW8ljdovuk5RpIaDzGNt6N3F2sNrAMKEeFNbcS5euqJYPYMoosR3vNJ2mdjffU5t2Tpzn2WGo8XY1DSKO3Vok0pNlB2NlkjowDaSiQGCAUSwsEpHTiHV7knki4Fliz422xtpZnZHikmW1oATGJyTKCWqZO4SSTKXIZnIILsTsZa3gzb3T5KOJxelDMFRIt5ioE/iggAXavlUAGgqDQa7rHRrXPDbAXd0NEkvDZUdpgsMZ5W2H2Ls1BmIXKGC4DGGhq8r2hQZllzpsZUCScm7dPDXxcljEKyre5yq49zjLa4s7XaILt0aUbQSzR7ih3MGZSu9wCpXozJ80kaz39citutyF3WobsttUGPeUL0K0JL7E3lq7tqg12jVknu0EqQGi4mSumnMSR3SjKCEpnGW9XlG7tLElIvmVMjt1+x4vtZ9s9YDDEvcBRSFIioFBOGYIwedrZW1pUSUAMR+TV4codyip/F/h1V7VfQnWvS0d5Z67osqNYtISstOJ4I7x2X2YmhuKzqcqwK4XM8Q2xNsvyK3Ut7uZaHzMqi0TKgKqkJnfvJgW172raa4mewjxjhRYRKVjUBR21JJKhgAxUliQK0UnpTWo9ujZB8mQvv0v8AGPtAaUgALuI8SoQAVB6CmojLcpLQQo4D5+0Iqxlqq0hnpYU4TVJs2AWdXFGR1HPI2aeR3UhWlQ7rAYXLLGdlAMbNo3uAqYBng7YnAwx8cGKkmwhtExh2Lj0dbYnztbLIGDhHfc53722eb6Gv0e2gpkzY+0PvsOVCtFkkVbsKoQ3SoE2rIYwjBRsUMAaSrVZN6swM1T7oxrXsq/GJKcnNN6E5WjRKW0BjyxEU3TtrrKyA23GHjgvNYvJuvUlRa+jDSVs8MRDCUOoCp4o2NhMgbiWtlWlDYW1vfS5GEbbqcL3T1Pc2AhehJVNtT80CteuthppWtY7ImttCWMY6eRmCBm+FqhF8SSKdPE6knX7W+EdXWEHGsDR2iR00vOBlbUy6XmoH1h1OhQCBDWXu/HWuHVR2SHIbluXDEVnCunlBbVzFu2OGhxb3zv0XllljjjlY7IAwjUmvbDEsQp+AsS23wBJprmWuPtbe6uL6NR75dFDLJ4GQxrsQlfAFVAWoAJA611HjG0jgOOdgnrtG2AZotM0igik3iquPabaR7sxXTbHV8+lologe0yuGHk5vtMw6lK6AnFUAAi3MT4+KWEUwFyteywH1dZPYWoHu0nzgQCfGvQtVgfwgg08vzfLrZvYUyN3bX12B7zZljER5dncUo48tAVdT5lIKlgshHcRGWv0/8r6CJQkiTdpmQZmpjboOaJHfGjKnJD2926aXooSViJg432ySa7amXFiIsZpb0sAsCN4sgiol1EO5y6eKZvfLLk3llffUF/h+P3PuVzfCM97trKQ0chcMUk+dTc4ALCgY+I6a69pewtkcY2cQT4OxuGkaDwJElO5tkWjKzhQpapqtE6LqL2zySNNMoJCgiT1LbCU2m4Ew/wCtdBcPMC5gJZjSy7XMsGHXILyeMaJW0hSPDatIb7Pm15Wxsm4gmVU4KPlh1873rs58Q31xcHFRrb2AkraxUEhtlLbmQSSANLXr1fqPEajHG15HYWNtNnr03fIRGRdXAiSJrhuqodsZKxhUolFJqoofE6krVTlqMyEz0YyBKMiz5L83QaobAtGKJAd23e1bxJpsFyfNDzebQYbpZ6/JxFgPkcjHZpsJqndbQ1UUQ02EzrGzfmhLMhbs+RlmeaRBSe9Ce9N5aytGKIx6eWgr/F7aksTVmcttyWUDM9tbqseHQjsQKoAgHQyAOoVn7j1fzV2g7B5ABqQZL5Yel0rMuE46ckaPFEZGuLsPP2FGzFc/7FwalsJ+H1M6sWfKcFCstR/kdeaaoqh0ROVTmRg+l9/OYkxQMTZnEXVxssuIure+sNq3VssyxkorUW4QxzLRwykSISpVgRQkUFdbl1S+gvbW7VJYch2PeA6qwk92ZXh6EeXtyKrjZtqyIxqyLtlBP0o1tIbSnN0cmMsrOyY7EGjIhIjtk6VnqXabEM+a+/N2OmM73wuR1GRVTFScBTmbeSEwc6OMZFHzEEOnMh8Fl/QLS6tLOiQ3m3vEdWk2FmRSxq9AXaihgtetKgUw3kQvzZi6JaPHszQJUhUaRQrMQtBI5VQN0m9gvlBCkjUMo3Kv01QUHYZtpzdnkJH2uN4KGwIA+6m6541Iyj2aUUNKR9TPbDGlNHU1ZEQyiOoGUwYkOooAGKSayGTOJW+M2ts2Ej48UVsPGCBEwqDVt7VLeZt7VZ9xO8+Zq66K5G9+vU5NuC5qOmxwqjZRO2KKo7fkXpHRfouhj2kV183PyptJHfAsJayr7Gl4xCmui2lOGF2eS253ARjbHV22eJKDLNFngizynvhXxjkwngeiwSipHAWqEDgEkYkg7Wwrdvbie+zMXIrpq5i3DCOTaAV3jazBQAhdl8u8qXoWAbzNXTtQtlY3ePtlQWl9t767VPcCNuVatUqm6jsikK7AM6sVBEsN/RbWZtbIgbeFmU517YolG4MSJEkv+X5ok802I+DARi4yCy2/I8hulosjJVyRAhlE4jp5E8qGhzZg4MOOeOiD41nkgjvFttsRyAjFwwVQXERbtqTSuxd7UQEKCa0qopqXNol5Dj7acu9vjXkeBNzBQ8tA7tQje9ABuk3sFGxaL01rkWcunUeGjk8GGmwHivlNobqGWwLbmGddgNhGTLA6ukk2+rm3Ywp7lGSmScUFRsp5dKNGcE8McwjlgiAmeRMLAHHVigijwkfG0QHCwfMj/wAglu4W3/xjMz+dmLFmbqSTroXV1dXOcTkTSlMyq7BIgCeXYIwoVAECqg2qoWirULtBOvprfy89XtTTiENBiDLLbRmskqiEzY/c20G0cqw/H6erD5CmbxrCcszO+Iijc+ECMOVLnEJETzZMgcNky4gZU2aBFzLPcrB2xIWJoN9AKUPQbadenTWlLbwzuXkRV3MSVAHU/DUUp8P5tdnEGg2ssET/AC5tBGbfk9MmueMwc5eczi2R2UkJFfQhHEMFAzVo8kOXXVGweTOTgvN7fuXSAfR1KyzIJndCWeYGVbFjjsYuCsgFxUa0WPodlTuNGIL1Zqlm3biSak1Os2RjXKXyZG7Cm8iNVIAUDoRQKm1QvX5lNtfNt3AHXkBGXLxes+8zDmdyjtjrNthG2uGzBKE0qLnU2d1jEPsaQkCIohKws/EOS47063RTna5SkiiZ3UG+E6G8bCCQcTQZ66UcMZp5jSw2OtF4Q9hfRxyZGZwZLZqsrDeGUB6NESo6t83qKKXFDroZrM38OawtxjCptsWtyDNRSVaUKVeNZE3ooKbSy+diy7l2oCvrVJnLm03lZpwMzl6HA2onauGDpjXNThF9ydrg9ITCVEAZqrKXGsia+PaMX80m8vN8axZRTCimGnKOIIGRkEXMuXyD6F3PNd5ubPzufrOegZz++AURgBeiqAgCABQAvlAoNczGxDGYRsBbgHGSNudG8+5u40u5mfe5buMXZtxZmNSTrt4Q0R1r1xe0myHDTVe7MccyAELSZhacp4cDYdiynNtttAN6mWK6ZOW2ORk8232iQLnXWVTi7lUsgshTR4YUYfMTVkjMmHbAsSMVUFUpUx+beaP89t7eY+bp0BqFWmKVGustFnLikmTi3ASUA7gI2gMvzPIOgDA+LUpuauNX9CdaNNs5SG18b8ltvOanUffkoWeWxmyEzBOp/LAg4i+/xwpsluQwkx+ufMfirrZKxZUV+xA74OP3YDs9m6lefFJhW2rjowQgCqCgZi7BSAHozljTdQMSw1laINkRl3Ctkem59oBeiqibh807EVVXcG8qhfDXQRzy4NRYljKc4lj1iPttNzZZ1HXtOzjL7B7GHJjkx0qYKaXPrDh2EU5ZOzzcc2XS8As8QHICHcEYxh1eqbNYjal9aw5HEQ4C7RThoWZlhoApJk7pLFaFtz9X3k9xfI9U8utu1uJ7PkUnKoGP166IvcNCEVE2IqRsDEmwdU7aLsbzrR/NqNlrlDaJL0PQlAikx5vyibW9ykXhB7SJ7pbspQccOZDHSjLSWUFZS9iCTh75HoiKD6LXHNjYtW1xcUixLEwPYXp3N3dXeRTMXD1ycYISTatVquw0AFKlfLWladNa9ugtLW6sbdV90vdvfSgIk2NuVTurtXdR2VSA7AM+5gNTLFmhOsUNEZkLx+0HuQcewJYIlMEvrk7T699kXyTItgJnoRVS2lfMnuTY8sCzW+BYBvYFXSXs3MssxUuxMUQQTLQvE98sBibkUxu4Ex/vWKuJFPloRRxXx81SD0JGqQllyEWSqstzbhxEWVSIhINrijAq+4f5YOwgFaHrqIiPKM0NTdWnNpQTjSTwtX3g6VB4OKKstrduRySkqq540rLafk4hp1FeZdnuBfPDqii3wVINBUFccQ+YJiHM8h75LxEyS2a3gDrYb+z0AK9ym6pWhelBt7m/YeqbSTW+Dda5G8y0Jpkr9UE70qz9sMFJrUBqMVLKFZkpGxKKFElyDy7tT5QaELNF7sZ6rBnXQU6JBsoAzzsEi7GRldWTzCWuhNnahBlRL2ULFnImD2LKgWbsEDVC4IARvEbAuBYO65kluMu2ZZtuSk+e4UefyiPqoAUeXoTt8xJZqtUnXsbePG4qTCWiL9Tu5bsEVRSZO7Ubt1PpOqhdoRaIoVBt19U3l76oJMCyRrWkMF0pEZTQsLLgmU2izTOaPLUvL7hOhG3EuynsKnSWW2CkNacYBfBPUjaw5zphQRsMUwxmInWsVrUu7aG9sosZdpux0LOyQEkoC5YuanpQliSPDwFOgptY+5urDInNW8m7Lsqr3iq+VUG1NqEFV2gUUqAQ1X+d5tStrrrBD2qcSpEGwqku5KituFiyc2Ws95XluZbNxDJphJFTWq31uaX1ILiQ2UjpCcCXIIhU4CkkArXxLlwrZ59beylzcZ5WOWIn303Gix76EEdEC+FBWvzqdfE60rSyhx88t1ZfRyysrEivQr4EVNB/zdvmq3zjXVZGhyn9DGE5m2ttWElBPbrMkM7LTIhcxMc7LGr7Fkw2cVVQB8sDUdbk9R1fYjkRltbNH0syks8nmkKI1zZHu5nHEW2K0mns+zJDI3dtiTE4qph3AhgKdW3BiOvhXd46zZEyZN7hbraY7xFW4G1Q1ysYTYGddrDZsXca1kWquSpYH0RUMxQiZsYEsOdFCLjCgkS1yuBk2IGHfLAqXzOmCZPEcxnjbDC4wwQVsr262eOPHK2vdtN7rKI03OVooqBWvTxPT8PXWXtrJ9GxoGI6/BT4tfzRaAcrMSSlXfcfmC6pbJx+gzlvrK2z7CjR9bkHTmv8lxjI7vS3izmvJ2tere5L9gV8OxqK7VDzcxN3No6mnwTBIuGbVi4IoRXpwQWVtxfEWatHLkLJZw6bW8jPcyyKVdl27TGyGisfMHDKK7nZq8vr3lV7kISiY65htUjdQu8di0gt3DjYrPukR9tSdqbeo8Ne3M86S6ybJJsak5XjPEwowupCKsNPZhPB/QxKUQmjJMsnKOMWy7DDqYEox2RWUwmXKnyqOsEyqgWLghGQxQwg8cec0b/WBzBkIyjE7pT1L7l2mqkleq9DUGp8x69dY7WOOyxL4KCNfqh9tYGAZPI4kVqtuNVYAhgdyjyDykjUaSLyztR5f1/WNYZUQpskOG3M6g3g8kd4bfbhLztfquXKgESZKQ5VUJ4HlqQ2qnglS9yqEtLh9EKiEyogJTAQqWyDzy/TT2l3N0ns1kWHqTs7prJSnQlqUqQWA6AhSRqtjvsZLi4t2/pFzt7km0Bj2xtUA0qOhYeQiv77drbZS5fmp05QE0dYZxjRTmyF2K62y+G+3JllGXpWXc3M0V0w4UJRckiv9+uGSnsGXOGRQBiy0sKBU2mCZp44YpDLItekwF1mbPkFwgOXsWcwvX5pkj7TnaKIxKdCZFata/ONda+OtY8NjLnD4xjDj7qu9RUihkExClqsqiRV2qhURqoRAqALrMs6BawzfOkN7KSG2ZINzJr6CYLQ45GxsXsfHKOxi6kYxFcAScwY4lppx4bDeRbAMi4LG0ox6QpQIRBS70SBCL4ZLSaWwv7nJ2rA3t4yNMSA3d7a7UqHDLRR7AApNSasWJPZWxwcXHO2i4eHcFjAHTc24ksKOxBPlZmJQdE2gAait5cpbQp9rk8qzhhtxWTtnjzoWp7j9BnjYloQ1JrrebULM9zP9dgtoy0hwyBJ6skFMBM3SUQS7hwUcfOAZ3BQvc1fRS3SDHxYqPpj7fcYl8ezvfe/mJLPvYn5xO0UAooA11Jb69lv48g0n9LjTYGotWAi7Q9lBtTy1pU+PiARKbT0F1wZUkQ/LSGFO5h+QOx3FG8aKjo2+27fKcmsh3H/ADm50Jxtd7To4WpIYa+oFyQpoZxkVUwNdGSbZCXsjpfc+vLkbua4vbmRg09+YzceVQXMKbEJoKAgeJXbuYuzVd3LcaDFWNnjIcNZxrDjbdpGjRR0XvStM4B+dt3sdqk7Y02xRhY1VF1OSuWLpbKzKhOO3HGjxQ2Prk7FB/Qo2oq2A2NgtMYD8UVM8sXfCYFCksx/kceacoqp0ROVTmRg+lecDmJIUDA2ZxF18ZK+Ju4L2xKC5tlmWMlFfas6lJRRwwZXQlSrAihNKa6dy5vYLy3uUSSG/EPfDKpEnYYPD02+XY6q/k21ZUY1ZVpu04aG6wbDyC0JbkNlOtKmFiNs4yW3M8OTROOuU0lWMoC5HDTDPy/rzJEWySusMZQEzN+ZD6oaS8TomZnECw+eYl9FYI7e5e6hHblnasnt7hHUfCFoSfAAGvxaxoWFnFjmZns4OiK3glQK0r1JIVakknoK60mWOWdqLOjFh6OpSbszuhswQ6sX9GtwtudvG65CEigLYLkTpNcz3a87or2kWUEReBubTXK5FFWXU0wKNmVNA3HG7TehllhyUOWj2rkLZWWMkKxQOhRqVBXzKxB8vVTTVYJJI7K5tFIaG8VFm8opIsbblBB8ACATtIDlVLg7VpuS1oRrOu7NtPcRRQJQE2HYrZCZTYeZbZPZVORSDMxsnZG2iPGabLxOLFRrLRtIKnFROOIg5NWUQMDp0Mc3btqss/8Ad895d2oAuMgVM5oD3Ng2xjqCFVASVVNqhiXA3ksbLiJLnFWuGkp9XWTu0K06ozsHdt4o7MxAUs7M2wCOvbAXWb6D6zX2yy3iu35Py2ZzbNmNm977JbK+jubDxwzvjH94k9bvqa9X+CmLkp4oXo/5psuZXVLF7KN7mqux0kmLgmgstoiuCpkqqksV3bTVgxBXe20ggqCQOmrr9EycUUN4FeKGuweG3dt3UK0Pm2Lu/wArbRq66d98ubUGSJxdOxjkjRfKyu/0BpNeUFVlzJOMaNSZG+xQlIq0kucoujeSmpFs4gIKcqikwLu5FWssSFgil73LAABB8hMVZCxnxRSuNnZC8VW8UNVO6u7x69CPaD0J10BlcjutZRIves1kWB9iFkWWokCmn74GnWv4Kal7WnV+HdRIpQ4QgdIdzei9rYBFmo2HdK8tS9k10sqRJphFuttdmN9P5yILSSSKeGGRRyhwFLT8bZd3LhdfPrd+8yF7kpluL198yim7aq7ulOoUDwAAqamgA8BrhW+PtbaWaSFQpnYFh19nwdelfHy08x3GrGuu12F18jHaCKHXCMyEHYrxk+SAqQ8UFoydKESnXGhGwRCym3VV0RE8mK7TTZXCYwhZRTcj/cFIqJmAaBGBzywvyriwtbtoxcqH7e6gNaHcOtetPy111be8u7CYXVm/bnXwagJSnWoBB619viNfrgSCY31niVlwdECe5EWMo6SbILKRXVIUiSiqIKCCOOKRQwXjKjqer1NoyMCNiVTihhRGLpieECTKYAlQAQQ+zksjeZe6a+vXD3jmrNtVanwrtUKKn2mlSak1JJ1zLDH2uOjMNlGsVuTXtqKKv8EDoK+NBQD49V6jflxanxNsy9Nw2O3JdI7DSLcTB+Pda2n2seKY8CNi6qUTERyR285rX4zWGw1CyyPggJI6NmmNzHs/NYBPsQez0sc31VjpcTZKq2U+3uLtU7igIVtzAsHAJG8EOVJBJqdZ8lBHlbyG/vgHurYkxMAF7e6u9VCbRsaoJQjZuCtt3KCP1NLl4atsbaNw7oNxBl8HY92hnyTleyntRtU40NcQjua4MXZ6lF7kmpXiY0wG6ZcRsdEbuSHdCb5jPAVMKFBAQMw2NdsXYS42y2iznKlwQDuK7tpqwZlZQzAFSDQ0rTprLfBcjLBcXaobi2DCJtqgxhqbgpUDo5Ubh03HqeuuUx8vDUyb5fKbAOiPXQzZ3Dbqmz1Gbtf5rnXViX3U0VOzVyEab+kzWSTYjesjNclmyUu5JPXzqiUTsimNyoYN8hL5a9sosklitfo4rlg0qfOEhUHaSTXbSp+bSvQGoVaXzyy3AhiuCZY4Awi3E0i3EFqL4HcwqD4rVqHzNWXNcdX4S1QYypH0GNRRbTfcL3d8luo44nw/5NeTzkN+q4y48Xu+ZGlN0vWQ3w63ApD3zMKCsqHDWQeAYVs7BBBYYbUkzzRW9u4AitVZYlFPIHd5GHSm6ruzdakVoKCg1pQ2kKXU+QHmvLop3H/y+2gjSo8BtRQooBUAE1PXVgrWta3C1WhQAAPZrb1mq6aU00pppTTSmmlNNKaa8Af7U1/MA/0ilNNX/wCU7/JZctP+ABpv/F1jmmmr/wBNNccr2tje9/BbpvfyVY7hVJJoo8T8Gq06/h1RFZ5o/LObSwrttzcxHRZuONvqh9DX28vbbwEkLaGtJJsYgqI6wlKL/LH0xUTTpfMEcuMHgKCLhljnjbK17VhhlS5hE8JLxOKqaFdw+GhAIHwfCOo6HVWSWJjHOpSZTQqfEH4Pj1cxsuhuvNvIbtaa6lOZruZJILzccaEeLqyGvIaqVDPJSwjKpEQYkppKoSGwGLmAM8wRwc8c8MsscrXvtTxS28klrdo0dxG1HQ+Kn4D+H9zwOtCwv7PJ2cV9YyCW1mB2OAQGoaGgND4j2+Ps6a2G2OPHjbo4ez7Hs9NWGpNPb+58tdbvtr8P59c6u01wtha3s/3fgq1fhJqfh1SlBQeHwaze3G9uN/a/v/htVSARQ6rTrX2jXKq6aVSgrXTWLW4W4VaAa1bq3w6AACg8NYva17cPav8A3e5VSKih66f4NcqqFp19umsdFreS1qeHU+GmsdPR4vL47+1VOgFT7NNcqqRX49NKptBG0+GmlXfHprFuHi6b+O/RVKfD4jTWarprFUAp09mms1XTWLcPFw4eL8fGmh6+OscOm1/Jx/HasYHmqRU/Dqv7muVXU61/5HVNYoQFHwDTS9rXtwqoFB001mq6axwt4PF5KsZQ3RvD4NNccsurbj4rWve/ueD8NUZlRCzGgHiaadSenj8GqLODmgctRory203bzDNG2o62ssqbdczXcu2cCIThbrgRDxhMWUJeRVR/FVJIWUhRKiAGSxgIMYAYPLDPHHK17WthlSeISIS0TCoahFR8NCB/j8RqvbeJjFKhSVTQqfYdbRGHMH0KnF6pMZwlu3qNMcjr2CgKhsCKdkIckR7LASSnmVZTFS2s0HisLygGmJZMY0YyCAzsCXBzEz4YY5XtnW3nnVu1E0kSgbiPBQT0JP4datxd29oFM7iPe20Egmp6mn5j4/Bq4PHj4PB+X+/bhVo2kCprXWzT2eGs8OnweDp48fL7FUp/j0oK19us/wB3GqUoa06/D/i1XS9reG9uPCriPh+bq2grX26zQ9ens1XSgrTr46ax08fJb8v+DhSgrX26azVfi01wxx4e3VNoHh4Dw1QClSepOuV72t038VKAnVdV1m3bjVbWo+2UnYrZeAYEVHrY9mzE2aJhj2Lz7vwShiACnm1iT2cKGZcOKcOqlgzFyeI3YZGArZ8L542vZBvvrv6vs1ea9qPo1U1NRUdaU8AT49aEaxXcgs7VshceSxUEmQ1KgDqxoOvQGrH96PMemrB2MA5BWGsJjcK+NhMRP8W+Hh61r+Dq8PHVLiRbaNmlO1VpU0rSpp4DV0EiXKo8B3K/zfw6gSD9q9Ytl8nNbXTYqDJ8yZIyaXeXqXlliSjZpDrOKjdHLubJkLq3ihDKtkg1ctga7LIexYXqWv2eXDKkUjWqZBEb3GX5slCA9KA0r8BI/LrG04gv5MTc1iycYBeIg1VTXaa0AIO0/EQV8QdWCvbj7F/Lbw2oPw+Os+s001xvla3D2uPuVQUB2+3QkBSx8BqrcTbla7zbNc1a6Ry8l1RmPXvBtGJXZ65GErsayIQeQ7iLNVZRHC+2O2Wo/W64RGmod0UW8eVSA2Ba+eI18MsMssGNkjyeKOaszvxqybN3hRquKUNGNSjddtPbWhGrciWxWSixGQDR5GdSyKwruCqrE9KgUDDoSDXpSoOrTVnFPH4dXaUp1r7dNccbcLVZRhUt874f8WgAHQCg+DXKr6Dx9umlD4fDpqp0v736Q69PDOPNgNx9V4MfuCYRWrsmYthYkjJ3XRlLIfBPV7Nt7O5DWbpZ7MqJiCYsD2Qtw8urlfhetaG4imd1iYsYyA3lIofGlaUPQ+zw6fDqrRTKgeVCsbCqn/Kp0NPiPSvw6lCGZ/gzYtqjvzX2Z4rnRil1Y0gjPWHpAakmNHFcIAlhz6P6SstVWkW6oRBNhZDF+37ULEXC+WNrZY8dx4ZYgjyxlVkFUJ/fAGjEfgBqPwkGmtGG+tp7ia3ikDS25HcWhBTcu5fEdajr01L3Dptla/8AdwrB84hvH4PwfD8ddblOtdZ4Wve1/JV48SR4fu6qQK9fEa5UVQBprF/B4OPseWq9D5Tppw8vT+DpqtTX8GmlW0r0JrprNVNadPHTSq6aVaV61HjprF78LX9iqk0FdNYyytja9734Wt4b+S3lv7FY5XVFLsaAU60rTVaezWoM1+MiRW6mPKPnc2X00F0DI0iOxnLqa5m0tFwxxymZhKXEUwdS1IAI2WECyzAFzxxEDyxvfrY3tYjo21169weU/wCVTx+Kn4dYpJBFLJA9RJFt3gg+Xd1X2da/g8PbqGkPcLU1zzQc1ybmz2vi/sIlGVYoqwSiTLHatMiUbQSOSqtlVOMSDiHeyeOkJoeRgzgMRwyAAxuJna2Nr3q2yf6xt2vbEPPZx/OehUJ5tvWoFat5fg3Db46x3k64+eG3vawTzmiKQTvO3ueIFASm5lBPmWrDoNWVta1vBa1qzV8N3jrOAAKDw1W107g6nMiYEfXp57Oa+tKe3EZRSjdg9yTJHaLLy+aclrZN8uixqpuIq81Qdd61rk8ACQmRnj+btlWC1kXISyw2YM0kJAcAEBDSvziADRepoTtFCaVGsN7L9XwLdXoaG1eu16MwbzbelAaUby/BXp46ndxL6A0kBadLqW0ltNhtJKivOJxL6iUSENAQkkqKfVVpaV1AYuQSklLIlxBzBgcTAEEHDLPPLHHG97UuZ4reAy3LUjHievw/g1sxRs7COJSX9g19kZYSXEkpi+gqZBaQ1ogTVkZYSTZdQS1ZLUC4ZwgopqgUEFKniB4qLgKCMHnkGKHlbLG98b2vWwySRsY5BskXoQfZrBDNFcRCaJt0beB8NaFLk1Q3ADMNyNO0rxrC0eEDZBPPv2Wn0145ZRA8qGcCaWRPOl4KiOhlDakbExCLhij45jC3tjha+V+Far3MMLpC7FJJCQgoWrTqfAGlPw0/NrN25JFYqpcKKn8A/wCVNZiKbIcn9mFJHgmV42mmPFE2eIpz8id8NmRWUoHUs0IRUyZF0tFTVkM2aTjoOYJgMMfLMEXC+GdrZWvatxo5ItvdQqGFVr7R8I/BrWiuYJ3eKNiXSm4EEUr4VqB7Ouo+RNw9TnNNJ3XBt7O69uDYVLNKxNUghDmWO1eY0s4gkRFRbKKcZJ7hMPROMo6YDkYNYDEsMi4GN887Y4241isy+Rge7sVeW1ipvcKyhKtsFagVq1V+MAeJ0u7mOxngt7w9qa4YrGCCd5CmSgIFAdgLLU+ZQxFduu7nDZ/WvWVOQVjZDYOENfkV0HTaY21ebZWYsUpbgUSRfA0cTkRRfa6glFY8VLC4iCAgZiCB4ZWyyta17XrC11CLlbXefeGqQu0moFKmoFAOo6k+JA8dbQikaMzKhMI+cw9lfm/l66kAjIbGPsUvJpJ4tg1HRts4vUs/QF1NEZphmip1lkJ2gubExdFFbQqLexzE/iNcrcrftbZ9n76q30gxKzfWQNu0BHdBBYoSQACACST0rT5vtpQ60MZe2+YggusW4uILgViZQQJBWhKggE+HT/K/e9DqN4M2n1k2eLOM7rbsTBuwZFoDpxV2HoRlhhysRbJtXCNDpRVfOMRdXSyQZUgiQ2QAZjIPMXEHO+Nr2wy4bPYmWFLxo2FtJUK5BG6lK0BoRStCPZ0rq9LyBrt7ENS8jVWZKHorVCmtKMGIIqD4qw8VbR0bU6yMaX21r689ioMaM9PMuQOM6EXNLDDQpddxRVEPhJhtsRuqLpV5r5ZQGSTWAGZQkNiLkWFtje9w8+GKB/e5pIbUGSWOm8AEBajd4kUPTqaHoKVpXWa6Y2cK3V0Gjt3rtNCQw3bSRQexvL/C1+SctttV9YxWyDsjsrAOvwryxVs2gDN0xR7FIjrwRLp9lvNtYPxwoWS5ij5K5Wxruva93uaCsJ1e0w42Rsbqf6vs1aa9P/VKCSfb409gqfzaymOXse9sp91B6v7AaV8Ph9lPHXzx261WvNoGtN9lYEtsUathmVgLKXmBjNRrEVrXfGGReLLr1nwLjky/34xviRva6X+lf+o/OVnhSa67q2ytMITSUgECOvhuNKdaH261XuFS3hvnLLY3Fe1JtbbJtbY1PL02v5eviwI9mptcrkbzQQVl1OpcSW22W2knl5wOFeUCyQhoSGlFRD6osrKsfFAT0tKTCIOYxgwPngCCDhlnnljjje9tW6uYLK3a8u37dvHSrUJ21IHgKk1JA8OnjrYSOa4lS2tkMk8nzEHixHXp8FPz+Gohg7ajWPZwu4jutmxUG7BEGiYTibpPwhLDClYi2jauCZMJZVfOMNfXiyOaUgSI+QAZjIPMXEHO+Nr2wy4bhinWEXLoy271CufBiKVoPwV6/BrWW6tzdtYhv6SqqStCKA12mtKH5reB9hHs1PlrY5W6Le10/kv4+NWMAxoeo/c1sggioPjrle3G3D8FV6j4/h0IBFD4fBrlQeFPDVdYoooPCmms0pUUOmsdW3Hjw6aUoKDpprNCAfHTSq6aVQKB4aaUAAFB4aaUoSOvjppQivQ6ax/dwqlOlPZ8Gms+DpvV2mn93t000qlPg8dNY6PD4vDTaOv4dNL2tf3Omq6acLdHseCqdAfj1QqCQT7NZoBQfBqulV00pppTTSmmlNNKaaU00pprwB/tTX8wD/SKU01f/lO/yWXLT/gAab/xdY5ppq/9NNflG61/Bbov4PB7Hh8fhrGpJmiNenmr+TWvchuy9PgWn5dfy+szaLVnWPnh821S2mnuD4Pb7mgPRjBFwmeSmWxMXmChRZIAzjTmulupXTzbxOFi6iXwHJp4Jsf9KCx7O9xcMco7xRLSX00zFlco01bu2LxANVtom2kFQSAu5PDp1AbWzymzyknJ+I3tkrhIob/6YbQItzRU616bypUM22lCQenWBdGNg5R5dGhkqOdiwgooKZvBzYX5FvKd1/l8k94vazbjvZN5licRKzybJtDUH/FMGpmSU4Hd5tBRS5w6RvbItYLBVAOhzRo8m9txLhl4pflkdjfC+l3IwtCjXFwisgISYlBSRo5SELDd5w41qGDjl3yrkfLbH6Hg9rHZNNPuO2+lMUcNYVJd4B33VUpEGY7gsTJEm/1sL7nbZ6ybra0aubpn9dZWj/c5uSKShKZteIqkSBVGPZfhtsqb+ezIlaNJFnrZHFxMt2sEUsZRHIlrqcKSUiRoqeTcgjABwLn21zhnfJ2EszR3uPEPbYgsJ+9UsNqqBE0YFTuZg9aChrTA0159nrLkaxkJLK63MQKkQg0EL9wndL3Du8scQK0G7xGoggjdjmX72QyFuFpui6gt6AndOpZpRHDEtxpLDsmJ86+NiZy0TSJNjimYDYOE2SwXWaSkRwuRKaobLXAwiBQoV86HTJm9sc9vYXVlPiByGsNtfRzNemqt7hsDGJPot5ummIXrGFSMPVq0OtnOXdrbZnNcfwxluLnEJaqklFQXU1yiyEBJCvZiiRx52Z2kKttRQVrsCbupzB9wHDvme5fBDU9tsrTCTXvrcxknYqOJUk53bQbGRc2S63IJAuutOdtcGlAUdFHGskG8lqBiz2GUTGBs+PYgBgGAJoRLftx225KUJOQDNDbDZUJFM8LsJiQH37C6h0j8NlaUbXSlis7LkS8UvJSL+CJHu5dpPZM8Ilt1aJa1qCA+1zIqncYqgK22i7nbax7zFUvXac33quzNdEHRFa3TltX9Tr/S300SjMVU2Onq3sZZPbNqTBIN1NeRkw4/PA7UG7BCA815gZj8Vq2y1zjVuORypvkxmJayW2fdt94F0lwXYqU3xdtoVFH3F+70KiM7oxDLm3x3HILmAw8kzEt8k8W+NxB7qYHQhguyXek9KKy7ChY7twVYOijmO72ThD/NNmVPRNfYMw04cy+kQfF0nQVKj2fQaU1Iaj/YHvOwCil7KRoXGdrwYjwuljoiUmIt2isZ3yFNrOJTMuZj/IcjdcV9M05vdqZ8l23eS38sZULKqIO4vcQ71YGoXy/vlBqFm1tYWOQ9ToOCWMxfHTtCi3QBA3SKQ9ImCv5JFPRmG5RQEfO1rUu81/bJg6baHutqEdeXltbtgY1MccrOL1VyKTgPXqMtuJPbDAYispRWBPh2QnA6Dx92iJqATHfCYE5BGo4VTAUoEQyTLTTIYoRepn2HtZmGNs2kW5uNgb963arEWDjewFBG8hG7zdASIZxrJtmfTi85/djtyMHFnbAljK0UrJKve2bRtClqyIOpAXfQ1/okb91bBFSQl8+QU10NPJYLCglJZhESz6piBhZQNpqMaVF40kp5g1bPMEsKeOiAB3thkOLljcTLnTFFnkSMEKpHTxpX8NBX/l4a3MfNJLZRSztvlcGp27a9fgHhTXlTzetodx9LoGRtmtazMEmItjl5tIDaUjK0FyjMjsZ0NOh0obdcM0x4SjXYCGclgSJyqjkoKbfMg52Uk+4piymnYks8TPPtruyTk1jjczI0eHvTKO4B/FNHEWWoVHdg8m1CVHkrXa4qB2YbVbyzuxZt/veCIPHGSAJmLCqb3ISIiPfJuYkHZtoGYE9XshsZv4vT+rxPoKv6ku4Nvabjz+dQZoh2SHOaU5IdbxUmpAraCk5o7QxU3kBmTGE33GdyMDIRwwjlmgNlhkfuqA4kN23jl+uMhZ3p7VnZNEHboxQyK7BSqnc1QhNRWlQDtqK8a1yVjNgsTkVJNzkzc7CagOIGiG5fIAOj0NfnFPL7aVpjTbXm5SFtnuhrG2nhoG+FHSh86ZJ6yET1UniOjsxMrZBAQH/JZ1FcC7vu8kqLluLI/MKgyf3ki5cFs2TDwuCWuNYO2XF9nIYa3z7krZSmXuAfvO2xUdfnNupXogp4ddbF8wtLqyxtxJ2bu/SdkO3fsEIHWgFGBqOjFCAfh1AO03N62q102c5ikIPDbnleQkn6jxiyZbglFnmA5YJP7YgCSI/fMiJcWIhYrv8AtZXcLsZeCAloygpNlurJhSNKwRkFDKXzBICx6LL9zj91lII2u7u1eJRAhCNPvejbWYbU7YofN0PgSo667wxEsmd49jgDHi8x72bm4JBWwW3IVHZagz98b2UKYyu0p9IdWu2w5vDngKLeXUgOYvAurOxG/wCRxVlx27QvpKWdcNVUJisZuSFMys+VpFfMVl5OUQLrxdutZPLudrl1hWUARhFAGwPczUrv7C3j9RL3hVrdBbXHrIZJthY7uyZI4u2xVi0jjslkZlQkv51ADQ3EZOa99OJeeW0D3zd5I7eFG7XvIe5MLSByjGMRRf0hozGWYDtkpUyCAWhzk5pe0ec09pRvL2jM9zDoHDjf2IjTY+EG05nhqzNsdqUaOCRFdmn4wbmzjtc7efjdUWOpN84aJyUpkSwx8qdzC65YZLMxua5uxw6PlghNvcwShbq2ZtxHcmaOGkhRabkXeQiNSu0t18vfw9tDdeouM4Te3O6HOsy2r7QGiMUamfcilg6q8i7RJLCzp5lHQ7t1XuZdvnD2sejG/MztzV9a142Uc2sjWmOCo/YcjoswxWi7GISOgo0oNab1ub3Iznh2L/cCcpDtHJiAip6aoZJWK8eEJ5rhmX5iywuF9S4eBXNxIbS9MiQ3JQgQTxQlykkKdx5EaRWjLq1UqrKjru1DcPlcjyD09vOX4wI2VxatJJECNl7Gs/apHI8cbW77XRkDRurecOydCOj3v5nW6vL1i7cZXnOSNJEGRGilNWTNDjTlgqUmtHmzMeljhZKlCLx8lDcLBUU9jGisrZWwyMlnABAEUEFZLE1QufOFm/D7G5E1tjrCeUpyxRcHIwEbljUEG1IlCLEe4lGIieQpuVHO4bmmWMjtslmJponkj4lLGnu877CVlRXMyGMMJ2DPRFeRYwSGZeh2LezUzZnZ3aqYgnFGs06jS1pVHTIbDYkaYozhd9XGnLYww21I++U7XOQim2D4YJKJ2WbUUYQ+eEIu2xRTuebmJ40oE1A6m9uWBrZriWRZBBOsbWFWjIkVQy3BYCkqFZUKqJgu/dVekf0kctMjd3NnZeTt5E9331Wbra0YGD94qTd1K9Yidm0Mf4zavn7Nm/vNMiGOCskgynoO4U1U5iLb0NS04xpDsckjiFF2ZcIaOSyKoC8w7IIbNHWAjQ3mUItkEZsW6mKkH175YczjtxNm8lxjEXC9q45C18tahuybM3PWgAEm8W/hui27/GSlW72TkjszyeWNSsXHrG0uQpYEzC6S2fZu2jZs94pupJv2V2JWiyZPXN0WG/uhL2lSBtpy9dQVXVuLIyVpfmjeEoYujTVMMutso70JjwPF3xr9dDbeaLLawffF9XMuh1Gy5pZIkbEcbA3OntT6wlucLleSYdGuEtbmBLa19s6SFlkkM9Kx9pgAVaI79x27AtGyz2N7i2wljfq8rZOOd57hQF90ERUxDsgFZe+GOwmWMLsFe5vJSurq54GxDr5eOj+8kZL2okKk5l2ma+pWyhmbWW85Wixjqy1J6xGa9ObIfrc2N1/LN2L2oCz1Bw9zX+8iG0lQL4jKRGxQQ0c79/BZ2XK8TjjcEYPMi5MTlSO0LeGSQ1qAzl5YjH5u3trvpTya5GHmubvG8ktXBn5FxuG3dghG25Ny8SxotBtiISdX3VlBI2EVq2rcM7mfPSeOaLHOpuq+1Og0+64LutTrn1+uSKG6dmiQG0ssJzMhkKUdCSHG2247EQjzsUndmrEjR1uiDJ5EtYrkVPZCd+xx4W0vclPmpLiJocZYC2Nu9VYS97er9AAwKMoY7q7g4VQtCTflrhcVgcdfqTJl7iaVJ4vAKFCOjA0YdQzRAA/OjZyx3BVrfHHOekVJanMtauzW6fLAiHYbU6ZpLhfXtjuhoqsTKckixO2kB2GJBXYpkHew6+HmiycMtioCSnIZ9P8ANqmnDC+cFTLK5ICL32Zuf2epyrBQte5492tqGCsxiunh2iQoVG5F7le220eWjEEmVyYdLfn8PGp2dMBNFbsbkioi94t45jWMeZhDvox3DuAVXtg0EuMTmjbYOvXjldN4uV10W92eaemHJAZaiFGcotbXiAogaEbpUuys6nSwsJifcgSevMhtKQKWlEMXe0y7lVzwYmZpJBAEDF9Dy+A925tNxGyn+ix8AkvLgqOjSwd+CNYmapMhIjBR2Ckl5CvRdQm2yaw8XynLcnX3eCdIrWBR5pW7/u7kyhaRojAyMZAWoFSNWqXFkY13D25RdzJW5cmwKnrwfnJwa3G9nNVdl4oiORm9Eiu0SqimR04WzMutron15vROdjBlA1Y3j5skrEg6G6bDxDMI50AXESJ2Vz9b4LJXdkvZz2Je395g3B/JcPIkbByqR/vPmoZDXx2069u+Q4u4xV5MGnwmTaeMsCsZgkhRGVaUd5BIHU7qAL1B/BCXLp2+5om40Oa87Pupx6QDxA+JemJmzlHrO13mePX0wo8it0TbHpd7syTnXuXJKCvK64+Y1R8BE0dpfopNbGysMJ3PtBduW9x1hjrTM5o9vE3McpkYbj2mTesYoqlnDyKoJCjaD8HXWrnI7yDP5/iGFJl5DipLJYBtUC695EDy9GO2AxRSswDtJ3Nh27WZVOstTmNb/wCw+nsv8yzWhG1MI6wsdXkx4xLrpK0fTGZnKd4AgR4qLdkBzKexiZLzTYsHSNJqax3CabCXnGTxS0rLJNxPKBwMcwKX5ubvjw3DWea5Wp93ljaS7QMo9zG4rGpaFZjOWWkjdpKLUR1J667VrY2md5tdcHwdyRPA0MSXPbJSWaRAzBY5NhWNZCIg7sGfrJtQdB7Sa2T80dpteIY2OYxRUTGjN8ZsuUG4mLYWIKympL0QiC+STlbAG4gGKkRAPWDHsFmIF2uF+pnnjwyvLc5hZ8BnnxE7bzCTtboN6soZW2gttqpBoSSPA9dQrG5Y5jCNezw+73YYrLHv39t0kKEbwAH6itQPbrxa1Gv/AP7DfNdta9r3+LPpF5LXvb0HX+n2aiHp+oHp7m9pqv1ha9aU/wCon10Oan/1bxJR84WeS/6UWtPhOzvy59HN8Bj9YbiA+jGqWnALRW3g3VF3NVHcGceLuCWqOFqozmZaq5UdONZYimU8usJI50LC4WBwtlnYbDQsb24xvpRy3KWg3SRZrFdKgV3JKD1IYA7a08p662+VGy+3/p7b3+/3eWwzflWm47TF4MQQvmIr08K09uo5jrmsczd2cqVJ5rZ9n6b5tKP0xYdcqa9J0eSwSd8sR0w5rW2fIbwjaXzmw51vQYs4MlMNea0NWa7/ALjmkrvgp4PzngkJku5G2O43lrEXheTEX+1ZP3ptpCoWNQyq7XHdlKn5sQQEKz+LjBbWeVyGRy/FMe4GaxcgEU7BSJ1b6Y7ojsWEpCGTcHl3sA4Rd3bF30/mDTeb5gLdjlUkTXNq6OrWhClv6pL7ohh/I0wtWPk1QSmgZbzilU1sheOyACcpqd3IcWBGXiGAlF80vutxb+eMcEsZw99yTG5wlrzj72idCAJWuluSQdoYJ22gVT1cP3N3kCHdycfnhybBcXy3HkZTyR7xVBNe2LPsEt50Td3FmJAYR9sp8591BX9n8zTfGT9f+bHsGlN/XmFAtH1N4WhSIJSgmWHm/DKKxYLZGxd8Z8WknZaNSwTxerIdmKUOkpiUl+h6xnfIYwtYlsy5jQuWusVwKw5VekyZK5MndhoqGICXZGd6mRH3KVPlUED5wBqFntlj7HJepsHAsdPvx9wYlS52tQu60kpE4jcBGVvnyDd7D4EyTp1vluTvkganrWusq6autvZxWjPvfWTEGBJJdccx7ITwTm+8WvrjDKql7iBlwJvSW0s5k3MnHx1+zYwCDVVXuIx5Mbp2VZDERY3kF1DPvk4xAwEEysi++jwdtg3y24Q0I3Bt3TqwNR5nbZrMX+DhDW7W/J7hpvoSylrZUY9p2Zo1il7qLuKgqy1ZTsZQTpPMO5n2zejqntA9HbOPLQitFhjFpPaBNOpcXTqptvuDDwKI1TrzdDRdqZtAxxoyWnK5ruVAbpa8WOuwaihZZi4my+WIucNx98y2dtPlEea7d3FxChobYdzbD9KqsJTIv0rbV2xIQHNQxHoTWBur5rO3aS3sjErR3TKrCWTtl5VSIsCFiekNXZTI1SlF21tttLtnsKxDMNSk29gdDNMNRH3FhtXcU47voaq81U3NquYR1WPohabaTdrNVEgMVcYQS6pjmLKiuY7RHzDCLdTiLXQzkV7x7L5vG3gZ3xksEcUaipmLlxP1UOUEICeJcybvKKAkRriOWHMOO4bMY2FjPkWn74LgLbpHtWFiXEYdpn7goAojVGZ2UBd9ayvN0nRO5ZGo2zLnhKMzG2G7MlRjrxr60EZ5LWEBPWT5jdy0hx/LqkokCTukNkQuoMVGzeZtEOgjudOLZWRDIgZ7rnA+rf4q8HJMdxW2Bt7y+imedqpN7iIYWmUt1RbhZQnjEwEQcVqRTW3ZXlukOezOQYvw/BCFhdH6JrxZnSIosO1ngkjmftBXVzLsaRVPRdTlbcXbzWXdjWnVfcg/rxLjG3RbkiJsHTHrpE0iwSqsKZodbp58vFhSpGMiz1sl6TM94sYwVHQ3EkrycMSUyRooeTMgTBc4FqY42OWvMhg4JjDmrZI3iJBcTKFMk3loqxmJBU75Dv3AJ1GsOTubjGcdt+USqTapLsuYqqO2JWSO3budS3cdj5Y4qrTzdNRZqVzJtjrbaTTrtvGe18JMZFjOeJMhaZ4njl8w0iK5DU7YB7wnsUjvlMkCdZyDEVUBHwazmAuSOFAyicpmbC3M2B7XDkY/LW8nCr3kV4uzKY+VBNDuJBjd3jSQOF2CpCDaC7Vehptq0g5BishYcuxWJxKNPh8sn0chMa0m7KSmGhPcJBMgMhEaHt1Wu4KN95Y27O4G2E4blNTY1NhNiNPX12RogMyPWJFEiN6QyxWZokZU6tXOQZDdk2uxFWVxoNF4+ZVYqQaaSXNqhbvpcyGDl3LHoR293j+MRXebBXkik9+MlSI/PRCHjHafuKQQEr2x5WLNVtcTJ32PPLFseNztdcSli3QXLIyGdwCZY+3Igmj7JUgs9FlqNlAKHuOcpBDO2iirWHXd/ABmGnNm1ZWNlkTLHLLIkA7NcNkUcFXLY2tlcM8inRwThYTH3wZgthlj02qG8ixMuZ5Bj7S0bZlIHeWBiA2zbG0kjbWIRqLGTSQmtKKCTQyjBZyDj2Mv8zcR9+yNuqSpUp3FlmjhA3AOy0Lg1QdfwL1FT9NtmpGnblcRjrK7FMqi7gASqo8rqY7lVwY0vteR4qUllsTw9cDxLBU7J5ousbOV36QMGLWJm1XIrh7wMxhjebc3Npzua3yUY7NhyeOeeQhi/b92LFh1EBq8kRoibDGHQNuNdRLhtgnprmr3CrBvseLvbvZlmKidLzbIuz+O6QmWgkleQTdpmG0sE1S/VGfZk0H5KGyEx6nl4PQFDX/d/akuAyZTix1PZiKbCP7evCPU9nt5JjuW4VNMs0j5OAkOVOYmFAmEUI5lO4WuPgYK7EdxdZaDgFsrFbbO4m8m3dGMfZmuGFagF9xRgT9GRWvWlDyoTa4/nnOsW8Za8xtzYKAG2gmW0jcKRtbxDKoO/pSrf5I9Q9l+YPtDHG0WjWm0RWgtwvGU5BKxntXsC5YufChHTafYcCOyd8GBFMTos7JSugPVxtFl3WDZVZeKxm0URxt8UbFZ844i42YKKLOctmxkZeLARW0kivUOZDHA8pXwVkO5NtSPbuoQu1t7PXF7hfTgcrdO5nZplWGEOoAQzrCzs+1lO0MTtKoX2EKQSGWP0/movWOOYZvHqZtxuJy6db42gxhxmva/uGU2ychp4PdcnVvOZ1NzFeUZP3QLob/TYRJIpIo4wEIgkiuIVWBHDHb2N8C4vDwV6uc4fLk0cx58NtVKAhSHPUkhUcOq0oKFCwqxIpqQZu3nxuVxPYieXC3iTNMwYAx9s7VU+VmqzdVaiqKMpVvEQVDnOW2qdGhUZT85SWrsoTxuFuSa0u1DTI4YclR1CiM5sZOfscBStKhw7N83Ot+sFORWAadhguhmkUc0VtglFh+uPgqB97F2N7l8jxjD28TwZDMWWQurtqo/uMdhHK7gIxjW4LdtVqjx0Mg6URqx/N5Kxwh5nkMpJv4rxlceIZBVff5L3s7EUIry29HkKCq3BcxMygBwBGkfEeY+2OaxzUVaMpr0udM+NfUrT1xnjLm1GnNFjF+ikmnORuPmSitNN3gU3TG5gydAGLqq+YXnVjliJgIXR8L4XwEimOzmPxXp3l+QxRs+Et7y0EkYbrKzdxVKuybkKVboEKtXqR0I7l/Zx5HnPEMPkHEZu479O7Qn3UF4QWZFI7+7r4OpWg8Kea0kXc13ZTaFx8o1/QVhA8fwjzFEGYDkkR7I8SyNI8pxs4NbkhacsqITMllFnaIGooF3VdFHQ0k4eZOdksYDzoKEpBC2TApzeYlMbzGbBXbtJje2jI9NhqYElZNtGeoZiKnx21AFaajl1lp4+E3mZhjP1/YzLG0W9aSiS6MMcgfZ20HZpOUO9qHtkq1dTFr1zAtodwd3Nr4XiLKC4u14iKAo2kGCXu9otfMrvWYFCXzcuNhmTMcOt2d4rbReFDDhivNWR0kkUFOu1rHSZ4FbTO+4WAiuJnvL/gUvL7pTFfGfZHBVW2oJHBfuAAOHRCwBUEblHiKNJ+Rwx4DmFhxupmVkY3TKwXbIYkZYgCrdUMqVZGK1VgR5qx+aRf8ArBMmEuVpLG0Tn2n5X6RvOynW/wAy29VjSSrpaurNNgyMvxqXY5iGz27Isymn2+i6IE5ySwCYDLF0o9gXxRzeONlES+4nu5rLDXuJheT6w7hlO5QECyKieZlHsqx8K9FoKg6zzY24sObZzjWWDR4vGGBYbkiq3Bktu89EWpXbIexTuP5gWqPmD1qn/aLbaGGvq+rvbZblyaxR69mI6jU37Z7StpWb0anpgvZtn41iSJILXNzYfWk0+722YXlMQ0ZkFw3Llm+PbIHDLMLterlYobPlGVxEchW1smjW2FKm6baTJU0HZVCtfMWJ7igdFY6i3Gchd5jidjmZYZDfXMkpmAKbbaIORCWYBVleQGgCKgHbYn5yrqZeVlu6s7+alt6cHQnMQs7iL1k6LncsRWqGlSKHm4IokFyMI3IEXDqB1VUwWA/AG+ErphcydPjFADti9zhywWJwet5Z1xWPv9jQpk7cyiNm3NFskaIhjtSpLRk02rtqAakV1nS/jHKMvgYZPeIsVLCqz02d4TwrKT2+vb2A7ertvpv8laa88ub9JEbw1zFuR/I8uyCxorjprzbt0Ycr/kh2ILGZTeLntbvNJIdddToUEtCRwDiqoAFgsjBgPEQwMGHjxzzxtfi8Ynjh9Qb8yvtMtqQooTUi1206f5zKPZ463szZXFx6aXlrao0ji4tei/7TuP5tzfENQhGs0xRbm170czHXQWy1y/Yq5c/cNqdgouIGT0PbCbKxU7Fl4llKN3IVFKMeeH1G0LoQ6QaWEQypgJlzGCeYMAimQuvvW9xLxz09z811bNKlzd2TY+13hWkWN5knk7lGZEVpCAJdrSSHybgH1flMdFyTkHFsJiAZuWq16J7oGiW0bxRCON4ywV3kCbhtVgkW4u6mJFaanPzJOYdEWj0Zc1GUWhqio6quQGPZZkvVVlsmVyOxUb60TKeLkWiuNzZhzTFaPJLmFjpzxbystIY8VthMUsLKSeUUABAip4x2L2DGYHlNtx3kFwyLcmYSz7DS3MUZZQYo+4ZdzUjba4KvVj5fDFjpE5LFkjxJd8Vqimyoyn3xl294bpTGsAAEjKzmRWACozVBNo1nd/ZnZLc+cNSdHlHXyPUbVWM4ndc1TTsNGMoTSE55Hn5sGHzGcVsGM2HLOueCKnI7CTBFFdcZx0KIwRk6WJBI3HAUzfiXEGXixWSy0ce+W0mgS3g3IvvSynzSGY17Kx0FVZGdywAoBU3PksQiccjDyPJn/fGZ1QgWiWVBICrU78jsw2qDGigFi5O0a0FO3f38c816oaBgtfWOMN6Hhqmr7a7iv10tKRJOgiDmonObCPUVkRhFLMmFpLkmO16P87YvgMbkxKKJCYnGTl7qOYwBTHrNaW93kckcVOfqDFe7K0uwkXEl1GzBAr7JIe06N+9fevUgClcCyT2GCscjl0cZPK3FzHaQM0YYLaspkYtGXVvomBb5qK/lEhYEHWti9qObNrlFusZqQlHR1sytM+/qZqCsDg69zA82MqxtKUiKTWhebWsiJe6qMtNJW9EUHNXVW6pK6mIZFVAitjSdmSFyNaFhLHfZvD4mdXT3yG8e6AIrbtbwzywqDQiUTmFVDIV7YlDSLVChplriXF4vOZYgyWlgLM2rVCmcTywQTArRjEYmnPz9wbtEISrqyysJzAp6kTmkx3pdDRKJEfX0vFM2PGQ5gerIdr5c0mP+CXpGzFkZhQ4I3JWYDcaKGxXRJFkVTXFABzZXcyKrpXcAc07McVg4nzMWbvmYwW1gYfdk2q/eV2ZHIcEFCKBqSJ7aD206OagbA4rBvO/dzGRmlS4SmwQBV3xk+UrIWFeiMKVXdQihh+F+ZPtgTiDfZ4zjlr7Ksj6/7ZyHpjrPG8JxFIMMGJak+OmgC7zbidxp77CT6as2jKApirq0AmgBCtRrNVZUhB1PDqhlORfZOb7HY7L2EbNnckZdsYZfIIbqWBqGTYjkrEH6lKb9nim/W7ibCDKeoFxxqeU2+Bs44GmlILmlxaxXCCijeCGl7QK7txUOQikrr0T5aU6zVtBpDrpsjPahGJp/zzGLRloZOiJgumPGa10l9IKevpjXLpLylGXF1VPoYZ24A6nmpgBnssbCYEitvzdTLPY+1xWR9wtZDMqopMhUrvLIrHymu2laeJrSvtoIrhb+5yKXFxOuxVneNEqDQRuybtwArv27qEeX5vmpuNdnJuLsxP29M96X6aqsCRkmafMOLVvYWatgYnkydcVmS51Rjruj2LY0jFgTPrgWKp6GwEgZTXXEddpwTA2cLEQkjhiKcvFo572449e8ntU7ltBLGlvEGVfegf4997dYRb06qyF5C1FAAqe9lXs8VNisfOWfKZITuaKQLeOELtJ6ESNMW8oUhY1G5mJO1Yf143g3/wBxGHizYobur8K7F62bXyvqnvy5X2ypFnOFkRQiyNjrhT5M11aaFN2vr4X27KjrUEDEilq6zc+gkVQ1gcEMip+I57PlLzH2uGHLMdMX4y25Y6qwLMkohepKiQbZCR/FgGgIO3qcV5HJjcjccfuKyZhRC9uaqonjmjEoNBuWMhCKhyD0PSpFMcqLcTmP7rxdrXs9MOOoqjAU2MadD77bERw7KUYSDFL4YMjhsOMyJF2PvaOYU2RUJ+FkZbOHrhN5JESsigIVxRbDWzru3mPhx9wttcMWWYVjfwFAoZiVAJ6g06sCD1/BrDmnbH5fK4e2fu3uJa2BSlO+LmJJPE1EfbD16M+/aVO0np6h7WQ3E86wk8WZNkbMWV2WXSlFwehEkNREe7QNrKQmncklRPthwlFFBUTaQYG7wUyMlxe6m8AzAXUHCCEw8z5/PPZ8TvctbuYclbIhicdTCXdUY/A+9TTqDtr066lHESzctx9jIQ9nPcIkiUAE6blJSvilD40I3eB6a86ORoQFV+ShpOlgLxhrDqGuFyITjK2DuZQBTSk5Aglot29wwcTCbe/bYXzvbG2WFr3vwr0j1ZtlvverRpvdklhgHd279hEcJHkqCakU8RTx15/6fzxw3ct1LF3kiyVxui3U7g95k6VoabqU8D468MdfHIgq8G8tPl4zy0SMHNqIt62E5NfuY4ltt0KGrm5SjC8gvh4N1xa3ScmNm5MjsXte6yCmRGDdRtISXKjKSi40VacYqinJh2vH7uXNchw/I4w8GTxkVyGsDSVbgS2kkLhrjcqiIOO/s2M0tVj2I/UZeSY69w+G5VjpnW7xmZgtVkuzGV922TwTRvJbAnfLGlYFdXojoZ2crUa/tMea6I3W0trgd8c8kpIPqdsLh452EyJFcjFsbYXyw49bqcOHWx4+W3hqF8tyFziuN32Stm2zQqm00BpWRVPQgg1Bp1HT2ak+BtFyvIMdipG+hvJgjU6E1A6j4KeOv5QtaY7ac0/1YHZOY5QSU97SHsxBm6m3krupTIhWWHHPKc7pQd7Sfhg3lmYMWX2CeYaAAjGbZ3HIF0ElgEJbsMMrdX1DtBxm1xNph6RNhUUW70+aLle/OSGLbnlaRtzuXcV6MCBrD6W3o5t6iXOSy/0lplr82c0VSEEVnI9kI1Kdvai9slFRI0DeajeLWQ3BSWVt1/VxBtgdhI8ZUsSeU5YF5wbbnfzcRXWfaEsObXVNcZ+Q2nkrpowLdfYaiNn3dZJBF1AtYQSwIoeIouOXZ9VLG3xXNrmWwrAVvo446EkJG86Bo6EneGUbasOlQ3iBrielAnt8B9Q5BzdxW3fV2IEZmaMTmNiEHlKVFQpKswr09nt/pjx+KXrNxy4//kNE/T1eH/4HRePR7Fdbm5285zSr0Rb1gPbTzHUR9LN37PsOGNW93brSlfO2u7mDXGJplfsCym/0IRReOs79ckjRYpgmsivm1ddsZvKKF0uo9XDLI6jm269hh7gWyC4KBImP1r9h1coql1Dhr05wuYpY0ZXcbjRZV7RFBWocHaaDoD1+HU3y1sMzg7jjc8YmsLt4WaPw3NBKJUO8FXXY6g9GWtKGo6a/nDjg2twxCH9YN5oevSjZiRFOZB6PrVxNQ0wsChuhf10gtzst6bUNvEmodiOnThNmSkpklQO+GS6TSwFjDtQjwOecevoLqz9FcNw28YxZS6mmoQyM1ukmQJBDVkUs8XbZUbpErRkKfNGJHaz4/OetUd5eb5LHDWlul4GUgXjCyDxxgAKY0t9phMkYrPRixFBI2obrx00NeP6s/rzK0eopBNkLWdlaJbNxg7gSgAK6kTmqTJDqu75KDUOoOLi7n4pSA4Rlk774dQzWzlxriXGz63qGcCYj14xthYAx2OOfIxRx7qgxm2ljKNv3b0YKu5ZN6kitK6879K3u/UTgF7d5d0Fzye3Vrlim4UtpQ8QCKyeePshElGyUV3Elupvno4q3nfnEc26SnyEWWFbXxvajavxGCoFAx8WNF7qiA/McioiEIOYM5liz/kZWCOKlsbYYnfNhPr4fmMbWitnZ2rcKupnUMcpLvm8QS1sSYxUH5oMhbaNi7jUg+J6WQyU93yPD4lQYRiFuG2hqhmnLR9ygAAkXslVYmRtjBQyqOvk2z2aO9eVXzb9em47WJH0d6fc22b2ZCscSAAbNRk9Y4i2fYrm1sai5NxETz6wsIcwupxmGmittMIqRtVUFcqnFiZmw+BTLQlne1xPp5ypvp7+2tcj3IBtjN7We7hZzN82J449hClSJNipVR1EuOCRvULktlDM0TchtLDbNtMnuMqWVv5lRmDSxsVYModWjjkk29xVCH0s0nlhA215qwk1yLGrw0m2jhTQ0KJHdp7MSCqpE1SCgvqVSDkXZTTnKXRyMaSnrTFjtad0Zpr7dUlU0fUls8IrEG5cMgWVJNjYjBa5vNWkzXVrk2se5GU2i1kg7y1DsxMskwK1cIgRAEJbuLSETLerj+NYPIxLEbG5yLxTUMgm78UZaKOqp2UjKu7K1e64BVV2MTInN31BbW8U8ahwQuuNVjxyiRPuK+IdlpvjGQnHDc6ML4t6/E0pIOZAwTPiGWo7QQRBwQRgczZAQwXsKF2vaYw/FNkLfnbZzBzmLkOPjBg6Ah1ljCzBgx7dACKiRWqSCtGUES+4ytvacNvcbnY93F70Il4PgAcpHt2Ay7mZyAYitK+c7TTUGsHdV6bXRHqnHWwSISY+6+p3Mp12g3b2PAMgi4RWRE5IfYqDJjUJZAE8zEWza3CuLhbp8MPuhgEcYAAQXEtcTLsTSWuWz3GOYYNVHHMomXMYDlzEbe3mikjLMqOWDhQQV8gIUu7Kx1FMpZ5HCYvPcSzG5rq0gxkkMjGMmeK6ntZo22xttTaiuKswZyrN242YJqhq4Cj4Ol28rsd/as4zm4eceX2cStmxNzNMA1FHImNlk3YzBSzhw1NmO4mG5YaYDlF4LWLxt5tyUcw+Cz5pyzFqvE197n4VkELB+LWt/FMO33RcG5F2Aw+asdRKS4+mqS28jzBd/ksUdjd82zG91teWW9ikMIjCC192S1jIMrbxMrGIFSywbRtSPcAqt7Tc8mC5omfVeLT0WR06ZyakK7aa8bBbEa6skkmrbt2F10iJ2Xc0jxa3GUrqCalSStmBC5JXKtscTrLJhJwLAYCm8y4WeDDXi4rneC5BeqUxts93ulBY+6mS0mhDbFBefuuyCm0iP5xoATruQWYveNZ/AxmNMpkbGKO3kfbtEiTwyMfORGKRo/wA9lB8AWYqpovLuxLYlHnl8qt466RzOTFdDug/dyNNhHJL+tE165Kbohlux423zH7fVWrPbFimQ3I12RLYRU2AoBpuaDioKVi5Q6KcsbCLdvhcEq53k8M0tcXIlk7AbPOaTUYVJkjfeNtSgLIwDeSg1FeYZUWnprYrMtMrb3tLJQS4iZmiFySy/R0aEM4V6qDv27ZNhPbxxznJER2rzLWvszujyw4j2F1PmWSoY17Y7railE6pJAkUNlCdZiQl2J5A3oNPl6oknjrYqCkpyGfT7pqknDC9/VMssiQEJus3dN6aQcuwML3+ebv1tgyo0hhu3twgkMe1aonc3dsgV29SCT6Bc4WO39Q4+NzNJHx+4jtGNw21hALi2jnJKABpBH3KN5hvpUdsdB7GctSd5r2f0j122QnxQjAy/p5jFoyyKnREwXTHrNbKW+kFPX09ql0p5SjLq4qHkAM7cAdTEUwAz+WNhMCRW3EOvSeU4SPj2YOHSQytEilmpt3FkVxRanaBup847qVqK0EAw+RnyMdzdSjbCk7xoKg02OyN1AFasteo8vh5vHV8rZceHs8fxf+So/rva5U00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU014A/2pr+YB/pFKaav/wAp3+Sy5af8ADTf+LrHNNNX/ppr45h2z63HwX4dHg8Hs1jYkMsqirpWgr416axSQiRWR/mtT8VNeJ+uGpu9cZc0Tbbch+MPVDGFtrW/CrDNEGjs1LrglFgN6AWu9m83XQC1VnTpotJ3rT+HXSYh1Ku4koBCw7WwZ9Tvhh2uvxi3TD8dnw15U3U8ySdyg8pQSeTaGIIJkHmqD0+b11ZyJZcnkMZfWtezjY7hAhp9L7wV82407ewL82j7yfnAastzLNH3FuzDEfJkZv1DjGfNdp6izarXF6OtDUnIyU+ZYbUzCggI0gIqKsIaufYjwS1I8kKlypi5goCdsbDBM5l8Sw2LtX1jmrbkONel3bmUSJRf6QksRhKFmqI1CE9QpJPj1AOujZy2ox93hb9N+KvI0UqCfo2jkWRXoPnsrL5fMhFTRh46ggHSnaHaDb/VvZ7dtN17jJsaWJUkKkRQ5r1Jr9ngKR5bl5r5slySDJEgyRBOuw7UbLKaRfEJGbSciKuZxQPCHDarjgVCKj7tvZ42K8y+RljMk+RFv2UYsptOypVyZFbbcGUEVDRosZXyk7jTge7344/Z8ZLkwxTPJcTUQCcV3RIIerRdslhuWQl953DpU6npBpvvny7W4s6oRAX1Rm/TxKktbV4HkKSJamCKp2g+MJDeCy83KzHJFKBBMuM+eTkeKrnOXRhfTtlZLYIWII4yXiNhkS2rS+mu7LHW2f3ve2UbpLOuwG7r81+yqhYHXqpAZ0ZQhUKd1dvO2lve8iy3IcTWH6392Z4T9IIHt4xF5ZSyl43RUKqVDRncCzqRt/XDmne82i2w22zi1HT9W541k20mJb2cMxdPcxStrlIkMTy+iqWRk0FtPVha9bTI0ix07jKPgpgFjKc3jKWYGuWD7UMLMYzzMWLy3wltx7IyGSLHh1trgKq7Y5pXmePsg1ajPRC0hpU+FRTdy7Jls+3KI/oclcwxR3cdA3d92hWGCTu9KMVDFvo6nyhmYDpmR+XtsZPvM6Zm00vrkPoetEfa2tyIVFpMV1PNZfk+u5ryc2JuRvTxkLseIbejCMUqVEzA7mllHY7jKqChkgTYvdTp0sHt4Jhgsjl8vQzXN2lultH83shBIJm7obzM+9SN8Y2laqR1B4nJ7a65Fgsbx7rFbpPNLdSVVgQe0YYxGQGIrHVmSRa1KOrABtRq0NI+YMkMDmzIaowNO7Lu/T2dD3i4IltTNBlJag76hyP4AWE1+qA2kxI0TwQGqzRHAXHTiihdQUBsUrMEoFa6tUYzODmznpavAbhyl6wnEk9A38bc98UiDKv0YAQUkG/552mq6mNtk7e29SrPnESMbGyS3CxVoZDBCse7f5ivdIJNUbt1oO546jhx8qLbdn6B6o61xee17lWdWNMWpc37DSVLcuSPFLaUlTUhYio+yI5jPNoa9TOsKbHKNWNC7XTBTxZFyIFgLKwxU4fPHga9Dzec+tueWXJIYFGEtGkLxAhTc9yIoCzVLQlJHMh2h91NhrUsfP8Ah2CPHuI5PDTs4yWSi2xnyt7sVlVgSy7VmpHGiBSsYJZpDtIIN0wJi2+T+bnGMHivZmK+tLt0UcsnSlB7eaxFWPwdK7dkRvN5sv1QmAdERHIspsvnlhWS0EsaxIgHSzVURQ0kIUqZNYcTCzLeXHJI7xe5Z2stkbO4JCMRKJBLEYVB6DtsSXYsSFKEIrdzr3kE1theN3UCtbXry3sV1DuSRZlREZJA5G5GRnSgjCrtLiXezR9m+ezrq16a8HyH8al8RZHsCOhuH2FJDgml4NRjRsMgv0L0RMN9xOF7KCW2gQHPdZsnhhGBrWMimMQsbZZZ2xvweQRJeY2TG1KzXG0R0BJbays38GgFepHwjw128Zc3VnkYchbrVrdg7H2L1FNw9oLdDT4vbrzm5IWtrtgPUEE895FXJeFfLnPlYnkRzlMSK6q6pRZcaKtTARC+QYJkunqcINZNcAYQ2NhMDDgMZ5W6+edTHIy3gtLLH5CPt5SCGRLrzK+6UyMVIKMyj6PYKIehB31epMWsEtrjMX2UxE5n4zM8TWR2GMKvaAmAWSk38bvH0o8esdI9uu41G1P27ifmM8wTaSV23rsQhvcU3Chpphx7OckPSTGlfXmO7RO1sXK0HFrVHDWH9YSGPmrnrlXGL6Pmw8SAVlYPO5/DlYRzZcTjwl2W9+Qud1F673LUoCQNtejbju6E7fAdnOq9/mMbeW1Ra2CToQaDeJgo3eNV27B5fNX/AChTVaHRpPzIQNreZXODWh7l9Pdi72RzFcOt1tS9s5Ohks1mtDzDkmNklySZHabo2qokglX2lPwM6sNIBfTy5fAAVOxWjOI1j2HBt8Qk3ELjjWQd4Jr142knQBmj7UhYbUDqGJrRSGXb0JBpt12LvIFOVcc5JZgyw8cN0VhNENyboxkgvVuyEKGvSUuD+9+brtB+TjJUM6/cswprVPCK6tqOVti8SEdu+cklbRo2ndiS4jjIE0RK9g2mbd7gi9tuBMEBDbikVLuodrFyIAOJQ9l+kBzTKZk3PNByu1t62Utv2Z7cOFMgECQpIJWXyPHs3qAhQt0YH52ovjsTEvC8hw3IySFL+6e4jl8Wt5Ddm82bAxEsTOe2wLI4QIUK7NhsBu2sbSLfLW5jhvZGMoFivMPTTYos2EGD5ykCfwlIK0LP3NWV3E7H7rxrWIi53zyACLJxVFPW4BiDZnb9piAFBeVxWkXFyqkmVZF29CACZBWh3GtQSDUD4Rqd+nPe/aZgZFG1JLtRKTQ9ym3Z0/ebSPZ4160p1odr3qJt3v1pHys4vmtJ14hXTWJGPqjPzmMxpMsjTPN2wwsPstjuCIo5crRdeusLseFmitLJeyo6BCK88jvaEwCJEXEPIU9l6Xy0Q23q1d8sySNLk8bNP2oAdq96eKSPe0ysBti7hcAxHu7QtYwSR4/wIwL6WScfwDOYMsjxNcSKB2kW67k39HLndI7xbEIm2J1cq4ouu62q5XG9u4cb71PiWjmrxraLZCNETVvWxmAzNLV9f9TtYAXGhvh7m09+2149MX/L0rPNDKm3ENmy0sM0Elp5YA6WKgdjeG2Au8fYWCMfeOQN3/rG62rH3fO3uiiGrooiiIT6HZvNXdN3VvRsbkUtMyVMTHjGPDfV8ZdavJcQKl1I7KqshDgsqzG4IACLLsb6PdX9Em9/L2kOTd0tdIrgOTWVsm3o+VdqNGAZ6fLWT0zdNdcrChxEmfXGU7azqJN2AP1vnyRd3FlZtNAwrGE0NQyzFNZ4ghZruS3ixd3x5gfq24eE2knQe57SGuEdKmS5SeTzAse5G1NrCOqGO4zFKlnirmcyNncY1z72w2r79HLXtMQWMdvLCtesJMbr5WjaSj6iCXNFuaS9NSoQhUxEGjB1xwxtAwd0H2+0/d3YBTVJqlhqTYs7FyeSR2ep8u5DJsrCWZIX1KyfiOuqAaCAaCCzzO2BuJnr5DJ2PHOQYfml6rvaca7pMQ6GYXUBtqK4J7e1pO582Td4eXxG/ZKmYtM9YLMEflNrHbrMVqLTsSREOyVHdFIAm36KgO7zEUNiYGhXbE1M5TmralMuDb48xnWjW947S6c7DTM+o/JMiTGlGhUJgPiNdiI4gqa8lM0ltFwXQFdIMMQgAoiFvOFjoYmeBYDqXOKHF7zLcNr71h1u1MEoAiMe01dSnneRXJJNX3hlBDMp26pdTHOW+Ovr1GtszimnQAMJVnjmO0EkFVjk2xptpuAU7GCsu9pL5g2rG/e3kY6ZFGkx9RUmQIT23h/bWT0Ry7HzCiM1ONQQ+cHO1YuYLtStSHguPwJ2Jgwhc+5VJEbV08wXxFCRjOA9wi+GHs2vLLHOlS9tZiWo8N5mt5IR++OzttJuqAd+0Aha1XZjYnjWbw1GifKW0cMQ6N2NksUrSE/9azmKmwlQu/552ebb33qtuCv81uHt0kZq65iQcwdWHjrWuFFeeJJTZXHEkV2siQVt5JLOI6yrLQM4NpdaGScVIDOUvdTKmLHMzBLPDuWWPB7sTkc7NITJbZRbQRDovbFuHZqmrE72k20IXbtqC+6i6eVibK8axmJcNHkLaaV5n8rA7xGigdQOgjMlRXq+wqNu5oL1q0d31imGeae1XozdSrvbeGcZeniKk9r7MzAstVvqc4sRqxs4GZITmVtOW2rpJFkJTSDUSismo6tmtDmsighFNxBsbFjXIMBLlvS5eB20jQX5EytNsVqd27a5qIy4VtqnZTuDdTd5SSBKPreI+pltzYozY21S1Xsk0MhtYEhr3B5k7pSp8jdutFMlKnSGlystvG1rlyuV5JVtc2pu7yrkw6wWUVDkKTnpr1sBEjsjtGieUmm63zeIWA/IwVH02koJSInQ2e68G4plcA8QFHAbMcL0jJZ9Z+eS8wt7ctaZC3Ed7bbwCxihWGB1nZGKtEAZFCRBWbyyq4AYwmLGi54jlOH5Dciz3CTWtyCCYmE5uGUwA/SI70RtzhtoDIUPl1aVhab7Rr25Mg8yCeUaACU/NbWc/rRrDrVGstvtyw+gopxYDfrgd8n7KObX9lPo25pCe+ARDLzdG2RRroJW+QYK0aNCWCiFrafVGHylvYN3c3l2tu/MRs2pbvIyoELMjbjJXcojNfKajqOxcSTZS6xtpeE2+Bxck8oVQshmkmSNQx+Y8fb7YXbvZWB3GlSuu+5Qeo+y+mOpgOs2zqNBIgrTdskLrZccJyu/JKTnanyvK8lSqtFnElPuCYWMNEw2hXwCnA4lxVoNTwBzMZZE+OJe+3d2lpe4CzxF1V+wrh6gjfukMinyt0+cQQCR+HrQYriW8uefZrmCjtxZF7Vo0BB7JggWFwG8X3bFfcUSm7YFIXe1SI95b+/OuepE1ctWBHLqstapv89KbQhzYiRHxLSXO+vcHzyvrS68Wyf11JRI8mLO7zjOz1WgW8oDSazySpaxO5soUDCEAz0czYpyzjlngOSlh2ImS4lAU+9gGsbduPtmBlH0bbJCpG1gAwIPVtr63wfN7nneEty8tw8MiWrSUWGWNBGSszBt8ZIWUK8e4FWj3FWqPaDWTXZl6ra6wxrawBFA6zYSjVpRq3j6rmD53U09oo5RIBVFfMtiEVzVlW5TtzWQWAYWQ4ud8cMcb2xtKM7lpc1mZcwybCzfRx1B2LtCKu6g3UUAVIqaV8dRLDYM43EjHXcpnuHdnml27N7s7OW2Kx29TTaD4DXmNrlpruvHHNl213bf7U1hLQZs6yoyjQuns3YWVHNK7MQoPQl9IaDoMNJb1TZTRXFSQBTJURRSw3GVCb9hBbAnlbssLjcDjFumH4xkMJcsWury4ilVtoohijdClAxBBMgbfUEbabOtR0ORwzZXN4fJWnlixyXEbg0+kWcqd1T8wrtpsCvvrXetBXroN033SYXNZ243bkVrawk4M2aYkcxsXTmbsFKboldnIkJN1cRmg5jLSWdVGU0llUfwoxTNRS8HIWCb9sxbBHlbssLjx3IJFj/S/kGDyRY3OSvLC4LUFIzAxjKEKxDBhJuDClNtCnm3DNmbd8zzHi2TtHZbfCRX8NCq/TC72tuqW3RGNkptpLv3V3pt2t5H8tTWzdTebkfwFp23i+vUKapTBd+tyU9gCUySI9tlDkPAbAyYuPhrsnX8/re3IubDveisn5IOKodkRYKJ6MYHPWJmDWQRQL0DkVp9YcixWQ5MoNtbrIZrfxMzNGva+liKGExyrHIdu8NTYykV1QXEOE5XyS442zS5F5YlTwRYmZAsvWUN3AyNKCpWPa38WzKqnXre5uWPLL/5kUczktDxUx9KYU1hasBtiNWs+He7JLmLNhyO1ZfY6XJbYWYyazXYEetl/IhcwMSIuRzirWKCSwNdmVPHCYWnjchdQZzO8ryP02ay3Y2IBtEZiEwkbuK1CziQbQYxtp84+2P3nG7WHiOD4Bg1MOCxsty7yE16SCJo4+0+52CvGfN3RUGjJ4bYuL6G8wszEPN8Yp5iabFl3mKuV8OKNDBfamaziUx85Kg5ka7rJZ9Gc9IyRq/o02mlm4i2ZAA1ZTPD4pWeJIK11W/BNjPccBsuIXTf063kmeSag8/cuDMi9sHauwHZUP56byATt16HaZWCx9SLTnFrGXtbJbfZETt3mGJY2bf5yvcILFSjBK0XcOuumgjlo7yanK2p0+6746vtqdW5BzF1g3xgo/NMr/F52kYEOscoxIam9tSeW12wczR2BZKUhgg4CG2AaDESFMZLzUBAiOBg/Kb/ACa5HluTv70ueK5hkZoQqF7HsoyoqzHbNcrIWNRuiVaAbPBx5jZ8aew4xa2iu0nLMMJRYXAFElW6lDzpJAZe1HtRVRZHWZ6bmA3HbrR3jynN7gYb5susLIXdVXMyeYxK81TI39lX/I0no03oHrGaiPk1obkaMUuAHchKzVaLgThEMo4Cj0FyTUAfM4VQu8ZWIYRyGCV+OYPCMOw2ISdZaUZb0yzmUSU6e7yrWjsrSCXavlTqT6NLewpzW95XbLI0OQt4I+ySAlr2LdoNsZNS0MhaqxbVMVXLSOT19Swg+ZexmXFqNHUI6KuHAlFYKA9mS6tpJ2Y5VjSMjKp4olKDNklA00fXrRYKs1O55CEDbRZZ9MPAjYYmToI2GQG9yTfn8nk7pSYkvpI3jagPaK9ZAVqC9TQKTsoAenUUhvDsO3G8BjMTLI0j2XdEooqd5WcmMr1ftMASW6yAkr18rV850PkkymkcuuKIOBnliE9zIf2zD5g7Lksox3DnAyHtJaTXFJhlgl2YG6CDoEgoyUdRxsZDYDFz2RXPzvchiY/e22S5ubmxyGEvuPsexhILqARkKpvI7pJEIkdg4g2dwlggfeFCggndraxtkJ25N9o1/ofKxaC4iXzi2NoYdjRkFe8zdlShpEY93Ukgk2kN6abYbP7b6xbSbko2u0ao+k6HJavCkLwBLUgzUUkmaJZbNmcsSFJcoyJAOv6gxmqy26RDCRm+lt9aGMHzoh00pdUqETHx2MUGIvMnnbSMzZe6WJbcElfdgAUuBuJMcxnjNDvjHa27ojU9L8hay5bAxcSvq/Vbyh7mbyHudp1ktwIxRl7brWqSqZN22Tpqui7ylJ12Nj+Diexg0MxDIkM72bNzuYMwlKjxmdGfWre5UhyY/thIBVlt+a/QifIjvFHkUJtGccUwYuZLowSjgZKij2KFehi7xMNybE8jsgDJYpeCWNlqGe4jZYnV99VKMaMApBj3oNpcSJ0OV3F9ybE53CkJHbZSHHxxsQH7XuYiEnlBj7gkEbMocgJIU3CWONo5rb6hasbWQ9vtzBp8ktvQGmwXt464wd7HDYE4yU9pFbClDEaIENonpQwnNrxH7QJiSS20q6wpCpzlNeYzgAKYFgqg385BcfEwLb8OiwE9Y7yNnIoAwo8ocioagoK06mtR835ow5eIXWftMpZkmCFHV93QsWQqG6sdtG6UXdUdW1Ku88RbWSi6NUlHXNjQE7UuEZ6TpyeYk0TzIUPKRvJAZzxZaY12sQZOtE8lVOyoA/zRwc8cMp3dM04MDAuZsayGK221tu5Rb5a8LCwgSVQAASTJBJFX5ykbWkDAUO6m2qg11ddq445dYu1qb2dUAbp5THPHMPE083bKH/JDbhuPl1ELB5dzmgrercjdyKlBsL4M6x+1HFHECuR3OBoMknsyI2DDRll8OZeIMh93ZxWRW+yWeTutpyQtqBfHNXzun5drjgZvsxc4fh1/xjGHrdTwvE3T6NFZ2mjo1Q/cL7wWYFdtF8emLKWkOY5Hh89dM8TWME8dwAu/ul40S3I8ybO0FCnaDuBq3Xx84ceVpzIzXLI2i0TNoOkya+J92GespIkggbOTmtNRqteUJ3XJ9cHnFFz0ub6utOBlKoKYikiWAhYuuAGjJ0Q6l5FQiRzZO9PsqLRzDJx20uIC+1X3iZ3aoRmAWokdCtXp84NU+XWSx/8AU/JuRXNZVzktvJHD0XttBCIgO4pq1GVHDFEqfIVKirXCmfl+bSFn9y7jcFEIJkNvanTE/Z9nOR5tmt/RlJ82ShLzEklgSUuEmoydcJebuBo6akUVfLCjrZUAPu4aICVKEwgTYW5i7q3xnMBl7eDtYS3trmG3iDs21buFo5PM5Zztc7yGqGNQvbU11o5LEXWS9M77iNzMz53Iy2jyz7Ix1srgTR+RSqHuKO2dpQIPMRKfKN5161W3TifmH8wjbdyMrWQ5He0zBh1uRYhIOxEoHnmRWNaW+/GvH3rCIKWqaQit5MlMo9u9rAyaoLYrUFK93Lgr+IneMOHgbdsFwQ8eQGTJxsxRuihi8jMa1JChA5NatuIptFdSLOf725Bib1CyY+ySdJeikkP5lYCoIYOAAo3V8WZdtDQtk8njdUPRuOIfc7p1oj7ZbVDeU9vNrE5GlJEmSbEL3dCrJ0jyOpR1MJxbgCLHqyWweT5LNIg5xHILpnK4IZ/APG3WIX7GBvJeN3/FL+3/AKTcYXH5CzuoyAhvIr1HVir7mFuwV6EBZQQvQhmDpzeR20XJJ+cw5ZaYHlQx7QRt19wmsRDskDoUkuayRFxUwFDMwUkJ546j07zHXZzXOaYhRxCmlzLnR3aqaYtxTPOTbOcXhHUXhGm/NpJnPZtGE7ShnOSYlIOxs2aUEI4AyAQMywIICsYsPmKWi2LwWNyvA8rx2OR4+P3F5aNPIFJZCu5lVVZwzF1DBWDBUIBZW6A9DNXq4zkvGs5PF3szZxX5tYt4Anbyliz7SkSRtt3BkcyKWCUY6sAq8kyVkcpyvta4yfrBQNTdGY9l1tTNKQzseCVsBN5ieWqqoExNhqxSnMQ40mKiSEKZM4GFu8gDKJAk4DeBUrYcgWNGp1b5gTeoq81yMO60s0cWtuW3qWkthCHklqJPI9JWG0b2oFMYPljGWwdzeemWT4Rbzf72zcsBurkRiMRpBeG5EcUXcIJ7Z7CvvBUfSP3W8bex9rBulG3ME232nRIx1QMRPLWvMUQzELTL7HSg3XSVP67Wlc3HQryRCenyg2WU35BMSSEVUsUs+u5tUuRuIWDWr52AwiljDex8PvcJdmuRup4JA1FoBCWXaQDt8yOWrWoI20Nd2pJk4IshyDE5GN2FhYLcK/lqzGYKwbq6nyuqr++3A7iV27TR9F5Vu/JLkoTHy0jxTUf1xyGuyiho7xL7ATEPGBRhyvLzqms86VBTE1MKu7B3tlXc/mYNBDSBCagXL2P3VyuYncA8N/j5XgwdtaSGmMEwlO1fpBI4daVbp1qDSvw/ANbq3TT8/wCQ8xvFJts17uY4a/xRitDasO4KM4NBJUxpQ+ShHn1ZFQ0j3rQt3te992k29UX27WzpQo6pvyCZJnaU0hqQs7BJBJuf1swFLSTq46VJ75OhCyFILZBQajLNjglggbH8wRr2LSc3Vr9YZ+RFKDNy2sguRTfCLdCHiaL/AK6JmYkDdEVkHcB6ldRu2x8sPE+P46cSG+wMt43aUqiXfvJASRyGYRTIoUbx3VEW5NpYlms7ysdUdgdNYik+GJzxh9ZLCz5NsoMKRYtejnWVOQkaZZgkSTRjsgMdwRSwycauVEJugmTuTT1l1Fh7hiXxNhYBh4ia++FsBh8aAVucZbSQsD1B3SySKwNT7HpTr80GvmIXbkt5ZebZ3kQr7llZLZ0U7RsMMAhdfKatUqH3EJ5mZaEKGaGt/dSt4Zz3Y0R2KgFk6qrMf6SueVH1YhMOyUtRe8JMWJei89Gqi3bJbK1CmpGZaW1LCBHgFK6iqiqV75AZEidsbDZ8rBwnHckuc5dgtFLEUVOg27oe1u3Bqk1820qB0pXrro5SMX/GpePQuUaaSJ2eladqTeAFPju8K1FPgOvUOaocb2xUGSjBsllswGvNEYPCL32USDtxBw0V+Nk+13BikqWZcmJYyCTUxrljFwQ8rZ9XO+GN7dW2tn8WctZy21rN2p/+pl21MfUFjsLAEkCnmJoeoOtrj+Qu8Rf22WK0uImBkQEfSU6U3AGgIr4DwahGvDFU5aXMIlTRZjcqabH1q3jq83CMfRM89smC7ZNG2HkPXCHVlJUmg3E/WFzQ/wCrqO5UeqE0EdFVl0SU3IRTLZHFEuQNi5glcO9cy22f5Dj+RckiLi2MrXEG4gXbuhVG70RjNsEfbMdqybmUoaK1RybCCXjS5CLjhKrdIFtiFjHuXT6Q7JBItzvBZFRhGihgw27QpsWp6JbP6yb1SVt/osDry/I/2WjaLmXsVrbsBIUkQiASd8DM4ZhRRJ0UzAwIm2JzKDCM81ZOV0M40gwRsS1jFjogo2HdMMN5fPHkrC/rNFeywvDKNiG2EXzoygWsyP5vMSjq+w7igKmlxica1px42SvBdYBbxdoJdbkXoBdjuYdmRHVCCGdGTcpRW2uuZk0u3PE23135j0BKOtpLZ5vwYr637N69SG8pMS4KkeHnC7sJITkZgz6gxm6nugPWKHbjmARXzUcZhOcEbIcdNRg8fN2Vlu9xj8lkFtGebj+VNs0kZ2IYpLWN1STd5mfczkUUpROh3dCM00bZDA4/G3v0eSxM9zJazUDk+9mNZYytQEXYlabmBcghfLUfl311U5hG8MZapNQmHrBr274821j/AGFkZ3tObZPks5ESHFKqIVbRaH7L+sjHJzk+VlNVjyxc0uFo/T0Y/gWT7l1QLAVREwpYWp5LjstcOxxloZWlTb1mZomWNejgoEkIO5d26nVaeXWe4vLyDB5KztI9+Su4Uih8wUIO4hkckqytRA1FI827oysBrtSOj+xUbcwfV6ZYcYWvJfVHW7Vp+6uJ5ZxT3JqZNCgjyKuxW7TrzyZxfW11thRWEFYjO5cQM48RDK/ko5qBk4VHxyLDbljkbw3/ACDIX6bpcwloIl3D6H3ctuO7qX7gYUVgnbUAAtU05SYe2seL4LjNgzEYm7uJnk20EizBQEoXJUptLGQFi7E7gvzjCmtnLZ25iwtvvNElY6+OjYHY6VZ7e2v8Lo0ySKLBMQpWxhBkkZGPrs0qGuZB6H3yvFmeRLDnQI+FwAT0UAqV7HFTURLcG4sJrf07HC8bIfrCRpGmuNgG3dcNKgEbSFXCo22m5dxAJAIqe3FKs3qbaczvoz9VYtIlgi3AmakSrKS4CvCXdfaJNik7SQSNei/LRgmatX9ItdNcJ7ToxKv+BYvZ8SDqMRv50SEzXOksRAIICa6S6q8YviRdST66ESuOOmZpg4ZHLKweJ01biJUxzd/b5S+99gQx1UAoTXaQoX51Burt3eApWlOlTwsRY3Fl7xHP1V5iyt0FQzM22gJptLba183zqD5orY5NNdooA32nfdfTQrAUnoO3rDjFC2IgjYCT5JguyXJMHIRpoR3K0bSuwYe2PCMAKrIUxU1ab5tpEuuMVAOBqeV88i4ccsoZbTCX3GgCbK5lSSCUbf6NQfTIUILTrOSzVLq8b7dpKgg9vMizy0uJv33rksYJ0IB3LcJMBTx2iF4dqhSNyuoIZQx3a3fSHSSU9NId2YdhlUjuZNv9rJlkbaSUQMlZeiiELS++SJIukxW13UVaElPRCiVkp6WVSS66Zb6osncQxlMVODEM2IAa2cxsM/EYeJYcdu1i3bpKVLs8/ed9jsaVNPIJCop0IBoMQluchyS45LlDtLrCkMI2nspBCIgodadzfSpZ1DCvtPj+Xk7aibEaOaQxzq1seFDY7piZQd5BDcUKSI9ZBbjsbzoeTjfwaqp2fMPw6qNVZJKLtMJ+RAMFWAzBJhmrHMcjGRUvKsnfx5H3aZarPGrBwQKElVG4GvtIJIoKVpU6179JsjyvMZ+Ty2+TNqQnQ9v3eBIT5hQvvKb6lUpuK0O3c16dgykuKMSu5Ng5nxy95IVU+yUioMryc5YiZAhdTFCKKxtUe7RiWcF4gOnpYoo5cEJum8TY4eAGYpbAS5gODckw82ews+EVu3HdKA0lA3b2MrA7dy791KdGFPHr4Hu4W+jxeatsvIpd7WZZFWtN9D1XdQ7ent2t/B15s6HaJbCRpyur8uPajCI2zkkQI69dk2S9eJcfskXcjbfDcciKsvQci94QgpRYTgTM3Dl3UiXHWsMuzsJc6Fl+btI+bgcriaaGsN+UVR+/27URCeu1TULWhAp4DXA4nFPxjLG6P09p7y09KBKl5GkK18x8tdu78e3VezfLm3ylrUuAOXPOZ3UhD15hpbgZBeGz8bSHMLgneUol1cd7cc8dBNXXZahlkMqCZWkgCPEAutLIcnPAk3chFHMiSP8AalsQOwmVjfmuN55dRL9a4xrh44z5laS5gMLkt0VQNxb+LavzF2/O1zGwcVtgczxy1aU2eZgWFmV2i7SLIJOqhy0wNNoXegr9ITuULr01yjrdo1vesvdSmSNDnL0O64lWwnwPm2ClpTK7G2edjR97CuLBnAHxGeYY9rlr2zcowWQ+Vg8UgPLC58SOiys7/B5jEZtGmuLyaBrSQHaIY0qZUZFI7oZtpBbawIFG2hlft5Bp1u8NeYNnt7izab3o+VhNu/iqb+sbJ080Zp5TuVi4ZPLBvcr/AHhh3T6ZOVvCT31vx0zkpflFpMXYp5O+UL7HwvrTObhVHM/YsD1+Lxcrx9Kz+bODtXUhDdBiTG6TzLGypodGxuTyJGMl8jciix1tyQ7orIN32AA97ILGFiI9nYaMFUbaXRwNxU1Ka2GupMJyO95hxJTDmbowvFGSjJbzIArlTMHEsbhS6owWSNjtWXoH1ejd7T+Xnhy3HfoNpu14hHJvGAFTWFNVJ1l58xskR1HhmOTzJSHYUNMiD5wVn84Ea4ZTHJKGARATYdxRLqIWWOIQjk8t/wAmzTZW7bbJNcCaUgLQsrq46ArtBKkeXw6VBGtHheOseF4mHF2IZ4rdJFQEtUiXubmZmZ23BnLHcW3EmpGt0asYbxo3LxVYYa6jBcD7ltSDjUaQ692o+nBOcRI70brQBQGE+VhUf0Ax4o4gHFErgYPER2crgJ1sujBVxxuGJt8tu7rM5afN4ukV3eXPdlU7WoO5UpuYAGsdV3BVIJrToDrS9P8AEWvF8dbYLLhrnHWcTIrgbC+5WO4Irkrscg0Lnd8XTUCbaQ3zb5H0mgiDIYdulTy2BWmc2UHdaRp9dM5x1Hb+83NtJKvtuxsh68MBPdwSNKy/keDUDwCg0xSKRjkAVJ45n+smYc6llkeTNPjIXg4kAdsDPuZiVIH0n8YoViSASSSqhmddxfoceW4t+OyxZ15JeRuw7cg7YES90t1Cp23btBYq7FB3PJtR9oXStZNQOZDJLf2YiHmdLGkSZrlLWszX1ojSFOX4bmdAYbBbQRKTUB6qpVvTM0S5psris1XqmkSg6cojlAC6GTCwJA4g9YTBnrSLOcevMe8rpnrqWFkuSN5jEbFmHaqsbM5C+Y9VpU18Dbhpr/jWcw19x8LBYYp5z2wFIk7oTaCzFnCJRvJShDlaAE6iHDlmbzyfqbA3LQ2DeOs5rUaHnFFKQ+9g2K65RPT5sHCOu7yQ3XFMendfVuNUZjQs53YWZLfJuZdCkp6BYdxNCFCOXfccSncOUXIc0sudZaN/rOyW5Pa3ArPJPGYgzuipsRQxkdUQF3O1XjHm1y5MOmIw+RwPEgtva5F0MbsgdbIB1lmZY3YGWR2XbCdyRRA1aF0AiNoHVpntHAW80/bo6VFIAkclt9G0at2fYT2HkyRoQT0OVoPRh2hGMwR7IkcwzsHdQTVBgqgyUutgw2k3IcwVAPBLHHLMrhwbb3+1w95g0asM8qvDJtX6AAt3EKnrKsgI6llZCoIJBoO9kbeyycuJvJ1Zb3FidTQmkyzhPZ1EUiFRRgHRl8pQEbjXc5ycJUT9O201WvNzLO7oIO95TmhON8uBtORKgyT9sQnopvVRj9db6M4FR2taDVckcCboJsHNUVk0mVBVLFTJ3C5bLb3jG5LAz4UbsZx+C8t40KhXnivY5kkJd95ikHvEhLgOxH0Yanm1zbO3lyi5+85MCMhyGO0EgWhFqbFoPd9gQosqbLaMbF7IqSxBNVNqGRqjtFL+8sK7l7Uo+vsNkdX4ll2O4hibXiUpHnlTezmnsVrFX49ZQl6QIX1rxTmq3W4xyJVFahJpH7iKRkwpDq9uzLk7Zcb7ri3y11Coa9y3u4etQUFtuIAarBt27wogWngxNRdPbNPj8dhiHFtjpZ5Q287GadUHSGvlI2UMlWZq7aKqismzpEe1ro3j1emaOWHr+swXDTRlBpvJWec9yEzpXMWms0wCjmUGtGyLrO/GgqXYqTHgJgiEbeCd58MnswBc0vAvYyY5uMtBDmrrIXrHtyKojAAO2ijcahgTuIoQw6DzKT4ay5fvTYUWFgu+TeCw8qg7W6dTXwHm6eLeXp87VftxOVkemnfLT3e+Enmjx29Ysf7UTtom4pmVQkhTvCzLDW19imcyKamLJFQlmMXqZwDRzJgMjcdFUzZUZQwBLFSwmXjUQ43lZpIxvw1xFIrRVpsbtOsbBySxo5UsPaFAqACDbye1bkfG48RI+3I20qvBLtDU+kRpVK7lXawUkVqFZmYAsQV9mL443t1b26P7vD5eNZFQIAsfSnh7aV+PxrrcZQwKsKg/n1qj4MvQk0HIajtvtl1PosjHx2i23o7lVgtJbXwy+eSYmON6obLkhYayObN2xwHPFkBYGLh3vngUHvbqXSNKKGIVf2+H+Hppsjkqko+i/wCX4RqiOt+nD7bk8STu1s+7GnJG2cksFEi5spDFKKiRD2tcMJhkN0ZQRFSir4elL7BVX6JmouN8LBFNUHSaLlRgkVDKFwUoK/s2tjhJ8Zi1LXN6Va7mI2vcvFv7NV3MsUcKyMscUbUJZpHLO1V0J47zJ5NLrJPtxdow9ytxSkBYATSO6lTPLMQNzSiiIFiiRFVjJSPWvRvfSK4a5qLWejN1Ks994Z1mCfIqINjZeX1lqoKnObDasauBlyG5lXTptq6QRY6U0g1EmrJqOq5rQ5nIoIQTcQbGxo1yTCS5z0y+w1vKYMi4kVptgcL3Lo3FRGXCttWibe4u751VNRqUR5KBPUm15mUdsbZi3pFUAy+7wrHTeCSncYFidrdutB3AATuULap80iEtMuW9rpF8ra0Qy79X3/DbI2kGRlddmRnzdqvHTcxb7oIMdXfmvjScDbfrv7qCNgmhkEi5PPLqhuS2IeXePTsryC0zXOouRZKFjx2S2kSe2VgGEohEcEiz7Vbo6hiAu0Ho6SKOsGjsJ7PieXxNnvXkk9wr2V0NlIw0jPMGiYsjABqUfq4WitEzFl9w8cb28P8A9Hh/w1E4xKEUOevWvh+LUhI6k/DrnWbTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTXgD/AGpr+YB/pFKaav8A8p3+Sy5af8ADTf8Ai6xzTTV/6aaU00pppTTSmmlNNKaaU00ppr55YW4X4W8n93TeqbatuPiPD8GrHUMpqKk61JCYTHbC67nS3Ge10BzSCppi0/XEioKWlrr4WEZBTWojKzwVyJUA+5VJJa6MTTSo50QcUuQKAlw8sQg8MMcFvGtvbraQ1S3StEqTSpLHqST1Jrq9y0zLJMd0iCgP4Pi1xfcesSUGwpMiS2U05CZS1cndZZ74bqS7WurXTVAorpt1NvrxQ+kn7p6snlzQHag59iZADEw4Z4Y5WqY07qTEeeMnaa/Nr4/HX8Phq0ruBQ9UYdR8Pya27ALDDG1rY9Hu+O/t+zWUe1iasfE/D+LVscaRqFQUUeA+Cvjr61drJpTTSqAUFBp46jCWIYiKeWWoRtOMVxxM0crIyeYWWBKzJbMiMhXMJB8sqpJhTabvTVhBUBktUJhGS+QxfPIEcLATC+OeNr213toZJY5XWrxElDUjbUUPgetR8NdVVnTdsYgOAGH+UAagH4j1+PX0iqH4ngtkpUZwnGMfw9G7fyP5IEfRcz26wGOh5LCmeW1bJHabUT0lAS7qa0pGDZnsC4fbmhxBc+sJnllfbknnuCrTyNKyeBPiB8Hxfg1qw20MEkksSbXkILGvziBT4elPDpqSuFrXvfy/3qsp7NbFBWvtOs1XVdKaaU00pppTTSmmlNNKaaU00pppTTSmmtSezGZklNJxsGRGk2n4xXgkH267WW80JLc7UdLfVC+ZNUQ3E3VssdR1tHUigmQY5YyCKCMHlfHPG9r3tWtcwR3MfamXdHUGgYqaggggggggioodXJJJEd0TFH+Efn/KOmtDhPXWANam4pMzXSDYfgNnLC4O5lRpQrGrNi1sKTkNEE9LNOE+32OjIaSbWzKYkFC4hsQHIfMAsCHfO+AeFrbjz3EiCOSRnjToqnwUfAP+Xs1qrbxLO06rSVgAWqeo+L8B/d1NNWa2NKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaa43tbK1Y3QMpBFVPiPh01Whnabaix9LivsAwdXddmTPDkPOVScc1tCFY4bUtuFQd5gQ47Dy7IyO3CTwWTjmODZiqAhk4JmcEzyzGvnle96ra/0GBrS1Jit3+coNQ1Du61J9vX4+vjrDcKcjNHdXpMs0J8rEsNtF2jp4NRfKtR5VPTVmav1m0pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTXgD/AGpr+YB/pFKaav8A8p3+Sy5af8ADTf8Ai6xzTTV/6aaU00pppTTSmmlNNKaaU00pppTTSqAACg00pT26aVX49NKaaU00pppVKe3TWOHR09Pt2qums000pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00qh+KumlV00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSqEVFNNKUp0HhppVdNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU014A/2pr+YB/pFKaav/ynf5LLlp/wANN/4usc001f+mmlNNKaaU00ppqsW3uy5XUGBH/sOsxDLEys+LUBbeb/AEGGcorzeTeYbWQlRyOt7ZEJclGJURWSW2kpGYg5UgoGlca+eFipMx7/AKnNvslFj3iMwHackFuvlpT2AEmtfxe3p1G9j8dcZS4Fpa0Ny1Nikgbz40BNFB6dKsK+A81Aa+L3MVLomvbAnQrp/t88XNJLFdcrtnWGPECBn5ssaiZmeYc1yQyzZa0/qccLZEMq8ELMujpTqUHSczXChYBLEN2Mli+/kYbnGZwYGYB7tGZZzWgt2UdAfZJuPSsbMF8evs5GFuUzuObMWVPq7aDGxqO9UkGisqsu0j98BWnt8u70ERFbzwkJipcmcTrqJMA5Ygog9goEu3DsJcqdL49bu5wDrdQXDjfqZ2vbjfhxrLcxe7TyQsysIyBuHUGvtA+D4Ph8da+Mv0yNlDebDGZQaIepFCR1NB8H+DXcY52vx48LeDx+X3KxqPxg+34fxa6ANSV/fDxHwfj1z48b3t5KqGBNB4jVdcb5cL8PD5fL7FW1Aah6V8Pw/JTVK1NB7PH8Gs2zxv4L/h6Kur4/g0DAgEeB0vla1UJrSnidCQoqfAacbXve34f7vHVDUHp4fufLXVdUykfbR3Nt5uFnxHp7s9tGG0DYCO8HZCylqw02e13WMmpy1domFLZzZvXc+5lUsjK5Qc0O3iq0mkxB7lRzQZ4EwUBwQPLeKJYqR2b/ADJaht1GKt9H84bSCPMBXptr1pVgIztLVuQPNFQgpVQyHdTawcGo2kkfvqeUm2yQZUzSUmmVsgVS1YdPKiqqcRUclYmQURAMcjpQmqCJ6WIpFSpm+WAY+RUvkNha2dwg736ltyZUjmaKI70B8p8Nw+Gh8PhodatvO8sCXEqdtj4rUHb+MeNddrbO1+FvH0W4f3WrCrgge1T4H4fh6ezWwCT0p5h4/g1y42438tvH5ONXVJNB/wCzVfZqBtiNhWJrVGZ6SnyCvq4eS21ma0ma0E4NXfEjyO/3Gls2Oo1YyUbNJqccdj5d62TTymZ44QSydxsjSicIp4Bo4Bri57l3b2FuN99dCTtpULu7KGSTzPRF2oCfMVrTpU6DZtkklftW8IUyybWcRh2CIzBAzEF2UHarUr11FcabrsOQGfLastMCVopkuC1lHbsr66SAktFSm9rLzvKFFCNE4inxU9JMj59l5cIKhPJtH2w4ltLUDRgRPzNAqhBUIkdq4jnis4by1HfjuN2wA7K7DR+rAfN/CAD7Cda8VwsuQmxspWOWHYSdwfyyCoYhK7eniOrDwIHTXX6+bysmb3XPUcu+Lpc1jlnW0RmHpSi3YPGKgnAmMqQ2madzJk5KdULSnM8UL8eOAqjqxTE8TcY4pVRQ1AqbBLCAWtnpXd7ZWOFbkVzMPquMgSsFf6EkhQCNm5t7MKbQaDqaUNLmeZMpb4p4/wCkXu73YBgxn2CsgAHzDHVfn9G3ALVqqNe1/wCYbGM+vVjNQOM5pihLmxoLUjauyBL6EyEJmbVR23gyp9WdkQhtd/vB4t4cu2FZNXg2+/khlO42gqPfiySMCQV8k7qLY3qQXL3SCK7tNvfiDB+1vJ2VdfI24CvkZitdrBSNYbu8gtZrdA6yW9xu2uKjqqgkBCN56nbuIC1rQkUr+Jr8x6IXRKCO0LMGXkSJXhK7qgOMtsF1JYwGusoTwyzysiLsUtM6Rf6hLyYpiOlqLiOlrjgaCI0XEsIopNHVz5g8jhqerjC2Tt0mjoksgcola90R7t5DAUXZsYkPtJA8u6utnNVwO974r2oO1369Gt+9tWGopWTuM6r9Hu7ZcBqddv65T5hDDh6Xo+YLxhmewovkWZ29rsm7UkUONzWviNN7rzVUtvMFexyk4GcS2Co9E8Fs4r5dkGmmG5T4CcIqhj2MWLsTvy19HZQmNLidZmt0JJa4EEbSz0oNqNGqMQsjK0m3yBqpWzIyNjbK5yLgva2Ucb3NA1YEldI43KhSXUmRCxTcI0JZyFVtvYz/AL9MGB384GAXiicZnMxkwEeXNh12Fm4zXAja2xI4lBaJoT9kwm534zna6/OpForyiC3GClvV55pqGYG8zcDKbY/qWV9b3olm3iPHxkAzGpAJFaFAO51oRUKQOhNB110Wx960UJtlV725LCCIsEMxQDfR2GxdtRTew3sQi1NadjL+9EfsE5FSBFMeyhts/ZlY7hlhix1rXnFikuqcMNUBu3XJhEc8wShD0VlmMEovJFIkes4vOi4aVgbJRI/gCcEK7M3egyF3jp17cmPaNbssf9XMwYxAqAWlMhUrSIPs2kvQVGuNiMlYZ3G2uXxU4eyvxJ7qSjqtx2iolCsygR9vcrEy7AVIIrVa/Bz7+wmTh2DpfjBNfewQ+zS2C29fYriVJQyMpyk4gUdbcjpRAEuYHHE7Wjo9GzYaaybdFnmrtoNBGSR081mGr5l08xkv458flkw0yFrxgSRULQBd9evQ+UFqVr7KVIGsuPuEyOMly6sFsICA7AFwCzhFWqjqS52+UMPbu2iuvyfSGwXjryrT+YTpAKnUF/koRWoHGb6fnPiXsqpvBMjtM1oMtUutmGt61FR/rJNOKmcFvNomSZwBcDW8m0KGt5Wzlo5LO2tCtxc5BZjbAVjEwg3GajSBQnaCSV7mypQha6thvIHvb/H3TrDPizB70RWVYRcCNoCxjVgyyrLGVMe8gSKDQka3uGNv2VLiFLIqsw5WiGSYHN90mWApAbaQ5ZqYdzjeu8GwcCQILckxtmR0p/tHLA8gG2YruUsqC3GTQ87LJFRTSdb7t2OMGVkbuWJB8wDDwbb80qH+dQfN/CKjrq6G5EuXOGO1bw7dlWWjblLVZvmJQDruYU9tOmuGne48a7txguyzF7Zk1qNtClKUYmNI8vMwzHj4DcUTPdbYTjMKLIUTJhfbJc0sIAogBNXBILJcLK2B8iSNYilg8zQTR2djfvt7WQheSLawYbUkeM9R0J3Rt/gqNa65JPrfIYcgrc41oVkJ3CpmjEi9NvTysPCv4aatza9r9NYFYNQjwP8Ag10T01mr9NKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU014A/2pr+YB/pFKaav/ynf5LLlp/wANN/4usc001f+mmlNNKaaU00ppqgnNRFCB5aHMFEGEDBDx0q2hxvmLniHhbISFHoGHa+WV7Y2vnnnbG3lvfhUV5VuGMArRC1DQV6kgKKePUmnTUk4jE03JbJIv43vCn4KVJPxACp+AddeVuhz7cunk+wW0tt5FcctNTdfXmEm9pRtTIwTXQ7MxfaUbIKg4dCVtHYDcZkaNdxKxsQw6mmqlkNJPv0LAYgomVRTRCN7+hXarJms/xtonHLLG4jM/mJTIBUlcyKo+itmtmLAqCVeOTuBzscDyoX+KmxGK53aOo4o4kjWJ+j2Tyy9sN3NiyXS3RCJRkVomjA27WDa2uTHap7QbL8ziKpc2GnPWV2adN5iLesBeLNhpPgJPaUVOOBUF9n9o3O02Y6WMydhEIeZQ1Ugbye4DnaqaXbuKXiVKXHU81Ly/K5XLYz07yHNrFAeQ2ksdY2UMkf0yqitIw7Te8RCQsoAdVU0IajD0CJcfeeonH+FXao2IyvcDvv803kTuUjWksZtHZdriRVdmBKkKVMjxKhvHeKAeV25tlX1sZHs+PCBspinhpwbslsXqiC5WqeiEsRW1N9oGt8sxECWUTUtuxpKBEEcC5pOEscJl8QC2R8G859QorDBZrk95hW2QWz2IC9SbVpAN0YMlTMGPdQVDMoXqxILGFcRvZZcDj4LqY3CyTXawuVQe8pFM6q5eJFRTs7TeUKhLbkVQ+t95Iyy6j/ACs4AlFckOXJ5kmRmMrSK7nTMU0yRM7vcb0zVFxKHRyrpk1zvJQbySTsgFyICUQyLp5QUMQTu/ehTQo1eczXGMx/dxsQWaKgVQV/fFa1Zga1JPU1P70dKalYx9hDzzKWEcmyxD2grVjsDQqWajNUeJbxA/HXXmUx5ump6agaTcw6NtgpzUd15J2wgCK9i4RPTbIi5DrncMhTOSiuftWRdRHi5hYVhlQh1oGDpsM6gtZIdiOVa2aqoKBjMdTUjWTFi3suW8cwu0ScYzMV4LmUqUIWG1eUSx1BkJimR1BQiMhW3q6dBGc1dfWGM5fOwFnmeOw2c1oqyJIyzSSwxiFmK9ordpIpdZVdwXURtFIoYR7tdg8mxrXz3n+0dkdy0dz677lQk3YTWUPezcctaMklZjfWBecjYapMrOvm1NQDbjm90ZmEzsrk8bmC4NwrBpSWGS4uOhSDi3Frpf8AWbmfIpIeo3pFcbEBFaAqvSoALHzOWbrqfRxRTc2ubN41Fm1lZyFFAWjvAzuwZQGo7ddoO0U2qFXV3RYuwI8wzaeI7ztuESjBtcsiFnUioZre3ck2Ra7qcrnnmOHDIKSbWp3PZpb5MtKLEXLNc61lHFRLDKdxvOB0+aM6HN72bHen/N8rZlYr/G3+Jjt5diN2UmiaSVdrKVk3soNZA5ABVSFLAxTiI+sct6ZJeUljzc2XF6vh7x2JIEh8w29rYskg+h7e4sGfcyqV899cnVsBJsdf1f8Adrqk7bdnR1Kjrxb8sOR67sbbCyftq81PV+T52dTxcbZKTjYK0FNGTWAnhJOK73004u+DlyqcjtUuUu7PVcliba29TJsRbRqLZbRpbe1PUrtshJK/fYljtYGQq56/xYBWg1F8rkI4fS3MZyViktvfwwy3W2ohV8h2Y0EFKP3EYRdxFqn8aWDebUsOVxSks6p81zY5V2am2CtxNFtldiMoiZ8ezc/2TEzQJoT2Fl+AG86dVg3MRg+bS+2eLtDMGDjxbzmVXIK68iaWZLhlEwgneb42+nbiHD85glN9eZSK/wDeNwEQuZYbmeCVdzhYohZqiMqxIjyAozPIWV9eg30drk/UvO8Qz5GP4taxY5rWUK8xiguLSO4WcBKSytLIGRg7uiMjqI08wPwn+epXiXeibHRLTo2ZYMFrepejRnbgyx9v59OlNIVXaR7TEyJPk6PIGOu9YixuIRj0ISEpacyOZRleMk+93GiFDZsQ7nXcnx2FNhyjExXYhx8F3arY3ex2Z4htd6QlWfdM1VUSHuIwXZVGK6j9nd8gePgudlxol5FcRZI5DHs8VGdQ8UDPdK6RqtsoWV1gG24XcJWEiq5sfKTee0Icwrl/Q5FMqbqbUCrGic+ohBqufdid2q05PfkXrUBsuOZ02WV2s7Utgp5Ui25EchtyO3FrqZ5TMdkInpCwvhoxHNj4BluT8zx95ClnJZxYxmKp/qTMGQgRlg0zXIjoUL0hYs1FJY6xQ5Cz+xHFuQWsyXC5DLX8RkWMqJ0VUdYxUN2lhZztkIrIFVCzBl1+zl2tYg5eXHIOGzu+WwzBUgd25TbK/swZ2+lhJXsjEJbpuSN4vZLMkbYST5eHZUdSWTZaS1xm3ipmcl8ipiFRhzamczPC4iYJbTiMttRr28tLyVYhGT724kmUk7QCgijQNtFA20mnVqsizWfOOaY0gR4+yfHoI6bzZo8EUhO8dZTI7n6R2fYH2AgKtLqc1AvdDcfLVktYLCZRzFHMiiBXkxYywtkktJPkGLpqhJhORwZ5cS5FItL0qN1P74JfqFDKiDne9rWvlbUwqMnqBbUr3L21vFjABbcyWUh9nhQAjrSpYKK66GUa0t/TvMWDUklj9yNPmVHv0JI3Hw27lkIFarGSfm60ljvBlt7mi8xCbXG+2nHENNaDND9b3TLDndTWabQT9gxlnYByFmNdfcxrBum5AT29OjMDwIm+uasK400CwInewsM8mNjA4teWqkpdZOeI2zABzItsJVn9pMe0lRRwofxFdusXIY5rzkvG+1GZExNvfe8htydn3pY2hArt7yzgHzRltgHUrUapq+oM2fagHPC1DSZMdu5AcxaYYy8x5eerYY5PYQnMcvRFLEaB6zvJxxS3mHHrhJp6fG5FbaaGnttAxREx04A4lrlzQQ4sd5BfY+P09vYbuMQXeKubXfR3f3iK4uTJUR1YxmIKFKqXD71JK1CCXcbuLfEepHF80shXG373YlZk6Wj20aLHIDQmdZXkL9ApiKMu0kB5JRWllEndX5BeMGZkTxjIV9bDFfMZwv27SgZE0XlSMl11qvm7PNQQW8BIUxtNvjW7OwOCuqFiYnVF6uFehc3gmu/UjluVQ96A3sUjTE9vuq+4o3aajLUdQAOo668Y9N7Cbjvoxh+P5CyONv44tvuvcE4h2SyMY+/HujfarIej0O6g8NVYj0gKqcnnlg6+JaZmBPCJt/pdB6gxLdgXeTembVTalEdeyZA8k2EsqJ5+L2tDTtWFozhhfMJLIjHBL9iJ178rFyx3HqBxDOOnexdqci8pPl2ILKWIjY1Gergx9AfN49GrqcZ6JrHE+oltcqY5rrFY6BGUmQSyyS2hjFVqi0BBDMQppuLUGr28x4y6XS5tZ9s9YtqS8rgwJuhD0MqmoAeERyZAz8eruknGBpVK4ANVvkZXTtnIYSn0bcJcU85lIs0vRMyJZGKZ5njVaXGZrdub4c3SmfG5VL50kLtbFI4bWXcyMRR18r9XAXo24ulV1ZnoLe843lsNL3LXI2cdtRgndKSPNE0fcRh807lrtYGhWhV2EifkZjja8GbNc8o5MxhObJE0WhfZcJUc45UgRWNd7actOMA3eSMqghcFTbiXIMPOpGHw43AKnimYd72uNj1/PM/YSXvofe8ZtYvrC5iYjt7uz3jNdJKo3sQE2qDQbzuMdOhampvi03eq3Fs3EmyJpSC6nd2fdo0DybV6tu3F2GzyirVPjqtPK1Y7v1/2L1Kas7Iqix3Q5eRhqc0G0G8AxUwUm5dcX6+jc9sQUwq9hkmuSPikyNUZVTeNsi4JjES9uqBlfD1n1GuIMjZ+oePtj7xMMrgXcBe2JlS1ljMoYeRAkgbpWr71YirnXk+HmtM2vCcpiozJaO+fKMAVKd2aNlqjUkYzqw2hkBTtsgFE1HOh6Gqs+b+VjNbqTDaRDMzyLztCcMrp0O4bf7ztPsqBsRrjcjla+ScmBTTBbAWltuiAZXDUiGP5q97D4Wy2d5sc3ksZMSl7c9gooG7uCKJnc1FQuxQSakV9ldSTJvHkMdc5eCr2EMi7yTsKdyURp5Go7VdlXop27qmg11rjKGMJ/cuylyuYmuhP+sUR6tG3iFawrQxIlNI0fSY/IVzAF80b0cIbemg2oaVLCX7sulxcRr4ZgCXx5PB3WzuOMWknknurPkAhUDuGrxXFB0rt37WA3UJDqV6OpLnd5a3ltyjFxruvrG3wazRkFCCWtnoGYLuKrIjsI9xG1lYqUYD1k18ImnLzb+YNILbBucYra180lg1zr5LIDJJFmpqibHSc4GkKOWFEBNOdoRzLzXNHgReqZJlV0nbLG2A2F76XFbd7Pgk8ckYiluJQ0XmD1EfdVxUE7aMy9DSvxDWHk7m75PgoY9ze5R3PdWhXZ3jE8TAtTfvAJ8m6gXrSo1y5OuV7wvtDbj4OY9zDeHsW+NnKvD8lUsOnDOHgdAcVN/8ArVzrp8jd29TuTgnosmP/AP1CDXr1h+xt7v5azQGsan8B/d1kPidcqz6ppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmvAH+1NfzAP9IpTTV/+U7/ACWXLT/gAab/AMXWOaaav/TTSmmlNNKaaU01EUywJB2xTUBYWwMNRVObECViq7gyZhj1oya0cVsgEYBILNm29UlbRrKpEI4NiCY7DtgsRc7Y5Wtllx1pLaCaaKeRN00RO01I21FD0Boajp1r4/h1cJJk3CJyqN0YD9+B1APxHr8fxajcxpPpubh4jroa1P1rNa8pavmvpsDGIMjIeFyC6IoHVjNaIxYK2MmMTVc1dRMG7mAyGI1zI4gnW6+eWV6XCC+mgubotNNbV7TEkdrd0agr5gR7DWnWnidasEfucsrWxMQuQBLQk90L80GvhtoD08aL/kjX2demGoMgmIwNSBq3ru+jkHkktNhM68YXjpzH4eTkQdOMoxCLTi23j5pgE0odGJ5lg0nMpgBkUCvhbHssOGxHNcR5OTNiR/reU1efcQzmm0MRWgIBpWlT1PtOtO1xNja4ZeOQJswUS0SAEhUU9WAINSG8CK02+T5vTUTvLli6EypL8pTrOGqECbByfLB5qGVxyz5EMcy+ZQk9lstEZKE3mXZ9NdZu2G/gRRe9jggX65k+aFEFEyxsAGBp2Nlb2MLRW67d1Cx3N5qdB5SxC08PKBWnWuu3cXd1dCKKd6wwAiNaKNoahbqAC9Wqw37ttfLtrqXNa9RNf9Qk2SW9rhG7ZiJlyhI4spLEdsRCRGpHzfdBhkstinsWSz26mpSK1UlSJMcqcHKlwuoIpGDI9urYXqY9KS8ubi1t7e4ffHbKyxmgG0O7SMKDxqzHxqR7OlBrlRY60hvp8lBH27q62d7qT3O2myPoTtSi/wCQF3fvqnrruUDVTWRqzIt7EtnXWDG5sC6C5sm6Z0QYmYiNMTmKHgCBY4UcUmJqEXea2VNl0oqGIGZOi4Z4FwrZWvYPHhp2iLYW5s7MtDav85Klg3Xd1qTTzEn4+vjrPPB73JFNdkySwtVSSRtIG0dAaNRfKta7V6e3UHrHK55ZrmWVdyOXl3aMORxr6ofWl9wL+pUCLC4trKobGPKSurqykwDR9TU1I6PmKYHGEzFFFzvlllfK971S1torSBLaBdkKCirUttHwVJJI+AewdB0Gtl557iQz3DmWZz5mPiSOnh+Y67Bvcs7lwtDNazaGgGk7TEcrcWGc5MmzqrBaDk4Wg4QcC681Vy6SxCmSs21sAPHA2QMdoVMY42sJhla1ZHG9TCSe2xFRUitCGHUdRQgEU+DWIr51lBIkStD8FVKmo9tVJX4iddvjy8NAwCUeJxbR/UMqRiJTOrMTkyutsNlS8XrCkuFnMoq0dgF2cGEylNQchIJQHHTbFhRjoWI+WVxcbZWypNcwypc20jx3EddrqSCtRQ9K0NRUdfCtRrBcWkNzbyWsy1gmUK61I3gdaFga/gP+UOh8upJdGqusj3l5tbBPPXaDHfPLKLJ5NmTY5omYi7LrRKJQh8dMKNeSVRCNPJALp4yuazAwKHAcQsjQt8bWuJnxwW6e5yyTW9YpZjVyCSHNKV21oPL0NB1FK+A1kuYzdQC3uSZLZB5EqwCiu4gUPWrDd8eteUNK9PFF/P2VT+quuJuUJXbjgZ8pSQYhKNhn3JbRdqSWQnS1pCdwjbyX3q3HGiFAiZ8ipmDRY4VDxCFwzwxtjbGtvGlpJjVUixmpvj3NR9rbxU1qNr+b8J1dMZHuYMgzuLu1YtFIGP0RZDHuCg0LbCUUkHYGO2mtNB0V5fbAV2i9ymnGobUcUdoIzWYLoIa8Q8kL7Ja5jBcCMNtnLBRogqTcQTAblUsciZEQAvnioGLXw4Di9aOct5bxfiePny3Mr+C1sZtpkeaXaJCgCr0J8VCqKLSoAr4DW/i8Vkr2SO2xUcrvHu2KpZtu4szV69dzMzdfax1rbRgbl4RyyF+KWDrFrGyIvdDob71c0bs7X+Nm7HjheTSPpSo1Xcss5EaRNtKrmbSqhkjJBQGLCGihkmAKEJhmEHlj4ZN98b0GS4jhfO7vdy/bZY5iqFhRipC0beB1qdSuP0u5WGkuUtdssyqr+cVZVrtWhPlA3MaACpJPjqd3c8oQkFpORhvkk33myXeiKTbdjQdjcBcTXdLdWioxBZQHCgLBQ2lraIrEBxADJUyEIAOAJlhnjljle1a833wfu93SslxmN6kioMUw8CCKUT2EV1sW/ptzWwKtYQmGVK7WV1qtfH29agkePt1EOEX6LBQeLrQBAsCAa4C3/Oa+hQuyg4Ryxu5rvbO2UTYNvFh8Mnnl53v+gdKn+lX/AD/5yrrn74n3f74xS32aMzRfNrDOCvUeA29fAUrWlOnjrFbemPMrG5luLC3MNxN85g4O4UIpStAKGnTxHTW8RIFq1r+zSkcwQwY2haPSBs8fT2DE8eocdstOOqZkU8pnCLVaCOkIRI0pHR8xjAgZfHMYXK+ed75X41sP98z0EkVTLnS6qKKDBN5R40Hk8P8Al7dY4fSrlMUkkqWm2SQgse4G3bRRfFulNdJGrV07hd0yC94iiiHoteswLFnFLLvjmK2uyHRKLgwOrKmGuyMvthBTlV7rIai5VEfE0pjGh8Rz5jO2XWGEvlitvviegNnaJjYc6Vxy/Mi7U7BKmp6lT4n8nh4DWSf0z5ne3YyF9bmbIKCDIzrX4PCvXy0HX2AayiNTTptzM5dhm7FEPIE+vRGDbrznFGi1sJUvO5vhhIZcNCc8kkEEB4uBFCBbCbjiVOHRgLYpxW1seBcLq1tfvgfd8srZsba5wRWchO5RFOVf4KnZXpU069KmmrLr0y5leNBNd2zStbn6KsgHbqKGg3UPiaA/N608TrXGTEehccS24J8j3X7Xlhzm7B3Gbds0M2EGK15XdZl3HsVR1mHHIaI1ybuXxnKp42MqGZo4LkcMWsILfPPppZfe/wDu/WVs1lZZ0Q23gV7U5DAHdQkoT49fj1ddemfMr2eK5vbYyzRElSZANtV2joGoaLVV3fNWtPE62SS2pp1M7ojx9S9FMPSi9YfWcXFErvkWLGw83VF7gsfRlay7HTgcaCoq7JWfOreIGe9JgpYftyJcTrdcEO+NbX74H3fra5fI2mcWK9YAF+1OWIAp0HboOnToBX8elz6Z8yurNsbLbM2Pk+dH3FCmhFKlTX2fjHlPTX2m1taf7KNtKZ+xEWxBPDPRlsNypTTmaK2xKDbTHGXJHUws4CCC9kFbTCa0XTlMyXDNhhYj4AmBcMcrYiZWvT+1/wDd/jniyNvnRHfQ7tjrHcBk3hQ3QIK7gKda08fEazj075uIntY4GW1kp3E3rtkp1Wvm/enqNd3J+OsM1sRQi2ZWZHMuRku3TvPkdScwkd/MRYskKJNXSLK7SdaSroCh5rVk4uaLduXz7AwAGJh1c8Mb2rc/e8+7zczRXFxm0kmRqqe1cDaT4mgjp7PbrXtPTPmNlEYbO2aKLwIDqaj/ACak1I1y/wD8ZPVX6iLM+PLQn6FYRrjEPoKkXi20c4JGLdxYHoD5ps1MWTi3sLELJNivcLErdh2XZ+9qt/8Ae7+79lQ0WTz63BkKlmMdypYqQyneqAgqQDUHqRpZem3NMaO5jrd4JQTRhICwr0bxavUdPx669jI+psYxjjCEZx9FcdQ2ERXEwGJ2NHCA0oxBTHQcUVFzpwLDQEVOaoRFxn1c2OfBxK2DODGhsxbZ5CZ3vXI/e7+79moHtMtyBbmJ6bt0U43BSCBvCA9No9vgKeGrIPTPmNnMbyytDDdsQdwdSailDTdQEU9nhrWYNjLRrWPFxB62QbAWvYTuzTRXcDB8NMuJgnSKihngkcVwgMNsoIS2Ik4KhqxbIzYW4FjAnU6vaZcdkffE9BZLf3d+RL7qnUIYZ6VPtB7dSTTqfbrH+yzlPvYvTZE3VKb948PgpupTqengD18dWDtMcd2x4+fw+jo4d1N9b2+HY8ap/a/+772+59fx0+Dsz1/J2662B6b8wB2i0P6S/ra5XmOO7Wtf0gD6fFYsbve3t2sD0VU/e9+76FDfX8XX+Rnr+Mdvpp+zjmBJHujdP85P1tZvMUd2va3pAF0+OxY3e1vbv2HC1XH73f3fQwX7QQ9f5Ken4z2+mn7OeYUr7m36SfrazaYY7vl1fSEH2+7m+r+HsOFXD73X3fTJ2/tDBX4e1PT8vbpqn7OeYUr7m36SfraWmGO78f1hBtw8pY3bj7XEDpqife7+745I+0MIp8MU4r8X0XXQ+nPMB/4Nv0k/W0tMMd3xvl6Qg24X4cLljdsr+1bsON6qPvdfd8KGT7QwUHs7U9fxDtV0Pp1zAGnubfpJ+tpeYY7tjbL0iB6fFYubvl7tuw42qp+9z93wRiT7QwUPs7U9fxjtV0/Z1zCtPc2/ST9bWbzBHdur+sYF+t5C5y/D/O4Ae9q5vvcfd8UgHkVud3wRTmnx/RdPx6oPTvmJr/Q36f5yfra5et+O+tbH0jL9Pj7A31fdy7DhV39rb7vnc7X2jtq/D256fl7VNU/Z3zGm73J/0k/W0tL8d3vlb0kLW6vjuActa/8Am3uX4Xov3tvu+MxX7R2wp8Mc4B+I9rrofTvmIAPuT9f85P1tYtL8d3tll6SF7dXxXLnLXv8A5tu78b1RPvbfd7dC/wBo7YU9hinB/EO1U6H075iCB7k/X/OT9bWfW/HfU6/pIW/ze7nOv/1e78au/ta/d87fd+0dtT4O3cbvydqun7O+Y7tvuT/pJT8u7Wby9HdrY39JC1+t5ADl72/zrd342o33tPu+KFP2jtSG+COckfGO10/Hqg9POYkke5P0/wA5P1tLy7HdsrY+kpXp8dgTd8be3l3fharm+9l93xZBH9pLUk+0Rz0/Ge1Qafs95gRX3KT8qfrazaXY7vlfH0lK9HjuCbtjf2su78L1Ufex+76ZDH9pLQEe0pOB+I9qmn7PeYU3e5SflSv/AEtLS7Hd+t+spW3V8oJu3H/N4gdNF+9j93191OSWo2/Ck4r8X0XX8Wh9PeYCn9Ck6/hT9bWPW7HnVvlZylOjwW7E3x9zHsOPCqD72X3fthk+0drQezZPX8narp+z3mFdvuUn5U/W1m8uR3bG1/SUrfj4rAm73t7drAcbVV/vYfd9VAx5HakH2BJyR8Y7dRoPT3mBNPcpPyp+trN5cjy17W9JSl+PjsEava3t37Doq5vvX/d+Vgv2ktDX4EmIHx/R9NUHp9zAivuUnT8K/raetuPOt1fSUn7fZmur/wBbsOFV/tW/d/37PtJZ/Htmp+Xt00/Z9zClfcpPyrX/AKWlpbjy9729JSduHlDM2tf2r3A6aL9637v7Ej7SWYp8KzAH4qx9dD6fcwH/AIKT8q/razaWo9va9/SUpbh4rhmbZX9q1wON6L9637v7KW+0loKewpMCfiHb66p+z7l9ae5SflX9bWPW1HvDj6SlP83szPW93HseNV/tW+gGzf8AaS0+LbNX8nbrp+z7l9ae5SflWn/S1m8tR7bh+spO/HyBmb8P87gD72qt96v0AWn/AKkszX4FlNPj+j6aD0/5ef8AwUn5V+XWfWzHvHh6Sk7+zbAxfG3t5djwtVf7VXoBvCfaSy6+3bLT8vbpqn2A5fSvuUn5V+XT1sR7xvb0lJW9m+Bi2N/avcHheqj71PoCWK/aSy6e2ktD8R7dNPsBy+lfcpfyr8ulpYj3hf8AWUlbh4r4GLcf821wemi/ep9AmBP2kshT4RKK/F9H1/Fp9gOX/wBSl/Kvy6etiPur1vSUn/m9Qx1v+r2PHhT+1T6A7N/2ks/i2y1/J266fYDl9ae5SflWn7us3liPrWtf0lJX4+K2I9729u3ZcbVU/en9AlUH7SWRr7AJaj4x2+mn2A5dWnuUv5V+XWfWvH3G1vSUjfj47WHva3t37Loqp+9N6BBgv2ksevtpJT8Z2dNU+wPLqV9yl/0fl09a0fdbh6TEfb4D2x/61wuFB96b0CL7ftLY0HtpJT8uzT7A8upX3KX/AEfl0tK0f34/rKRtw/yrD24+1e4XTVF+9N6BtUfaSxDD4e4K/EdnXQ8B5cP/AAUv+j8ulpWj+9uPpKR9q9h7Ze5bsqvH3pPQMru+0ljX4PpK/iGzVPsFy6tPcpf9H5dZ9a0f8LX9JSPT4rWG63u27Loqv9qP0E27vtJYn8H0lfxjZp9guXVp7lL+b5dLyrH9uH6ykb8fJ21+Ht/muih+9H6CAgfaWxNfg7hp8fk6aDgXLj/4KX83y6z61I/48PSYh/nfnur+Hsqu/tQ+gu6n2lsKfDV6fl2ap9g+W0r7lL+b5dLSowL3vb0mIW4eO/a2tf2r9nwvVR96D0GJI+0tgKfCXp+I7NDwPloH+pS/m+XT1qMDhe/pKQta3luLa9/823Z9NUH3oPQYgn7SWII9h31PxDZ10+wfLa09yl/N8us+tNgcOPpKQ4/5P53rfg7PjVR96D0GK7hySwr8Hnr+TZp9hOW1p7lL+b5dPWmwOj9Zk+/Hp4WuLe9vbt2fRVx+876D0BHJLA1+Av0+PydNPsJy3+pTfm+XWfWkwePD0mT/AG+sJ1be3fs+FqH7znoOG2/aXH/HV6fl201T7C8tpX3Gb83y6etJg8eHpMn+3fITq39rLs+F6qPvOehBbb9pMf8AHV6fl26fYXllK+4zfm+XWbSiwb8f1mT7cPLkJbj7XHDpqo+836Emv/qTHinwluvxeXrp9heWf1Kb83y6x60WDw4+kqf7XWE634Oz48Kp/ab9Cdu77SWHxVav5Nun2F5ZWnuU35vl1n1osHha/pKn34+K2Ql729u3Z8bVU/ea9CQob7SY819m5q/jG3VPsLyytPcpvzfLpeUGFa9v1mTr8fJnn0e37yqt95n0KWg+0mPJPwM35/L00HBuWf1Kb8g+XWfWgwuPD0mTvb6+fV/D1KqPvMehRfYOSY/w8dzU/Lt0+w3LKV9xm/IPl0tKDCve9vSZOtf2c87cfa9501UfeW9CzX/1JjgP4Tdfi8uh4NyylfcZvyD5dLSew72vf0lTujxXzzte/tWvhQfeX9DCpI5Jj6j2FmB/6OqfYflYNPcpvyD5dZ9ZzD4cfSZO9rtMuP4OpVf7SvoZt3faTHfFvNfybdPsPyutPcpvyD5dPWcw+j9Zk3p8gmXR7fvOiqn7ynoaKf8AqTHGv+efz+Xpp9iOV/1Kb8n+PWfWaw+PD0mTfb7TLh+Hq1X+0n6G7tv2kx3x7zT8tNU+xHK6f6lN+T/Hp6zWHx/5mTfb7TLhf2r9Wqj7yXoaTT7SY39M0/c0+xHKv6lN+T/HpaTWJf8A/Eqbb2xcun2ve9NB95L0OIJ+0mN6f55/N00+xHKv6lN+T/HrPrMYnD/mVN9rtb8fwdWq/wBpH0O27vtJjfi3mv5KafYnlX9Sm/Jp6zGL/wDEqbfy2sLfjb2/e9FD95D0QFCOSY3af5Tr+Pp00+xPKv6lN+TT1lsXot6TJt/Z7W/4/e1d/aO9D+lOSY2h9vc6fj6ap9ieVf1Kf8ms+spi8eHpKm+32t+H4erVR9430QLbftJjfj7nT8tNPsVymlfcp/yaWkpi34/rKm24eUa9uPte9qq/eM9EWr/6kxgp8MlPydOuh4Vykf8Agp/yaWkpi3tx9JU32rjX4/g6tB94v0SIr9pMb/2nX8lNPsVymtPcp/yaz6ymNwtf0lTenxdt0+7bhVf7RXolt3faTGf9p1/c1T7FcprT3Kf8ml5JY1uH6ypl+PkG48Pb6Oiqn7xPokKf+pMZ1/lf8Wg4Xyk/+Cn/ACaz6yGNx4ekyX7fb24fh4Vd/aI9E9237SYz/tRTVPsXymlfcp/0dLSQxr8f1lTOjx9vbh+Sg+8P6J//APSYv/tRp9jOUf1Kf9HS0jse/wD+JUz/AL/p9y3CqD7w/ooRX7SYv/tRp9jOUf1Kf9HWfWOx+HH0lTPa7e3H8HCrh94b0VK7jyTF/F3hp9jeUVp7lP8Ao6esZj9H6ypfT/29vx9FV/tC+itAftJi+v8AKjVPsbyj+pT/AKOs+sZkceHpKl/+Itw/DVT94T0VBA+0mL6/ywpp9jeUf1Kf9HWfWKyL34ekqX/4jHh+HwVUfeC9Fy237SYuv88uqfY7k9K+5T/o6esRkX4/rKl9H7pxqo+8D6MGv/qPF9P5ZdPsdyf+pT/o6xaRGTe3H0lSvZ/ScePH2qD7wPouy7xyPF0/nl0+x3J609yn/ROs+sRk8LX9JUrp/dONVP3gPRgKG+0eLof5ZdPsfyetPcp/0TrPrDZPR+sqV0+D9Jwq79v3ozUD7R4rr/LLqn2P5N/Up/0TrPrCZXHh6SpXH/icPy1X9vvo1u2faPFV/n1+XT7IcmpX3Kf9E6esJlX4/rKldH7qw/w0Hr56NEkDkeK6fy6/Lp9kOTf1K4/ROlpBZV7cfSVK/wDFYf4aD189GmFRyPFUH8uny6p9kOTf1K4/ROu3TXIgq9+CarETmX+SCYDyy9zHjxvUs496h8H5W2zjuUsruT4I5UY/krXXPvcNlceK3tvLGPhKkDXd1MtczSmmlNNKaaU014A/2pr+YB/pFKaav/ynf5LLlp/wANN/4usc001f+mmlNNKaaU00pprjfhxtx9n2vB08ap/nHxGmqvI+6+nLimUTXNA2x1rXNhAFdaQDEEI85xiqTKAvNpPPqziRTEXkXOM+AlZBSko0ZOlsiNhioBYUQXHHAPO9sVhXKQm6sVe4tkJ3OFYBKHaa1A6VBFfCoI1iupDYke+AxV8KivjQitPCtfL/AJVdWhtja3gt7tX081SKn4dZQKCmuVXU619umlAQRUaaUAoKaaUAA8NNKEAih00qhBr/AMummlVp8HjprrFdRLIyaeVjd7YF08qMaFv/AOYFhlne1vZv4LVHeWckx/D+N33KMqwTHWNrJM5+FY1LU+M0oPhrrcx9jLkr6GxtxWeWQKPjY014x7Bb36vx0+7tzYDanXiHHYYTgFxMZEqzdG0drobdPGThVPVCqA7nMjqIqabMEBw8TWIVwhRQRMbZXvhe1vwm5zlvWv7x2dueZ2uIzuUwi3DRwraWd1cW1sBRhCrQxPH3FRlMhrvO4E0VlGvrTGWnGuE2UWOlntbadkDEySRo8nUgt5mBK7gQKdBQjxB1BqzzHdBkaOpDlm25OtrjYMUphJYkBbYUwMiShW2UUxTBdFAMIseLDnXzis4ThQQsmECxUY8pmsexKhDC+8qDwejHq5Pm7HjjcZzcOYyMjJbJcWdxbd1lAMhD3EcUapEpDTSM6xxId8jKvXXWHIsA1rNeR3tq9tbpukZJUfaD4V2kmrEURabnbyoCxA1bxAXUp0oiQ4kI335GXU0krJRzsDJW5pPUC4ZomY7ucBLGwe2AFtfqC4YCY8eGWNr8bV59f2Vzi7+fGXy7L63laORahtrqaMKqSpoR4qSD7Drcx2QtMrYxZKwfuWcy7kajLVfh2sAw/GAddxx4+Pw+DorUPTofHW5TUISZs1rfCxg+VmPYGEolNJRNBUVQtJkqMVhmE5PdRtcINc+eCdK6lZlCTjPNlSBICiWxDOCp5nAG+eQAtsJLgeF8x5SFbjOJymSWR5FT3a0nnDNCsbSqvajfc0SyxNIoqUWRC1A611by9ssfGZb+aKCMBTWR1QUYsFNWI6MVYD4SrAVIOumM7c6pEYtTpzObNa/E4SWFbNvpExGpkjwvFKquhGjxHNFTpEFcWLQOqwR5LMg5FwzmQ1hS4uF8esHla2x+z7n32j+xwwWYPLO2ZDZCyuTdhAqsZGtxF3lTaytuZACGBBII1rpmcPLaSX0d1bGwiI3y9xO2pY0AMldlSelK+NB4nVgChgscLgGygwJkoZBCHLGABcRgBwBcbCBDAjYXywFCFwytljla98csb2va97XqKyRyQuYpFKyqxBBFCCOhBHsI/d1vxyxzRiaIho2FQR4EfCNfp9urBq7Vf5b2v1cgJZTm7O2ysBQmvrKd54R0OXJgjyN1dWSLGBSd1RMTXk4kU4oJ1jhcQK44OGYVhMMset1rXtaV8b4HznmMUtxxHC5fK28DhJGtLO5uUjcruCu8MTqrFSDtJBp1pTWlfZTGYsIclcW9v3K7e5IibqeNNxFaVFaa7+ItgoE2CT1hXgabYjm1Ibp0BNX1WI5JZskJqGomy9zRUgrnmasrRVOOmS2NxMAhs8BMsLXytbh01r8k4dy/hs0cHLsVkcVPMhaNbu2mtmkVTQsizIhZQaAlQQD01SxyuMye/wCrbmC47dN3bdXC1rSpUkCtDT4tTDUb9ut3Tovby2qvh09uq+B1p77kFhxa01l/Sa9mnHbFbgARpwPR9OJIaTTQio5oAkCZWXEvG09HSy4xwyGDjmONhjkIJjja98srWvuYzGZPNZGHEYa3uLzLXDFYoIInmllYCtEjjV3YgVNFBNAT4DVsskUETTTsqQoKszEKqj4SSQAPj1qcYT5Bk2phdZhiZoplxGODLQBNXjGRGg/Us4M2skXBxglFFqrCqTMCt/NyJ1juOGeVymR8tYXqXHC6/Xz3EeWcWnNryjF5DG3KhCUurea3cCTf2yVlRGAk7cmyo8/bfbXY1NSwymNym8424huFj6MY3VwD0NCVJH75a/BUV8RqVxRQwAhBhhMQwwscsxRc72xwDwwte+WeeWV+GOGONr3ve9+FreGozI4jXc3RensJ8TQdADWpNNdBVZ2CIKsfAfDrXmg8mhILZQ3ow3S23uznOnF1dtO1oraY5Gy4Uk3h2hVURF5GMnUpVTjIfSGMAKIFnbwZXroZLGZLDX8uLzFvPaZOByksMyNHLG48VeNwGRh7QwB/BrBDNDcRia3dXiIBDKQykHqCCDQg+wjWzWva9uNq0zUayEU6HWaappTTUHSpstr7CKc+lSWpmjhhBRmySMjvsi4HYkFV5tMVXWRm2huc82cDQriyS3G5y+aUl5hlRLqaraxIrYY1ewV5HguHct5PJbRcext9ee+XRtoGihkZJLhEErxLJt7ZeOJhLKC30UR7sm2PzataWGOQQySRpKYzJRmVTsBIL9SKICKFvCvStdb7HcgNGWGCypPYCt5+Y0htZAezPXLEFNM87thzphZaRFPzatE05XId+TTgYvYmi4JgLrdUQPHO18baGdwuT4znLzjebi7OZsLiSCePcj9uWJijpvjZkbawI3IzKaVBI660MNmMbyDFwZrESd7GXKb432sm5T0B2uquPiZQfwa3SuXro6U01jot7FUqBqvjrUlF+MdJdzbYCs8mqmPp5EF9VZ7JUXAkkXY60tqYJwjpUmy3TJsNXXyDawWCmSgMVBFDJWNA3Gvh2uHW3LbG5O7sbnKWttcSYyzaJbiZY3aGBp93ZWWUKURpdjiMMwL7WCg7TSx5YonjikZVlm37ASAX7e3ftB6tsDrvpXbuWtKjW23vwrT8emr6a1IN+Mcd6nI2BeTWGkRNbZJ5KLDCX0oR5p7QU1E6kJjqOtfA3dbLNxRVkwyVLnhAMSoxguKFhnlmHnjbeGLyf1WudNtcfUjTmAXHbcQmZVV2hEu3tmVUZXaMNuVWViAGB1Y00KTrbOyi5dC6pUbmQHaWA8dobpXwqCPEHW3Vpau0pprFr9FvZqnh09uq01A7b2agl4TVJGu7XkpDXZjiBtNh2yczE0JTNDMdGeN1C7cs4VoMj6OEFc+XTRB7puRzzkAUzAMDABgGS4gskvOHcmx/DLX1CvrKWHh9/cyQW1y1AJ5IqCTtxk950Vjs7ojMRcOiuXjdV0GyuPTOLxoyVzrRCQQgMW2EAgkhSqkghlVmDFWVgCrKTJbPfjIkJoo7/YLxaz4YjhIedUB6M9wJTmai4mdYTC6ikOJFNnUhSI9cHO3bAjZh8cb263RfhyMtjcngL6bGZ22uLPKQPtlhmjeOWNjTyvE6q6t1Boyg9a01vWskd6qvZMsquaKUIYN1oNpWoPXp09uo8gXZCENoGkrP2ApCSJOZKK8nOwTbqbxdVsgmXKzz+SYvAIqmop5Eq40kI1j+jqafkaSz4WWIpUwMFljnfu8t4RyrgV9BjOYWUuPyVzaR3KRSFO52pQShdFZmiegIaKUJLGQVkRW6a59jl8bkri6tsfMks1nN2pttSqvtDAB6bHG1gd0bMvXx1ONRb8GuhqJ5bneEICRE5zTtMkVwq21dVxQkpwy1ITSjlDVFvMoaPho6ervBXRk82q5kSI42JcMTIa4QImdserhle3b49xblHLr5sZxPG5DJ5FIjI0VpbTXLrGCFMjLCjsqBnVSxAWrKtakaw3d3aY+3N3fyxQWu4LvkZUXcQSF3MQKkAkDxIBPsOoiae/Giz9XyDTYm6Opr1dSpY3kltlpbGQ+43ApYpxEyqqGRBGR3gdUTliCYRGMjXDDy7IAHPPLhhjle0lyfpL6q4WykyeY4xyG0x0W3fLNjryKJN7BF3O8KqNzsqip6swA6kDWja57BXs62tne2kty9aKk0bsaAk0VWJNACTQdACfAakaA9jYT2hYw0lwHICVJjBCc7paAbsQiysEiH1tmrZxvODBGOqqenhrqUCqEBcS6iT7dOPg9UcqOMAJgJlyOX8J5VwHJx4bmNlJYZaW2inEMhTuCOZA6F1VmMT7T5opAssbVSRFYEBi87ic2064qZZxbS9uQqG2hqVG1iArgihDIWUihBOpvqLa6mlNNYp+DVdRDOk8xDrPFjtmudX4ixvGDHT7qblda7c5mVKA5ChFipQkQTSx9XW1lUOjhliKcQLmT580KGAWBFGzwwv2+L8az3NOQ2nFOLWst7yC+k2QwxjqxAqxLMQkaIoLySyMkcaK0kjKisRjuZ4LKzmyF2wjsbeMvI58FUdOvtJJIVVFWd2VFBZlUyK319IdSGkONCN9+RlxOJKyUc7A0V72nqJfA0TMd3OAljYPbACWy6goeAmPHhlja/RXOyFjdYm/nxl+uy+t5WjkWqttdTtYblJU0I8VJB9h1rYzI2eYx8WUxr9ywnTcjUZar8O1gGHxEA67qtXW5rF6tLAA16DVdRArbAQU3mK6pRcE0RShxmxl1Ra71kVXkFppjGaLmRnHizlduud2nVUBAQF1Kd2VkoyTNmAjAClexbPDEa9sK7sHFeUXWXtMBa43IS5y/iWW2t0tpmnuImj7qyRRKhkeNovpVdVKNHWQEqCdYXubVDOryRqbZis1WAERHiHJICke0Egr7aHXbgzBExlGjpxF5Oj4y35hMJZSJFsu8W8MjyiZXEE46kUtHSmEoZEnqYV2unGFIrgm5mcjBAuIYDtkFhlnbE3G+RR3t7ipcfepksartdxGGUSWixuI5GuV2boAkjLG5lChXZUNGYA4/f7I2S5ISp7g5QLJXysZPmBT++L0O0CpNCRUA67l6P5jRugiOqQ3m1mG2Aj6QlCuN5r6U2EAJUcCuRb6AnCrC2aIpwR9cX1QsRJA5CWENHDAQIWOQomGN9PGY3J5u+jxWFtri8yUiyMsMMbyyMsSGWVgiKzbYo0eRzSiorMSFBIz3E0Npbvd3bpHaxbS7sQqruZUWpJoNzsqj4WZQOpFdv6LX9m/8AerVJ1f1I1qD0frHjhCEdUhvJqsNsBH0dKFcbzX0psIAao4Vci30BOEV1s2STwT64vqhYiSByEsIaOGAgQscxRMMb7eNxmTzV/HicNbXF5k5EkdIYY3lkZYkaWVgkas22ONWkc0oqKWJCgnVlxPBZ2z3d26xWsdN7sQqruYIu4mgG52VR8LMoHUga3CtTV2lNNKppqD502PhHWpAbLmnCQkeP0h6Plqxq0M1EFTUFBzvt6qxZHbjaQERDIKq2rqJs2ZsIL2BcTAmTCGNmMgioA4wco4jwzlPPMu2D4lZS3uSjtZ7l1Qqqx29sheWWWWRkiiRRRQXdd8jJFHulkRG1snfWmGxNxnco4ixVtsEjmpoZG2oqqoLuzGpCIrNsV3ICI7LIAb+Y4r1NxqC8WuNIie3CTxUGGEvJYjzItFSUTyOmuo618DWS2WbagrphkqAezAxKimS4gWGd8w88bcU4zJjF/Xptrj6k94MHvBjcQGZVVzCJduxpQjK5jDbgrKxABBOd5oY7iO0kYC6lQuiV8zIpozAf5IPl3eG7pWvTUeLOyUHt+emXrAqyIkAz5ITQckgNeMgAFRQXjLLalwMFhxqQienmkxtpeQo2WBPNSME/OQhczgTsPkVM4hdqw4XynJ8Uv+c2dlI3EsZcw29xdHakazXArHEu9lMz0oZBCsnZV42m7YljLYby9tbG6s7K7cJdXwl7C0J7ghAMhqAQoUHoXKhyGCFirATnUY1saU00pppTTWL9FOvs1XWvOt1NlitlwPR6OBHajRaiOouFzOZwqJVIQW+gpBUU8qrKyqHhQSScmJxMDMUccXPAMILC+WV7Wte9Zba2ur66isLGKWe+nlSKKONGkklkkYIkcaIC7u7EKqqCWYgDWWKJ53EcYBah9oAAAqSSaAKoBJJIAAJJAGohj3aTX2UY0iGX2dKrWFj6fTZROhlacZg0xjEkK6gCqmiKC10B8lW45FBxnCiGcHDTrE7HhACoolgr4B5ZWlOc4DzPj3IchxbJ4+4+vcSjPeRRATi3jTZuklltzLEsS9xAZS/bBdVLVIGuPaZrF32LXN28oOLd1RZCrIC7MVVArhW3MwIVdtTQ0Gp/te1/BUPDA9R4HXTIprNXappTTSmmlNNakhvxkOZdd7Wbjyazgc0fH0xKfrcRHAkqq8yFRaSCrgRk13o5E2Oots+roJ4A6VBOhgCGCY2AweOQWeOV9u4xuStLG2yd3bTxY28V3t5XjdI50jdo5GhdlCyKkitG5QsFdSpIYEap3IzM1uGXvpTctRVdyhl3D2blIYV8VIIqOuts41pivt1dpe/Dj7FV0pqDlrZGD2/PTK1gVJERwZ7kJnuSQGtGYAKofXjLLamQOCu5FMRPIGk1tJeQouQZLNTHJ+chC5nAnYfIqZxCkthwvlGS4pf84s7KVuJ4y5ht7i6O1Y1muBWOJNzKZnptMghWQwq8bTdsSxltW7v7Swu7Oxu32Xd/3ewtCe4IQDIagEKFHgXKhyGCFirATlUa1s6U00pppTTSmmlNNYvfhVpNBU+Gq6hpf2JgFqMdxSc6ZwiFsxo0HKfZrskRwySzkVith3pThu0lVqOJ3KSwVb6G5Ex1/vYORMmAjQKh+jZ4Yje8rvWfEuWX+XtcDYYvJTZy9gE1vbx2s7zzwmPvLLFCqGR4mh+lWRVKNHWRSV66wTXlnbpPLcSxxxWrBZmZlVYmJCgSMSArbmVaEghmUeJA1vLOfjHkRDTXOwHk1Hy2llLSl1IcLOcSQ5kNVRF0ngoIawmqyKbOkD6UskM8RihgITIIwDlbMPLLG/GtLJ4nK4S6ksM1a3FnfxSMjxTRvFIjodroyOFZWQ9GUgFT0IB1dBPBdRLPaukkLCqspDKQeoIIJBBHUEdNbZXPprLrUQn4xxnscjUB4tYaRU5uEXkoMIJfShHoQaKmonUhNdRxr4m7rhZtqKsmGSoB7MDEqKYLiBYZ3zDyxtuHGZMYwZw21x9Sd8wC4Mb9jvhBI0Il29tpQjK7Rht6qwYgAg6seaGOdLV2UXMiF1SvmZAdpYDx2hvLupTd0rXW3Vp/g1dp/f8ABSv5dV1qyI9Wc5ld1t5uO1tL7gYamRRHyhoy4lqayy1lURU9yJiQ7EsiaHOt1TUW8rFT4Bc4GCKMSMhD4Y5BCYZ5bcuPyFtZ22RubeePH3iM8Erxukc6Ru0TvCzACRUlR42ZCQHVlJDKQKdyPvPbhlM8e3eoIqu5Q67h4ruQhlr4qQw6Ea2qtX8Gmonlud4QgJETnNO0yRXCrbV1XFCSnDLUhNKOUNUW8yho+Gjp6u8FdGTzarmRIjjYlwxMhrhAiZ2x6uGV7dvj3FuUcuvmxnE8bkMnkUiMjRWltNcusYIUyMsKOyoGdVLEBasq1qRrDd3dpj7c3d/LFBa7gu+RlRdxBIXcxAqQCQPEgE+w6iJp78aLP1fINNibo6mvV1KljeSW2WlsZD7jcClinETKqoZEEZHeB1ROWIJhEYyNcMPLsgAc88uGGOV7SXJ+kvqrhbKTJ5jjHIbTHRbd8s2OvIok3sEXc7wqo3OyqKnqzADqQNaNrnsFezra2d7aS3L1oqTRuxoCTRVYk0AJNB0AJ8BqRoD2NhPaFjDSXAcgJUmMEJzuloBuxCLKwSIfW2atnG84MEY6qp6eGupQKoQFxLqJPt04+D1Ryo4wAmAmXI5fwnlXAcnHhuY2UlhlpbaKcQyFO4I5kDoXVWYxPtPmikCyxtVJEVgQGLzuJzbTriplnFtL25CobaGpUbWICuCKEMhZSKEE6m+otrqa/SUOGyA4ZkkYGKmA8rZYCgiZB543tfjbpxvbjb2PBXSxOZyuBvkyWGuJrW/jYFXjYowI/CCOn4D0OsNxbW93EYLlFeJh1DCo1diHpDGd6cMnKmeOSwmYYXyF8FzZe/DGw17f5eN+jL26/aP7on3gLv1b49Nx/kzqeXY1V3P4d+I9BJT/ACgej06dQfbr5k9RuHx8evFvLEEY6cmg/wAhvg+I+zU1V9la800pppTTSmmvAH+1NfzAP9IpTTV/+U7/ACWXLT/gAab/AMXWOaaav/TTSmmlNNKaaU014zc/GY5Zg7la7LPSHnOvMRymQ4xZSvIbYMmSDjj5hyLLrAYciPJFVCPZnkZRRWS5D+YSgBngInZZd5wzwyBxyx4N0sV5yXCYTIMPqe9uJROCtQyxqHjBI8wG8AGhAYHzVWo108RLLbx5DIWid3KWloXt49ypvl6Cm9lKoVUtIrkHay1FCNbbubrVrSS5VU1wultlns+D4p1lezhjK7dSAEpNipRjJmqbsj+RmOYI3CMoLpYbhSC6wQVywuJzA+DYz2txM88stb1UyGVxdvkuSW0ZTkuLaP3Wq9wwvKY4nQR+D70JQKRuQGkZRgCI96MWlnlrnj2LZ2yGKy8+26Ul4ffVEu4q7bg8YDA7jUbyNz1rqjGrW4/MtloDlhxSjydrCylbablyKeyT5dc4asyzML8JPyJs4Lb66McGZG42viGqFZRxmQFVxvYgTzShCYmF7nLGsblfSc/jlXk/Joo191jxJsmaAMsojNzH1i7gHXZIGHjIVFEbaVJbi8fuYouK4y8gna8S6vb63STou8QTSUaiqAaJRdwAD7d4NHoPxHuZHzFU7Ss5sUae+jxR5JnMNz1BVDJ/WCbibAJx5bb4XTUV65Iue72SyG5S7jwxdYlxloIhin3yS742Ew8658G2iW5ynFrOZzDByFLtpXoW91NsJtg20rNvMNKqYtvcqa7PP3LqaW1y/N8Yidz7JQWckTblUXpuUgdhTr7ts79NztNu7daDfRJBS+bJN6LOPMAczmGiqQNM9M9PGltWxVNowRIEZyZsCkOxMlYsXW2S/HZsO9kEzF5h1wqqhIi7dnAFnUnni6kmZioliCwt6jO8XHr7MSROl+skCW0O9CG3sVlcuEooQgVVgSd1UrtIPShxl3PyzAcbjmDQXy3b3s5UKLZYEDxgRk7pmkWrDtOoXYVkrvUrcBjS5zNUhadKnLTY04dMRODV94S4zJWaR11wqxYJnRCEwMJMJTgvPWU5edkqxmqoql3kSSG+1WuEULoZ0YwhA5HShcGmaifGDNYgylM7jGt1jdl/jzIx7o7e1liMaitHc7gSoo468DjOYteUY7B8ggD/AFbkZrgXECdXhhjBETrI6x91pJAU2KiMjeY7kHWsWqnMY2dnN/bRQQakLXCQ3nHWr0SbAxDsRH+pOzUSQOqKEgK8soStijseZ51HXdn4ayNR4UOtiQGW7kptOxMP5iEh+IV8q0eR3jYvgeY5VjF33OLns0WPcoMwuC5PmbeIWQRsPMj7twIHTzdqyt5hznjvFshuNtnjcrKwp/Q3t+3sYEL/AElZe6porR7CjKzeYba2wLzgNwp4ReVITR1GNEF8btuvNPnPN48snfWNYqbyMZiB9zoVLwHOMnzg0oekJUJIjBzQcTKauOcJWzP+fioGBEmKQGmsmIt4uVXGMikaXCW0QYygbGZjB3QpjarrVyY1PUUXfQqdR28yN3b8WmyO0rlVm2Im5G3L7x2g5cL2x5KSlCA1D2iVdS2uw2A5tG6cFMfmnjZurU55S9pjJJ5GgSK2xq9NCsqu6MWdD8YbAyNJkzCh7jFQW2y2mxJYJpB5w3zREosvFgACmKqrrqM3BYhjxfXXG8bfopfL3j3CyxhkHaEEpRWDECNxIgL0C1QDYSzebU39wsvtNLjJZjDiUtYphIwLndLD3CmxQrna3k3Ho+7eoCqVNlpk3v5hQb6busOsMJNmadh2VrbFc+TjJKBEkZqkXmj8xKEmIrHaTeiCZeZZqK6GIkqpyMFE2MsF3s/xE4LDAsMQyEHDHt0Mhbzplsn9VpvwOPkijikZtvvBlQsXIKF4VG1tikOxIbdtCgyRfC3e/A4O75Cwtc1mfe2MH8a0KWsgHz41EUrMD1oYlG0U3FiI7m3dO8j/AGXBLwe0Vw9CDSXIddqntvDLodag/puj2Xr4tjJioEQv6N1E/DzrYpYfBb89Gjt+9ClrkLlbYCXNBB+Afe0sUm9HOWW2Fna4xv1fG9tIIyhKoYnu1ZT5wFXuIS1KlaqNh6S/0xuZxyCwF8v+9o7p1lFVo6lnWBlI8qbhtkADNRW2P9Ipr5T8z9nNlH0A5gjxTUQiSdTu1QkhNcq8Fhe6ksJ7UYrss2k84YEyzyyIo11w7kXCx4YB5mxsrW64md8vxY9DcpkZfV7g2GllY4u25HA0cXTajS3MJkZf85yibj4kKo8FFPsme1t44MnfRKBdzY64DP7WCW0wQH2UXc1BT98fh11G7rQbP0be1b4xRSQbv+IVLrSzcGId7KObczjVcVQ0kcTHO1jJIqpZZDg4CWyuDmIL2d8e2E63Q4Re3cXrrhsekjGxbmmOlZK+UyLfRIHA67TtNDtpuAXdXaKcf03t45uLY8OArpjbwKaVKiSF938IHYtKk0oaUq1dJ182an9kyrrXDE3pkLlI+mvU+QJVZCNHJJ+G3xGZ2BwYeIHkF3P9eWMm9KvpmgyPio4ikW00sUU0CIRtdUwwwPmO76i8U4LeY7mfJ+OTZU5njfIrG1upLowCC7+tGvSHhtoo99mIJbYx0e6vTOjLKwtixhSKenF/nMji+L27Q2sUGbhuligjZ3MJtjCE3XDle73RNuZRBEIjVQ8yqHfX9X90N+9iXfCMqkNQhsNPZ3TAXIAtnc4LbDjjFiORv4LTIftpDTt4JIc8vYnxcAgz6FnETIUSYaje/a5Cp+YB7pc39KPSfgtjlOMZjkap6pYd2jZF9/miubiNystv7ucFaw2nl/i7gZe9iYpXaEmDxb6clzt/JHkcBZNeYGZlC17EDbDRWl7jXjsdjVbtm2jYqKVDijSfvxr+1kqFuYrslYXvLqfvL5dsRnU0UiFYAgjxi1Z8dgCgEcuPnmZMLRmTLBCh5B2sFimA3xyvfPK2MK9LeW5D614ZwRU2Y+25pbXm4PUtJcXGPioVp0CLbdCG69xqjp19GsrC1u+S4/LSgC5tbeeANQkmOXcxXpTpVmqCGqGp09tctGHlaeHenQLtzH8fttfY+nbHR4igccbCWo2nPXCUmywApHmkdxO5ptcu8slB0t5PbCo3DTeJ+itiwmAoymAtgj4emer+KXjEeS5v6eX13Ok/KpGyF6AbS6xeTtnuHtbERwzS7B2ZJLmK7indblqBBBJaujeI+nM8EfG8DhpmUYeTGypb+UyxZCE9vuO29BJC0TChhlCsUcsS6SKVsi9dkNjH29toWTqHeCW+U0xFbrVcTbmJgvtzm5pfSzFjblwBmM5wtKToySYQbiY23CSS8Fs6mvLvCgbGE82liyfhdT8tteP8G4/xfC809TxmLi05KZJY5LK4gi9zt472SxknmjmtLqS+mMqPL2EeyARFX3h2nJt/TjFe3efXhvH5re3zKBAUkhaUbp4UntgCssUaI6uA77pGSrfRgxgSfsQtlNidnId0smzV1wwjEaDs02ruB2tyb4ies4LjVwPRgtv8sMgGWVsFruGbJIK03bopzIUAa5vJULm8LlsQci4/QzXBuI+m/KuXcV5/DlMpJgJo0tpbG8gsEuP6RHCwlWfHZIozJKJlG4BO1JHWTcHXh4TOZfk+Ex2Ux4trOa5Li4SRXuRGQrU7bK9sXUMhFSoLB0JVCrKfOB2z/szshqhyn9kH6jQG6ZrkvfuNXkzGW2S8gQhGKWmmYrn1KR2w4ncpn9lXcEcEwTxzRtWKJgwd+3DLYJ35m5kf2zG8M4Nwf1U57wvBPl4eM2nDL6G4nla3vbp2WfHu8scIXGwlQGCpC0inyFzN5wic26vctc8VupM/Jbd9b7HSRRoksca751EYkYNcMS27dvCkIG2bOhZpgIqr/QucLFL02UZbP14luXNTZdiSAC0PL15qiCbTjOPNiRHgJJkuLKbAknqjojtLuEMntM1H6en4lMRTRZxjC3yKAQ+GDD3H3ceRYr06u7rO4rHchxt5kY71DYXdiJ1ltoDaWqnIWSpcHd3r1Mk8p2rDJYqqrLJZnLyaLlWAymfiitoEgvYo5Y27wJdY32NIRDMErQi3NuUMjGVZmIkSKNznM93LKQuQUSjm1XcE7YbpW16eyK3dbZgU2FGUUGNnDuqSRJL86+3ZM4hLDsehTzohkRVTE6thWMkiaeKWS1dcISuy9BPTe95bZW5hz8PDL3i75GGWXJ2a3Fxdpi1yzW1uBhyJUhg+incRLHASkss6yTW1nPTIcny+Mg5XHcz2ZynF7m2SRFgkKtHPOkAdwLmse4P3Fo0p8hj2eYyR+gm7cx7lQekv56w8/wDWYNpxhqVMk+uFBkbX2Snq41p4QuURD+aITWWvtbGxZttqRgFoXAmIKlqQyRmlDdcQ/wBtawHiXphgPTXk9zBjOTWWda7vuRWGPhe2yNrBGkF8XTeyS4m5aSW2ZAXpLGs4lUKsGwl5feNl1kghsri2WX3WZ5O5A77mi2ny7bmMKrh6BTuKlCd77tqUljFfknZ3mZanNfbcRhvVMjjl4pO5cctVpslaa8RDbEvuTSTeNyIhtF3O+Qz5p0w2yjxNLST55TNGiJo0Ook8CGZ3IEP1vKY7j/APRTmOW9OPe7fI3PNkwdxLLOkt4mMhsnlEDywxWyiK/nWSSZEiEboiQSd7shz59e3l/n8zxTF5qKGfBXePvL13EdInu45I+ygRizI1tEwZWZtxctLHsWQoPaBUgGODM5puzCe3SCdNqTFjqh4N3liwAYi0yXQvtR0BpLuxLdzPOYm2l9pBjpQQprDEhY8fsB1LnBcq+W/tjn7Thl3waOV5eM3GQt71oC1QtxCksPci37lhaSKZlmKrWURw79wiQD0+4x9ld5G1ydzGrZC0hmihlNd0cczI7p5SN6lowQr1VCXZQrOzHzMQNgt+h9ktVYLkV+adOVh7GHdtRngbaOtMwNtaJsfV52ITdvi1Fc9ua+Uc2oS6kuAEyXNGSVwEHES98wFO+PUz9wyvBvRq+4RyjNYyz5LDkcImFEQmydpIjz5WJ5vpo0w1u6LZPEUZElrcEUDwA1EWtctzOG8x8tvNYrJLNOSywPWMWzgKyFrp1cyihFVpHXqHpQ+mWuEIIWtMAw9AjVOiKiFDkcNKPUxUMFcCBhZBbCMVSrq5sqEKaDKm1UYDMyLhjnnjiILla1724V436hcxvue8wyvNLyMR32SvZLgxhqiPuPXYGIXcFWigkDoB7dSrHY2wxVtHj8ehjs440RQWZyAo6ksxqSxqxqehYjw15t69b1zy+ts2hrk93prhIyfJ0UbBu9IeGvsNT6UjKO3xDbsYCOG1EPYWRHqJG23SYml3mZTnEZaRJtGUJwJQhM+XJDiXAC9l5b6T8VsfTbI8xxEGZsL3F3uMiMeQvcc9zdQ38Vw5lkxltCLnDMTCklst5Jcrc20okhklVd5jyZjIQZ6wtLloJrK+W6JWGORVi937VALp2aO5arvHII442idR3EXcF1UVpvDeIpyyOZq/VPa5onZDj6Qtz/Mcjp8FLiU+ymULPaQ0p45kFIWdFRARgXW3GqWINTAmmA3YxbHG3FYECCEwmuZxnpK3q36aYW14/dJgMnj8M0lq2QR4XF8sLRbgLBZGMU0zyXhaQC/ZiFFoCa1xYy4zPJbGW+U3tlK+yUQkdrt25kG0dwkjtqixAu3ZIBYygbdXAeWwO7UEx1y5mM1gtX5FVti34gw29ZGciHK7BKN4JWih9PhpjNmKE12P8c8O3UFmdspHjbzx88nCXcgSKaGp+cUeI2nEfTDmHNeeT3xzuPs8HazXtvBE9pdGQx3UEM4luXjttokkm2wxraHspJ3ZJpjb9m65OOyGds+DYzLW4gupneKKXeTGT3t4iKhQy+ULWU1FdlFSstYtTWJInI7Mu6MRbCxfqwXf7V5bradfrthBCdwD1eZJzjzglq6KtqT3uItt1gprmbJodIauJtbwIZi5nc1UwMdzLE+ZksPxKP0xxPK+G32fGOk517u2OvpImt4mT3J0lj7H0clx2ZIxNdGOAy9IVt0WESyyK0my0HqFh8bkobWSzuLORkuk3LJGEk2yKYmLHtvISViV3AoJC5LlU13UKfdo4VhDlbN6QAoENwhs5D8ewczSLRQpCHkqG30n645vuKXY7HcsO0s3pmbT6SI7U7LaUQbzMMNs6fKli6gsAFxlAeYeqPEeDcs516ix4V8vFzbj+RuL+V5ntvdb2D6w7V9FFAkJeykt3uIxBLJdXi3UaPI0Fs7rAnnvp3kMjj/T7A5hlg+yphigdFD95DISltIXaRt4fYe5GkX0TuFEkkaGRu0N767ep2pKhNxzPXYw/Yz3xz1XkYsTiySCjQfTHttoj6y4LrISTM6n1qO3X3ZawV7iH1Fyk7iB5F+wtjlYbHkQelvpzc+qGD4nGuaXAcg4bLmIibu1M1pOmIlygjmcY8Jdw1haGkUVm/nEm87SjSe+y+ftrTklqDActhL62hidYyEuFnmgiP0bTEwsBOGqZZh5CoHnDpJaQ5dkEzm2zUlL04s5RgtsanxTIJSMTkQOAQ+gNdxvCWUY4iNFzJ0wkk9Pe55zsYJSVnCfRlPBSI93Tgk8lYoGayjtxHwGx+7HHnZMZdLyg8mltpLxbxAskkdvbPG8sHuTsbdYrhooraOVGSUvO079wxDs3UGXn59g8Tazp2cjazmOFkNFZZEjk+k303O4Vi5VQECptYrvPW6vbob97EvCEZTJ6hCh6eTwlguMBcO5wU2XHF7FcbewW2M/rSGnbvyQ6ZexPC4BBqCFnEbIUSeCjfLtchU/MA/3OdelfpRwTHZbjOX5GqeqGGcxtGvv80VzcRybZbf3c4K1itPKax3Ay97E5T5uyYNDxouSZy/liyGCsnusDMV2k9mFghoGk3tduzBTuPbNtG23wO5aPPclSi7ErmT6zRUpQ9B6s0nVr7su72bLZ8scX9gG+uMs7DRNztprHzqQjI0bM1wlnYSwUMC59WFcGYAXb4p+JHHvfn/GsNYXfozyzkEF/lYszY5jDwyWSssePuYrlLwxSzUd3mnhMUxTfFEtuCe207TsIZHlZZYs3hbdI4ZLW4jvS0jD6SAxi33dv/NkDxByKs56FVEStJCejm9ky7G7COKKpMcsINtcbMYrzokrV45EUoQftbry/rr7CEbLYcYMmy06EyfYxMs13DCYv1rN9LRT5jEkN2RHE+XK5Tf1M9KeK8S4Nb8n4/FlbmzuL2OO1yy3dre4nIQducTSRi2tInx10J4gpx93cSTxDuoTK0LyDjwZu8m5NNjBLb+6JFuWExSRXO4lDtPckKvHGrNWeNBHKyjZtBod7wmCYQ99Nq49S4I1ou7mRqHEr6h6QRVpxpsjP5KcL9ltPAaUxymWj5RUGoyU9wtcwYJoKWjLwRDMYQ5Y6YGOZlicUlw2Ag9C8Tym4ymdS2k5TNbX1oEie2t2EFoxnsrZrhEnuDBKoeaaa2MtBAUjSISy9eR7v7dWOKlggfH3WPdoJ6kShlkZWic0YpEZenlVwAe9R3YwrBGvO++4LvYfLvm2aULWggwd2VYnH6rH8bIkp+l7XcqzFMhSS2pDTpCcjwNooKQsCsS5I00RW6cFTLmMc8XIextl1PR+Xej3pvY8l5jwnjM+cfM8btZruO5uXtey8VvcW0Mts1tHCrs6+8b1vBdRiTbT3CM/Oir8h5JacWPK7+G12Qy2ccluhcM/vjlEkE7MVjCHaTF25qgGswJosit3anbtKcW68OSm79bkqcoqX4UK6tFESBZQBQZBaE5msEWPXy7EQzswqq7pT3LIOKg1DwSWdRg2ubQDSiZMHSo2AAMRh4PwDL4Hh/LMBbZtsDkosgcyJL+1MlpNjyWmghlGLjijIte1eRs6XBnS5jgCRyIXk7l1k7uwyuUtbyWFbC3W092k7EnmN0Ag3RrM8jhLkmAsBGpKGSqo1E1LabenYzV6TEFGU39rFICMlvnVBjPOMI8gnYZ2ScaT5perHj57yHIcjIMkn4r0xKKy25lAwwEN5AuWznKpAgRZWNm7jgFe56c+lfCvUCxYxWmcspbi2y00F1cZDHRW0bWNvPcQ29tayWqXecZUijXITWTWvuhnVpLeKIK8unm8pmMNjTeNNayzW/u4ljSCVi5mmjiLFxMUs1YO/ZE4lDtFtEjuxRd7WDruTeZ3tEfYiE2XK9CnLq1/HbSA819RazTVlYKZ9lhCxJwuFHbL0UkpKGyv1RxgEs8JbG3DELLrVFgMbF922yXMSTpiBz64EzwRrJMsbWON3NFG8sCO6qSVRpo1Y9C6+I7l9GZubceVSVnkxd2F60AfvnaCwDUBYqGZQxQeZVcjaYq153Ckt36+8teIoDYeuUJy/tZAjpmQ4CUi1zZa5wlHUZkWoZdpZlQu0JBYiysm15xP5OIpKXi60wEmEIbOmDItwAyhubc39NcFZ8951l+UXuby3F+NZSC0djcxDJXlze90W5mvZ7eZEVEglaaYWszMRHEsa7zLFHbPNXcXF7FwtrbZ29i3RRmN+zsjKGXasbdCscqFULopqx31XY8icrZwrzMgfcNxylcBYcDZ3s3VWHyYitlPVfAVlNMkxWOr+bAjlGDe8iKgZocETzcjlrKyuN1sC4dzQ/C4nA9eILDJZ3hlrgAYrK64ZhlgW6nhQxq0W1BcXL9i3WlR3J37MS9XYRpULuYJMhHyLkMWQ2tJFfqwdQBvT3SF1pGCzBtlAEq7M3lUu3jab4/cF9FvQTdXp8P/AOmxzF//AJWOFQg+kHKj0N3xfr//ABLxz2f/ALV1u/aPH/8Aw7//APEb3/8AJ9WqPNVqOZWaDwU0MsoLbQHPrDOUVIqZBPt48vIRxAUTpMqcxCETlI031MwTEvmFiOGAYFCv1bZiY38/hvL/AB8V1j7eUpBdBUnVSCsqxuJEUlahlWRVcUO0sqt1oDrrNFb3TQ3LqGaIloyQaqWG0kA0IJBI69aEjprzR5aLRbTtgl72ciKTVs25vTua7G+KaxyuKkOJI22m26csJ4oeWApU6XDHECvljlbtARRAs7ZB554X9p9cL27sc9gJbORkkk4XiImp4GOTFWqyIw8GDD4QdpowowB1HLNEm5xzC2lWsRzCE9fEqRIhHtXayr4HrQg9CV1RqBNidiNcIrmeTm6lQrjBaPzTphjt5IrlKPtflKQE2dN5DMXqa0111FV2414kzjVQeYY4IRxLemTlwwFxysj9iFkb9X5FxDhHNs3xDieSlyv2xyPp1BcW8kZt47S0+rcG12qSxvHLLe+9dh1bbLYe61Qqbrcyx8TNZfK4zlHM760jt/ccXkrMtUu8t0btraNgASkdqsImXa1LkzENVIgFLW1mrdPeNemib2DpPq563kXWd5tlhPfJfKQ3kmyc81hgR/Kyi1iT7e26+vDog0uRab8LFAlnFgSQVGNDXMYl792FJC+d8N9M/S+PimK5F6p54Y1M/bzT2vba9320MNzcWfda3hweQjviZ7dm7ByGNYIApcdxZV72dymZtsjJjMFbGe7thGZQVj2kzQxTxoJHu4DGTHINziGcAnoCUIM+b5TftRB+uiPPsJkYqaoTMPNRe2FbkvR055fUGVFKqsIBOQni3sIzm2LCigpwqgHD60olcTZwurkiAuJcwWvhjmNDvSvjnp/yP1FHC+VS5C4sL0XEVjPZ3Edmst3HHI1rFItxYXkgS/mEUCHYjQPKrOkgqo2r645A3GnyWOt4487HGrm2kAlqu5e6vcSaKNTFEZJixYqwjKDqwbWZMneck8DZZ+x1MWoaFD0VtVhJDXd04Nl9NBnNaSFwFquJ7uR/y8lyybQXgwmowXGWPEk5NQ0XNTV1MFKEWSORQybzvw3EuNyjC4rO43kT8ov7md5IbGW3mmltYzJHDFb2jWnciuJp43jaWWacRRRtcLaTb0j1mW6uLmUzWFzaNZIpRy6umyQhW7jTGRYzGiMGKKAGPlM8fVlow7Ns5B2W5ffN0akmBo59wa/R3LTAIvBGgeZtYsHi3HRq8gyQmnlWB5+cTslJgrSebdhsplY8eFAUioJc6VtYAxhe/pg9O8Nwz1O9M83gTJHZ5rJ2c7W7ZCyyvZkhzDWrBMjjo4bS4R1iR/o4w0Tl4ZDvRgNjh+VvLrOZDFX1He0ikUOIJbbd3LDukGCZnkUqzMu4tSRQHQbWBNnmHO83tTYXTbXdLPRfnEc46gyY+SOR1iugeQ2m+oWSofKljBpzBSYVbrkaS7lJ2GWafgiJxwDuV8bHs+26wMS5DxjjeYxPqByu4W/XkeA5PYwgrPD7tPBkXvWZRB7qZYpY/dG+lNxKjdwfQr2z3PO+C31zb8X4dDage439ped5CKsvuwjZGWTd4MZ1XYI6rsLF2D7Y4fReYjswDASBidjRlyhs9IO6ewmmzBAiZrEW4xzZ2DVOXBjsjZR5MmyLLLnuxaESmjgiCakxEyPmhsS5dSCy6vW79z6OcNuOXRmyvbmx4Jb8Usc3em8mMk8QvFtNtqLizxcxO6W7RRcR4yVYkDSPC1NupTNk8zi4csMoscktpkVtLV4kAW5Zg1X7Tz/R9sJIWR7gF2XYjANvF79PJE23frPege3sEF4eeDdd4qc0FsiYjtKIygyjJQseIOTOOmBsJtCFGSslGhhk42nmHqt2Nd2wOgjB4mciZTyj1TwfptjLi3PpzmDkrCe3DTxsty5tJlanb95uMfijdJIoEquljAU3GJlYoJZOhg7zOXEkkWYtuyqEbJKxqJAR1+iSe4MZQ9OsrBhRhtqUWkQ8Kt+F97tGoHJnLKUer7n5lu5F0k4QKFChyb3O82kttdQ7PiZyMnI2aOxDjTk++AmN8gc7Gs8LCB4XD9Lx/K7zlnprzXk8qGPKY614rhY3V2JSx93mjnT97VbqXG20km8NRvo1IUndo5O3tYMxj4UCoMpPkLm5SinuzQtbtBJ4VQp35AO2VDbQXDMu4c9YoPbsrz5s0kqZwQFk6fczpel2K2+WKAjIxFYkrTJrn321U3IEUsWRE0SUtgVh1DYl8MhLLIotxLXyMiZVm5Lyu847wLjWWtQHzfI+CSWFzKSQ5ht83NHDIwNe4fdMfDaKW6CFVCECNRpd4y0yefzeFvVMuMkvcfdOjE0aVLCCRSCDuQiaQzHYVJctv3dx62L5mUlueJoAbDiRYkg6YGyoT9re0n2gTuUUXE30tEek9Rs0U5wtxjF0YyRdj0RXEuFDSZmcUkkBGOABqOORoQrgSHgfoNgsXyP1Jt8NdZDLYu4OIzEtvcWDLHIJLfHXE7RySmRXjgliSVJTHHM0qn3crGkzTRbXMbiSy4dkcjbwxXNzG1rWGQAxyq11DGAa+XcsjRsgYBQayFt0apJB8473TRHW6bb14EcUJQoguKU4eakcNzYKIpOKC7TR84BI9EmJ1wDtIVl1owkmyawzL5GSCrBUEJSWzR1PAFBzNZKpciBMuD+lfF+R+mlzy9ocrk8hbWV7LdNj7y1b6puIxce5RX+LNnNfSWtwIFmbIRTx26pI6MI/dpJW0OT5m8xl7BbWc9tBE8sQYzxSUdGaPuGGbuJGZVDsggKNJVO4NyOAJx5mcnueKYAbDhRYlg6YW0fn3XFpPxAncooOFvpSK9Z7jZoprgbjGLIpkg7HoiOJcKG0vM6pJICOcADUccjQhXAkPDvQfCY3knqVb4e7yOWxly+Iy8tvcWDKkvctsbcztHJKXV4oJYUlSUxxzNKp7G1EmaeLocvuHs+HZC+giiubmFrX6CQAxyB7qFPNWo3K7RlAQAD9LurEEkjp9bH7yrG6E36uRch6pMZosbX6PJrZUlP4GW5VcQmDodUiN4Qu64/byrDSYbu4jzGFKWKFHAX9HgsMT/fFvI1kmEevYcW9K8d6N23qfyKXkN3lTnJcfNZ25s7SJmWO3kBiupEvmQRJOJDI9rIbhj2BDaiP3mVfzZ/7XYvjmPFqllk4mfvuHkaERkqxaEPF3C8m1ERZEAUNK0hNIRHYm9eyq7DfLm2mRBYJZOv+y6lC7f2aKuWN5BfDlixXloDuyCqM94p8vx2ipzUdEhGE9oYm1RFP+YTawWUhvOBfAUraSn0p4LjvUDmfpjdnLXvJ8VFey4ZoriC3S8Wxj7s8c0LWVzI00Vv3bvak0XvCwPAnad0fUck5HmV4bDyWXsQzwtbC8Ro2kKrczrCjo6SLGqhnjDdJSiybm6RudTFJOxGxzZY0lyMlzLqU1mMNsQUjaJXHIcIzgoLQDGRzK03XSlo8bsiZlB17UTq65LTrttnN1t5M3NeuWzOlMTuZoonZQ/j3FeGZDJYrEXWO5Bc5d8PLc3cdve2Ko052yRM1zNZLFirGG1PvV5cXIvBCCI5O0qSTiT30+Ut5b6MSW0YgmhVd8MzFVdFJBRZA08rysIoo4zGS3Qb2KoaMTZs679q+WSbfr9SkpOeLX3uhCKF0yiMp7xilrwsW8xaMGWQcYEXSYoLEixqYXEZGLGDaCtnDCmlHRBi42fXD4W9Z4r6f4z09+8rx/G4WSR8VfcSy16ivPBdtELnjN7K0Ru7VUtrsI5cJcQIkUse1lFDUwjK5y7yfEuV4+/QCfHXNhCXCSRCUHIWjK3YkrLCdpUFHZm3VPStNWrkPa9Tg3brdtySlCcNlmhrno0yp2R5KYAJ5X2AfMel3RMgphmvR3K6K3iyclef2WaulNsqEoEU8yYzOiKYuRwQuT84xfA4eT+k2Ag45k8m3IMzzI45rK5YR42O5kSzVbiFI2mJZY54+9cuEklUdlbcCJXlmly1+vOMfBcQw/Z36ruZ5LoHdNbRRFmcGM7TIrlZGWKMnrH3C26XYkHthw7LPXmH8sh/bAK8HDln9rzui72u0ofZL8bZuOhFtrQIfU2a6XY85HeReUskgoYIgALpFKamBocIznklg4ZhY4Te4x3A8F6aeqPGeHxZUXmMzPHbe4nvJ4JBdMkmRVZoYILaH3QMVkJgee8IUp9OWDahGDzeS5K/GuQIYziryHISBEQqI0pCEDtI5eRq9DtjiUdTQjbS/O7U6yxCxaN7xjI0DR96TG3iAol5MiOcdk5Xe6giIhRSRGtBOtWv7kZUgyUbCCzOKTkUSymJ6MohDI4IQMlrmDBLxv0143g+Qy5B89Y5W9S2SAp7ve2GLtIVkfY8t/lMjFPb2i12RW0bxj3qeQRrMj7El9Iu/enlt7Wzlhhkmcgs0Ulw9FFSIbaJ45Jmpudtr1REJ2OGLRwBFO9cy7KR7oshxOmxVGc17ca2ufY50umRW47JDjaOkKNQ4wSnelt6N0F+xi6X0qud3ycTATC4rrSLJaZgOcMDHBS+JM1PuS+kXHOD8j5fNmpMhkOI8XzVvj1jtnhtrm4e9F08DSXMsF1HbpFHauZXW0m7suyNFiWQyxxnE8ivMvx7GXqrDb5TKRzmPeGkjBtWiE1FRlJ3LKrIDIgAJO9ylH2dH2U3NW1DXjW51saFIK27lBnTy+5Ac7lJq8uwyhMqAHozWbi6mPHTLldoOZymZntIaIpJqKceqcZa6ebNXPGT5khYsb5Vxwn03jizfOcNdZTLem+KucfAkMbJaXrTZKGeVYp7qezlijWza2niknisZVupEjEaQpMJI+rLeZSAQWF0IYMhdNOIJmUvFN7t2jMywpLvWqSoypLKlAxO92QofmQ2k25NmtbNanqx4gg7c6aUKeXM6V9bTVqYIQbTN17cjbRDL5bbGZkotJxL9pnJvBIOI6EbeqcbbRY8YuomzhhPwJqNH4P6cyTZ/mODu8llvTLCSY5DEjJZ3zy5SKV4oJLi4tJYl90eCZJp4rKVbhkQRRRJMZYcdxf5K0ggs70Qw5e8kljtpCrPDMbYxtMyxpJvSsciMiSyx03HzsyGN66yNzINvmTCc33S4j13XNg9X9yIV1flY4tO2Q2vE73bM0ueIgGNJUftpLS3u6m2ceLelwlgZSVJdPXaouIxq5hduBgmmpZx/0c9Oc/yfj8zZDNQ8F5NxrJ5KAJFbS3drPjY7vvWtxI7QRzRxyWcpSeGCM3Q2RGG0EhuItC8zWbx4y+Olgt3zOOuLFYm3MsdxDe9l1kKDeYJAkoBiMkqL1kE7lew0+GZ63ZXJ1M6iN5zaqJkzMeJz09SdKKrEMvrcZmWi85Bd7RhCNGlHBSdW66CrsUkhnmzzlcZlymiCbmEGEUSTlzN7loVkOJ+llvwG99TsjbZ+XhrZKDG21ql7aR3TXKW0FxeXM9wbCWNYI2mRLa3jtjJNUmW4hEf0mefKZi2yON4+72kWeyMVzcBjFJJEkEMpjRVUSoZJH8XZpIlTadqOHUihepUnPFiaZckdAFiOC38zZGfia1V5zyGGquB/xw8gWJNbiby/D6DdCAQm6vhkUAyFk5RFfM2ULDikg00WxwQ2V949QMBic76yepsgyeXssjZ4u5uIUttsdvcwq9iksV6/c7kkTNJH/RhDsdgJjOnZWKXhchu87jeEvkby1gmvY58WtzC7iqmVxHC0e1TFvRSriQMdtCmws+9LBvXePfVOK8yVxpjT1IaLZ0AcAKyRTlDCYZNcEpswvBjVmo0yDR8qqRImM51LKE4cRw3NgApE002L5tyQjwZfzya8w4x6b+k97iPT25yFxyOa95rFJFKFNlapZ3IycuOWZQEvWngSWMqLesMkyKLg3MDSG0jltyc7fcny2Awxt0gs1ieCWRWZpQbJboo0YkRUZqjzb2EVdgWb+N1ZOW9q57c0vRrB2uAkMxuvPjWF5bOgSHsAzXrIzNcZdtrjSbhWMWwgNKSYRUQFEuO7gVFcXBFM35kIZFbXSTFz1hC8Px3CONYTj+e5TzKPJ5G0wuetMWbXH3EFrPW5WeRruaWa1v0SNRA0cEIjHvMpce8x9rbJx8dyO45BDx0YpUglz6XbiSSN5o4ha+7/AEahHgaWWX3jcFG0qkbHa+7y99qFMG0Gz/L2Zc6PJ0RhG85zhFYr7Zq01YXdJZkxsE40e4rXMjMF4TQ61SQsSPDzgAeuuJZNXKmC+digIfWsLqetHHeDem3qpfcXw8WQvOL4jIRwXCyXkLT3OyRe8q3EVjHHbFwe0VNvM0Dh6s5oF6nArzLchsLe8yyxJNdgGMLGyqm/yoWUys0grRzR496EKpQ+fVKdQ9p9go45eOhx97PlgSbNW466x4/iJ7LrAeickssd3sh0SE4nnNxYKVHCtTKvoJVqKx4bzUbZeDhOmCpG1kkPIdTC9f8AUX044fnPXTk2EwNneY7jnGrS8vL6FLmF3lS1khiSGwLWqR2iStNFGO9777tGJJv6QypbPEzyPJce4LPzDOXEVzA0lhDDKY3UNJeSCIGVUaSRu353JVEEpjCFohJ3kvbrVslMqzsfPOomxJCOVSR4jZcYS4z5TiJBcTHZEmxfKYzuSC2ZmNHY95RX49dbQdrHUCBoAVyrACkBcI2FcvjlcC3j3KeI8Xk9O8T6pcIa9iwl9eXVlcWd5LHcT2t3aiOSgu4re0juYZoJo5VZbWIxMWibuEb9SKDJ5Oy5M3Gs2I2lltluLeVF7ayRdUkrF3JmQpMjoN0tXUBwqAgGg8zzJsIqwTzsTbOSoJ1gmDX9TvcCUYgaKi8ng/WgkawseS09Te71UR45PrUsG2YrYpJBazTrAtMK4ZcsApdxCOGPS+OcZ4d7/wClH1u+XzfHM3QS2F3OkMNvM+YltGS3RBcqlmLhTNJErh70As7WpmaOLq2y38/I8vaW5itjDGjW90F3OaWSThpEDKS6pRVBbbEdqqZljrJJEvbabE6k626qm3o+IfaSG6GIoCSRtsv6qzhIGvkaqIADGSYYYMjx7HWwuT2i4GRjLx7oM+1FyHEQqfSMsM00PzoDYhbjOB8O9QvVDlWPxNnkri8tL1fcsRHlrG3yF8pad7+4trm5xxgnNoId649LdbiSKYFZ292czQXCZm/sOA4rI3ckUJliPdleGSSOHzKsKSLHJGR3S9O/XYjRkPGplSl7stmhY70UB24l27SchxrazlZ1kDCGFkg5WK4FBNjsF5uEvFjiJLDkTFprKxzEQNFPWUToAxUQEW5kTC9xb+PZPhQyHqvL6c8UFxHFc58Y+z9+VoZ1WS6EEbXaNHG8UqAhp0MSMrBgIwaLqb8YuLq4wNtf8hkjFwLTvXLwgPGoEZlkaIK5Doqg7NrneAPMSa6822y5NlnvzEOWQ/5/WYOMlpA133QeDVaUPMh+Ns3Hg641oDUVVmul2vORnmXlHJGKGSIAK6RSWngbHCMiXSwsBAscPcbjG8EwPpj6oca4hDlRfYzM8et7ie9uIJBdFJcgqzQwQW0ItFYrIxgee9IUxjvlg1YHheQXXKJeNcgimibE31vfyoscTIAoEAUM0rdxmBJBZY4gSDVSCtJR173snh87aNDXN7vTXKRU+T4n2BeCQ8IAhifSUZx4+Ycd0fIwbTQ9hZCe40Z7dJiaVeZog4jLQJtwyhOBKEJHy5EcS4AUf5Z6T8XsvTTIczxEGZsL7GX2NiaO/vcfJc3MN9FcsZZMZbwLdYZmMKSWy3j3KXFtMJYJJkXuNJ2zVxBySzsZJYZ8ZercFRHFIgUw9ryrcs7xXBG90k7SI0boO4iFghjrTWUdumbqbuRJcjbJ6zuR0M7ZufmwiSdsAzXdEceNA+xp1XGC73pJzjSpadBU+xyjcTArtlrJhVvdxsTLJQqzngP5wLdf1Iwfpxecw4Tg+P4LO2+NveOWU8ttYTxXtzMtxaC4hhto2s4iLh5Xb3m7czhzI9wlmpjMMmvaSZm3zfIrSa7gnktL1EjklQwxLSJN5bzsRHGtAqFyaR0MwD7k1d5bnbNTjofzRREGRkON5a1OKuQgiy+jawzTAyk4mTjALQmQ1clAk+SGblOI36ZAXVBJKK59RPghB2LK5IqLjmDa+wnphwfjfqR6ezXlnLecZ5JNH37BsrY5BUm+s5LFK5LH2wtLq3BSOaSGKJGP0lrLKjBmXcweRyGSvcrjDciO5tI6x3AtZoCjC0W4ettLIZg6tvRHZwrUSVVZPI04Lk87j64tXl8LD0futSrr5JS6xIm2JkXGApUSnGx1B6gYAQyZb5UPZddSW8hvZSyIM5QWlTJRCSnAeKqdygxI0IRIcmPivptzXmXOcLj7PNx8vtFuLvD231havHdi3DvkA5OMR2e3VZLyK3XttNbo9usoljE00TtM5m7D0/xnI3lh90UQrdu0DyNHHJKI45B25EVVG6OGRtjbHcTFRGHVPzbB7m7wxUfAdcdNXVeSYpeu9Ueaux1k5ApZj53lmourCIwHAbWDyctP5BcyoJLBtbSclssCll0Ui2u+hoy4Iq4lE3T4B6fek/Jza4bPXWfseRnil9lJzCLO6hMttHNdKFRhbSRL7nHDKIHaRp5LkRm4tVhMs3b5VyLKcfxuUyloLOZcfd2cYik78W5bl7eEq0gSUhxcTlAywsqLGxIcmg+b05guxmsy7s1E+wTGjOZZWjwLVdc17WYHRVCJUCWkXbCSBYKbKC62dK8uPwmxnOyZdRFDvRkw8sExUSBC2fXTcsRhKy4T0i4h6kY7AZ3gVzfYzH3zZaPIxX8i3b2T4i3F9JJFPa2VubiK4spIiqJZtLFMXUCcUGuhf5i842l5eciCvioUgkhliTYZFmZoipiaaUo6TIy7mkCulHonUatHp/Ke9T0csitrbjXYCPm2mEW+rxxKpMjE0eZOgwc7wWcTLV4hj/cndg8lnEAcsCbLLeTqCLqQBvMHIgUEKWEOwj1P416SWeJtbr07zbXeSld0ubQm8ue2q0aOdLy4w2DVg/VGgFqWjZQ4mkD7YqYbIcnkv/dstZ7LLaSJ/oo6Ef8AVmFLq7Yk+IcOBSoKigLVY2H0qluKk6D3hpYtRe8pqgbYvbPbVMgGYzYbbbE5EdgVp7qMhIaEaLGh7tmRGGRlQBEa7lG7NPTxzwfnEYAqcGDEnHDvVLCZnIZGx9S7fIwcLyuDxeIlv7Lzy442EduttI+5az29w1o0t1airuqMYVeSJNX5/D+9WLRYdoIc1JdyXS92rJI7O7SnYPBvpVVZAPIDtNO4WFfXLsfi99L+aWswNHbo5ee7cZNhXk3auMHg0ENyLaM+cIoNGzT5jZ0s9ZbTbdxCXENhmiCHIgWQ2ZoQlkr2Tcr5F8hpMODR4znfp7a8jvoOaejWRuorXF3MErwo0DX6r7vcxzxyzRNazXCyXGPNNiyG3FwhD9vUwGXkyeWv7T3VsVy6KJpDvKytIyWxfuRmNwhCqnbSU08y7ijKArWTd+wW68ERzy5mM1AtX5GVdin4hQ09JGciJK7BKt4NWih9vlpCNmJ011v8Y6O3kFmdspHjbywssnCXcgSSbgp+cUePW/EvTDl/O+fyZA57HW2DtZb2CCJ7S6MhjuoIbju3LR220SSTbYY1tT2Uk7rzTG37V1yMRksvZcBxOUshb3RkaOF95aIt3e4IigVWHl27pSxFdlESstYu4jyXtoCO3k+xxI8L6bK87MTSqGns1ZRj3OQGcfkc8vvWVyBxsvh7uBtvR3MSLibrbBkdNbhYs6Mk7tszmSiaHO5lice5NieCQejlpy7BZHk8XGn5fNbXFlObadbdBDasJ7aFZYILi7FtKokndrMTECARRJEJpZPbyZQ86xeEysVtJa3mPmaG5j3K4aNiGjZW3mOKSYjyq0nbH01ZWrENF1y3w2/ezG5cs2TQh61EI83jWi8eKzCjVBlT0warkVYnkiTG1IiY/wByu82jBpC2LH9yRpojN00Ml3NYiYuQ9jbK2Mx5v6Rem+G5JzfhXHJ83JmuK27XcdxcyWvZlijuLWCW2e3jgV96e8bluxcoJNtPcYuleLjc5yK645Z8puYrZbSWSKOSFd28mfuCORZC7BRVVrFscgGpmqaL0mxW+G6aWl7ASBAIGuDdbUC7jxZp6YiSWYjlCSJgdhmRXPETTBlFKUmfsDEREDJdOzCUON9q+ZBxFVHK4ncVm1zeAAGrwL0u9Nr6645ieYLm5rrkPHL/AC/vlpe2ttZ2i2UV7J7oyTY67aUgWLrcXQnQQSydo2xETSPlzObzUcuVXDiAfVclpH25YZHkuGuRbnehE0SxqPeNsYYMJTGSHG9VHpPGcRoGuImyUzrps24XJMTlb0wyjmw48dikaEV2LBkbRaoEmLHraNSO+lsJU9WgqmQSCmSurduqXJhXNi4YCC+N5nkE3KLPBcOsI1t8ViYpbSzE9zEq7brIXN2GnuJRbwx7WuRHJNJ2odsXcbtISqym0t3eabLXaj63uQpmYE+YW8EcCKibmoBHCCiLVmZtvnc1Op/H7gvot6Cbq9Ph/wD02OYv/wDKxwrrH0g5Uehu+L9f/wCJeOez/wDauub9o8f/APDv/wD8Rvf/AMn1ao81Wo5lZoPBTQyygttAc+sM5RUipkE+3jy8hHEBROkypzEIROUjTfUzBMS+YWI4YBgUK/VtmJjfz+G8v8fFdY+3lKQXQVJ1UgrKsbiRFJWoZVkVXFDtLKrdaA66zRW900Ny6hmiJaMkGqlhtJANCCQSOvWhI6a80eWi0W07YJe9nIik1bNub07muxvimscripDiSNtptunLCeKHlgKVOlwxxAr5Y5W7QEUQLO2QeeeF/afXC9u7HPYCWzkZJJOF4iJqeBjkxVqsiMPBgw+EHaaMKMAdRyzRJuccwtpVrEcwhPXxKkSIR7V2sq+B60IPQldUagTYnYjXCK5nk5upUK4wWj806YY7eSK5Sj7X5SkBNnTeQzF6mtNddRVduNeJM41UHmGOCEcS3pk5cMBccrI/YhZG/V+RcQ4RzbN8Q4nkpcr9scj6dQXFvJGbeO0tPq3Btdqksbxyy3vvXYdW2y2HutUKm63MsfEzWXyuM5RzO+tI7f3HF5KzLVLvLdG7a2jYAEpHarCJl2tS5MxDVSIBS1tJr3U3iXZnm5g6T6u+t1F1oebZYT2yXikN5J0nvNZYEfSqotcm+3vutry54OLkmo/CpUJZxYEkFRjQ1x8S9+7CExfOuGemnphFxTFcj9VM6Mamft5Z7Xtte77aGK5ubPutBBg8hHekz27N2TkMc4QbS47iyr387k81bZGTF4O3M95bCMygrGVJlhiuI1DvdwFKxyAM/amAJ6AlCD65t8+pKiIkKKyhmGyrHkwicUm8cOpykbQzpktgMaSDJ9JMGks4YTxsrhZilhRQM8sL3wzyxva9/AL+G3tr6e2s5hc2ccjKkwVkEqgkCQI4DqGHUKwDCtCAddrHT3d1YRXF/AbW8davEXWQxt/kl0qjU+FemrDwHcez4tYLj2d0812/Djw6nV97x/6fCvsv7h7Xw9a6W1fdjj5u7Tw206V/51NeeerAiPFyX+f3l2/H/wCzV3q/arXzDpTTSmmlNNeAP9qa/mAf6RSmmr/8p3+Sy5af8ADTf+LrHNNNX/pppTTSmmlNNKaa0aRo6Y0uMJ4RfJrWRXxHsgNxYaT0aDiJ4KKE5W0vERk1XR1UkLa+BgkoETGeAmPh4ZdF7Xta9ad7axX1ubeevaNDUEggqQwIKkGoYAggihGti1uZ7OYXNu22Ye3p8FDUGoII6EGoK9CNebhDlOx7djIcEvPaTcSUdQW2cFCR9NZDfsVKEO5M0oZOmWtE7pkVChdvbaydEbLwMAlSredkmLpBSTSBZPWMVMhhkWz2ZXa6vIcpkaXOThLMkhHb6sKElEojkrSu9W3Eb2qxLa5MdjDa2b2GIVbOzk+ci1elaEhDIS0Q3Co7ZUKPLHsj8upid+g7fc22sYbdIs/z1HDih+I3hCLHiZiFNfcIZTWK+80A26S2SM7YEdz4seU1VmoJvEUFfBxL5ohYEHAMpmbLGrLRJbWXLTLIWlzIhFySOri33dkVJIGwsTVQjNU7y4pTblihfH4/FKirYY2aaaBat5ZZwFkata+ZQF2ncoUeVVarGoynyQ4tXNZjeqS7uJuYtxso7FmNnVU+sg6aqzkXJBOSQYmc6kuCylp2aaC+yDsxGhHIOnHEcbtzefc8xMkrgn2viMsN7hMjCQt5x9ZxZuAfoxcbxJ0LFX6SP/GiX5xpQqhXDc2sV5PyCe7VXbk8MEWQqP49IAqqpFQEqEjB7IiJCda7n3WRy5acdLWws+T3JM1TpMZLZiDEbXOXIPkYGCLwwtRW3EpzJyGikSrJg1lSQliks30vmMxAnLwMmFsxcfETAIngVwXNrDd4jI4OdAbDJywyy7WdGWW3qYpFdXV1Za+XYUHtNWowyr7xHl8LmoZdl9gRcC1YL1VbkASof3jK1FLdxJCdu1Sql1bXW9ys47LwC/dYpK2Q2vn+GXTDD1gRktmZnxG6mfhOOH8lnURfKR86mREzDdbrcYSIKVIp62/zj1WEogRsVJGQCx1WBUb8oLjM2L22RZWvpGjZpwu0u0To6kxhglaoC1ANzVZq1I1nwk0vHb6K7wu23t4u7SIDco7ocOqsxJVfOwUCm1TRaUG3WG1ynUtsP1zSkBvRvAqSI8deCWszldqyNp4YOqDAQDr1UGKolyJTT4ihIrsYBt+nsyJpPKFS54WwYqqAojdqILbnIU5Hi8ziMtSax5Bc29xeg1Xuy2w2xNWNkeMBSV2xNGh3ElS1G1z8Rj7TBXOAusWgil4wLkY7zM/Y97ZWn6OzLKXZEP06ykbVVSFG3X42/wAodltZl6KsJF3C3DCb/L2WxlqCy5jLUscRX6zYWI+IpkkXtqgFg5CKNGDjU24WEKYpp3uB8YyKYFVLBKAfauMxfXXJX5bdlZszKhSRiNodTF2KUQqi/RAL5UB6VruJbWtLiLZuOXPF4fo8XdSdxl6mknfa53glt9e8zPt37f3pUp5NdWvcm2NXK1t82qp7YbcWL8xlbTVXYNWJhaklHICnpqIC0MWoyF8LU66oltEVgEgEHEmoCKlyZAPMYnmWUDR06ZjkFgtvx214sCpxlpI7otD1d5e8zE137jJ5vnU9gATyCRrkblORHlMQVMt2FgDDrtiWMwhaNuQ0jJXcV3dasxbzalZ0cs5trLwhSYGftPtZD2xcORblDB/YaLFOASTymuN8fOI5BtTnHjy1+euuT2KISssG1JMyLsdOzSlE0IOSyAve1sercXVzcZrI5wkBsu0Ul3EalZZIRtjlWrUhkAJBaFULo3baqBQI3isLZ4nj+N43AoNliHuDZ/OrB7zXuqpZy7xsNtUkeQblVxSQbtWPB1YQSbzhZ0pUqTmkIkMMiSGZeLyUjnhowl4STLt4VTfE8ISoVUlaUZJQlFBGPJi2bUMDgJ9XUjA9zApzLK3Nv7G3yn1hFkY45bHIw9p4iKhE2FGUEk13AkVIqAKV6knoqLhbSKHuH3mKQP3QKMSrBlFFpSm0eGqN72aOGNg4iesGKcjSpHUZSIQVUB4rcRAxrm5XCyV5IU0ZcYymck6NZRT0ZMUy6nbMQ2nEyargKXCuXOA43FwE/GT1A9DuZfdo9SYufcew9vneMWdx37CWdbt47WQSLJG0q2dzauZYSm1e68kEik742am36v49zTH8txD2Etw1plJojHLt7YZlZWR9ndSRKOrMD5d6/vWBFdQTIWpeMl6nuLUp3zrNxtDeDMU47dksgFIOIS6us1aEMl1dEH7tCQUTkLKDbN5pGRgk0ypsMlewoQoZ/wDTa+bbXm9zi/UaD1Fgw2Nju7W8S6js29/Nms8ZVo5Ot8Ls7JlE4VrtkZxtdGh+iMtw+MXCYRcLjbmZI0iaNJfoWlRHJ3AViMRqjGOrREhTUHuAOIzb+gJFGlvXmYlLZvZF1r2t8cumK2mhOEhrKG1nSznwKhZPQk+Sbd1sQVc6ZchVpIxcUZMPJWQASSFct2Agx0Q32rz1YubnEckxEfH8LBHym9gu7uSM5TupNaiQW5gMmSkjURNNO4V4pAzTOJDIqQrFyMfxK2xtvi7a1u7kQ4dZVgH0NKTsDLvrFvJZUjjqGG1UBXa5dm7WBtCGTrsr4kmPMewKlC6U6VJ5sbWN3OtlrkJRiuHMghUwJkCXjwrMAbTaQ+Ig6K3FJ3KbaSzwtjgCfidLkzBbW5J6p5nllkn1ti8QOVG37E2VhgnivrqM7u4bgC5Nm00wbZPdLZpdTINjzlHkV+lbYG2tb+4vIp7k29y6O0DurxK0YQJ29y9yNU2BliWQQqSSIx0ps+8caK8wa/OuNLrUuN1iPIuoNmYzsGCx+JKQsUOJBWUN1EmwiyHFEuFHP22KkFkdIJJMm5BE7AcRHHMKQZZLUeP6a5GHj3LrTOm3sLjI2Tia0jvRci297jdHhaV7a7tGj2lTseV3tu5tW5RYWeaKYY2D3uR7eK8axvWX6GZURyG/fAdxXjTcm5Q7o20kEFD9KlD3LrUuq8cwCz3Wg7hoUi6dLoT4Y+yTXX9dDc7RzGiwmDoBFuIRpiQgZiaa8lhsCBJbvj8o0lAYYm2jWQua2Zyao7t9YteesnKMvyOx+zz43kkTw3eNljyHuF3cA7zK63F6LmxaOSs1pf8AvUQV7hQnuyC+Sy58fpJxCz459ksfySWXEW3ZNiwtnilV4WLSpvKp/R2KsFa4U95Xt+7Ch73unbOuAXGZkdxSwRQtyYVerpZDRRNuT0SO2Bz6fO0cIaeCist6ulIKQ89STnn4FBzMp62WirFrOhFJEFQJMOm8LMn0j52P5PZpx9OL3kfG8px+O7lkxcV3FfhsfcO5kmghl99hkSwaXbLF9ZtdWsrvC00aE5L3XtXHBsYchHmMXyqdM9bQxxwTJbbfeZVAEjyRSx9qJYxGVinKxyMr269qJBKtnrPqR2IRZBMKqGubR62RRDrEazBiuHNe0PUp3oMM66DNJkER/NapJ+u8+LExymrudpYCKrZQTI6igp7dPBEzCp3tshujel5LxXJYeeHM2mDz3Ic5etc395kJMvBJeZCOWZo96WeSx8dpbJHMRFPIixzPPG0qxdu79x1pPTXi1l7rHxzk0kVlYwOlpGlko877feF7tyk8xiPZVo5rgqxMkaiCHfdPDALC0KmBiMeMYldMob2pEY6fS6SmiBUtoCaZuRbitgGmkIQaSsrKomqr6z2El1vOR5uzBQaqTccFNSSxkMAupDYtPN1TvNesmFzWdveVW2J4rJybkeNexyLzfXMaXUvdBlRIxlYFsLaSKG02XMg3PKVYyQq18LLnQ+lWKs7WbGWnMrq5xJeF7WI2EEdJYSWde88LSNF3FeSOaUQlu7bxvbKqTvBadnwK42xOxXZea23uBPc5xqxFVut57Su49fFwvrpFr8BUy6k44IYWukLRnF7/AJodpZSwBdyWEhuBfKFWwaLEzJ8sK2gXj55kuXxXnELjgXFRx7C8Xyl1HJcRWkeQVsjcWxRo4r6fJXt1dQWcJUtaOJ7e3L3KySJE4vGsezJwHj8l5Df3PJZMg9gkgse5aCMd6ZSl06COKARqyJsWacPJIjW6mKFTcC1gwvocbQIYVoRPKG9yEhAbIkdy5PdSQp6buB7+kJh6kJLbC+XUmtqwpIkyuslJCYXWVpopyeeVk0RvHSZY0ppd2gQdMpPq211yzH8vitOLSX1jgpMLYxMMykCQtA1rLHslyyvaxtbSPDFdTSCJxcJKyQ3AvprLky+lnG2+vPd+SyyXGfngmncWiRvdzwMjncTAqQxB4I2SXbHI4FsrJGjXSwbk/tc9kJNzn4CbJh3fLIMso602pUaMZNzSLBBaurLjKOFPZLJa5wfWSXHbJcnJSe8VYNyp7YVSysGOSVBymJnMRoYuji4TmXEsHb4g4DDcYkyNjLHLBNdTZsvLk4ZEd55FTKWcFtbloYTbtcRNCQ0KylQL/wBz7Vxw20kvTcwctkMdvu9yEePhjqXWk6sZYJHMfkbZPOQ7h7cGCECc237ymsDt9U0BtGVG/s8HNOnpg0qsDbaMlaMG/O0ZwuqLnVaCGlYNhsvqMdgXMcjkkQbMgsjNvLZVXCbasexKHTZxo3cmS69QLaXmGZ5JghhEwPKaC/xNytzNYXt6kXnkbuSQXGPjS5aW6x93HPA8JuYYe7HHHfi1jOI9JOPYrAR8aj5NJdWuOYfVbrbSQzRHfWZN7s4eJo4lieW6VjcKYGkt42MrWm7ulkbRkGU9rlXJtafnmxNDLjz1JOWvD5VILhBwOlunVozD8ZQjDjIg2TphOtwmo4qaUTaym6SQ6cdAwVFMnZmguTiQZPhV1kLaKWzwMHEJHZnsLY5KJMheQxuIheXN5ez39taLIyduT3qG2cSRu0UMgv3tJPHwXDQ3Et2nKnubuGOljK+PRmEpFZx2ikMJhZotqy3KM+2SEm3UPdJBFaPp5sUWl7U97N2TNwzL+1YcKGipSbLJ3SE3GDf1kk9dYLckps5H4o1tjQSRn05o4a3dlMjgtDqDUPoB46WOHLCtsd2St/U7if1PyTH3+J44uL5NEzztaHOLdSZKziuHs5QLrJXQt4YbmbdGwgSK6jmjikSMLdrYxm+9LsNbY9ZMdy+6S4xyotn/AECOQS7nQ3MTI0UJWGSOExrPLIZgZbeVYA3vC2/u0ophRVJHE0+D2xM8XFKGgu0FDuIAOHcMXC2YWQYmF8sL8OOOVr28V7V8nTW6zRmN60JB/GpDDw/CNbtpdzWN3Ff2zbbqFwyGgNGBqDQ1B6/CDrzYh7lhM2Endrk7Wps5tMp21WarpjWIWy5z2vKk2U2HXhmzclqIlYIrrunLaq2RcWGn4YKmR7F24BB9TzxfDEPEP3bkXrpluT2Wetslg8CJ+RzQXF9NEuRSSS8thMIbxa5Fo0mAuJKxLGLNiam2qSTC7XiVtYi1S0urtIrIy9lSYmVEmKNJF1i3MjdtRUt3AB5ZBQUk5F0Di9IjzaOJh39MK3Gu1puZTjpZqs4mwEjR6JPig4ViTbxp5jZqKoYjrS04xjIJlxjuM4RywwBLDBFbiACRe89U+Q3U/HMittjoszxlLJbe4SGTuTDH9sWgut8zqwjSNUKwC3R6l5FaSjiQW9n7vmbzNCWVp77d3EJXYN8fbfYFVaFl8S24jwUqNay8uXsUeaLralHNrtpSJvWF4ByAzF0sLrgoKjkexRBWWelr7vLuLXNcQQAkdjuE6kF01BJIaNcAxkYEJiKFsTtu5jvWSfGZjOZhOPcfd8/am2njIySJHA7JJJHCYslG9ZJo0meWdp59ybFlWImMx2biavxuPjMN9dx2cUiuGHZYl42LRE74WA7VSEVNiGtZFc6kY7pazljZOUdkHHJ8suIeXYaIwK6YiPjRmSioGOE3z0OST0gdBjJHloqoAqjpWDnexHWMLkOqjYZXuXBJAFYyvqBep6dQenMGPx0dlBlvrFbtRdm7a78g3vvu2tSuyOJAi2qrtiU03tI796fHrPyGx5K0sovMdDJFAg2dtVloZDTZvYswDku7UPRQq9NdJBuiLIhlUik8ry3NU3kNfG1Zpa5NiXjcVYtiCEm7XzYwxlmpsURRFmbkc4jEvZECXXaK5F0kl5mgShwvZSVbnupyf1YzPJI8p2MfjMZe56dZsrPZi77uRdZO8vfN3d3Swx98mZoLJbW3klCNJE/ZtxFy8RxbH4W3trG2eZ8dYqRbROUZYARt8jBFkchPIrTPKyKWCsN8haHZC5UcQyUmSKzFmedqEWH5Gm/DYs3CzHkFisdnN2XRZLQ5WV3G3HY2IuTZq7ktOtKMjZJii7FFKIDKQh1OLElMmkHk3vYH155Bx6bFZO1xGAm5Rh8Q+Lhvp7eeec2TW0lqsTwy3T2W5IXCiZLRJ3SMRTSSwS3MM917xy3v7jISz3F12MnJDJcRB1CM8LRMjBtneWphUsFlAJLMAG2stlL6hMkLYlG2PTX3LCQvE4oa8OOJklnQmH2XIbSZCs6l1nCP5RcLfW5OVlZEWHidHEELOMkCr3ztiqgn8LXxyhSeoeX+x15wm4tMdLjrrItfJK0LJNbTyxxRS+7CKRLZEljhjWht2MIB93MRNdbj4iJrjG3Ec06NjI5EjCv89ZG3kSMwaRqN5676s3Vyw6a0aBdC2TrqsYk2NMs/qUKpToUnmxdY3a62UvQlGa6bzBFSwmOLlHpWXwWo0TFhTCK3FJ3KTaTDwtjoCfidLkzBbq8l9V8ry6xUZfG4ccoa3EM2VihmivrmPzbzcAXJs3mmBCT3SWiXUqDtvOUeRXwW2BhtMhPewz3JguHV2gdhJErIqhO3uUyRqm0MsSOIlYlggNKb8+tUUh+bSxBtWaluWkFywuy3uxG3HKBjE9oyWEOSRkcw+buXBdildkQyecAjVRusIScRGxWyQD3bEHtj3e+Dh+aSYfgub4FHjsdLZZ65tJ7i5k9896VrIOLYRGO8S2VYu7OQGtmL95+4ZNsPa3b/AB6ZC9sr55JUawWYIq7Nje8bO6X3Iz1YRxr5XUAINoBLlo9190KZ8EuiPHcsTTOk/LMNxitQ/CxqbzURnDcXMBzmGqM50dGW4yiGMHM6xV3BkI4WZl0Hl8wVBIWxKZl+3NXHkvLvV3Kcos8jZWuLxOIjzF9Fd5D3EXai8ngEohd47q7uooe2Z5jttI7ZZGkJlEmyPZrnCxS3SXF5LLcJCpWBJNgEKsEDhWjRGfeI46mUu3lHWpYntXDpUUWNgZZ2PTdi9gGg9ZXhpHg4RFbZfX4ZpsZpN04rKreUGSVdEBuVwXcaO4HKrKAY6yorAAhhVFwGBFLAki5Xk2vP1i9P7T03usLh7rA22WOQdpTkVmuJiEVlnaHIRII3ijiiKwJAwWJWVlkaR5NiawknztvyBbidL6zgaOAAQlIg/mLhXhbc2+r/AEpkWppt2eTUJonK1aLbjvUmLkfaraws09LXUE7ocLCZawGDI6gSRlVro5V5GRdYr5L5BDaLiU0svbCxYcQBREFHFGOBlzIE3ufX7KXfJOQcrueP8ffMcmtHtrw0ygAjkZHl7IGUpG0skUUjE7wGiCxhI2kR49Jw23k47Fxhby8XFRSxyBR2KlomLRbj2ASEJagUqDWrhyFpcdyazxI7Nho22hWEMwLLkUsh8R+1lcudzLEhEF9mkM2d89kQsbeejSFkkmMUm42dwiFlY/liHcUfEQPzDGcz5Dh+I5LhFjKF4/lbq3nnQip32wkC7GJOwP3AZtoBk7UQJ2pRpJeY+1v7u0vbpd1xZCYRHw2mfthyaULdIlChiVWpYDcaip8x8sKOJgck1rPr/wBlI2Q55kmKJne7BjxXhX0QDmKGMY3DYkjJGb+g5+uwBTJhRUj4mEswqmm6buDfMVOyE7PMOe8T9bMxxTH4izXEYS+uMJaXtpaz3CXveFnf+8+9Wz+730ETI5u5isoiW5j3UWcLUHmZTj8WVup7p7i6ia5MBkWMxbWe2Eawv54nIKrFGCK7G21ZCanW8W0Tyxnx37G4bW7M4yA9IPToFUy/c9YvRsq2UROWfMDgT0fHWrH9b0V3uNQcQA5kUySyVTmZcUqIkWDTMOTcepsN1wUenk3HsE3HvrgZFvNlRK8wKBkeQZMEQvBFHassYjfsqHDi5JuDcuDkXN47OteXTXeLgnjgBEG1RcDzsQsK7m7gWYF9wDqFAEReNtDQOV7GjTinWWOGlPWybWdOoQC+jQVOyIsw2Xl1vMZ0Ey6evRovFhYUHh99MRSIp5HAUsuNJQM55p5ca49zGGQ2fdyPrvn8ryvM8lyWJwc9pyHY1/YPHdtZzTR17VzGffRd29xGXkKvb3cQAkkQKEbbrVTi1suC+oPebv3Ze2EcNGkqrGwYRlkjVJIyQNySo4agLVYKRPGp2m7H1EKyzZpyLNMlrc2Sg45cfrimB8lV64rvdSgdV1kVtMtpITIixjlTyqpmTA/mVATzB7MXGxsYxgXKYARXn3qVlfUKLFWl9ZYuwx2Fx0dlaxWcBQiCIBUEtxM893cFVUKvfuJFjoxiVDJKX6FhhobHJXuYeWafJX7xtM7lQCY07abY4ljhSiUUlIg7AKHZlRAlu+FreDx150xr0OuvU66NyJR9cby6ipjkWGeoq6Qopqe7G8Xb5tfbBw8UGLFl9EKutDczXMKyQMLiYLYKSaoEchg8bGC44V8w8s9pLFb3MU8sMVxDHIrNFIZBHKqkExuYpIpQjgbWMckclCdjq1GFwIH5D+54jx6jxHiPhBHTVXdVNRSepzXfTRQJ0muU0t7vB1v++csF4PyNtZ3P10Oh7PpZbYsWQpFuGeTrdjsMHRi6ngpFCuWAYRMIsXxzCznvqH6hzeok9jcXOKxeNlx9nFap7ob6jwQRxRQRyC7vrontRRBA6GN2qWlaRqEcTFYVMblL7MPPPc3uRmWWcy9obnWoqBDFEFrXqAKUAoFJJNYB+VA1DcOuuETe3+3ZlqPOeimyC6fyA1GDcA0mF5HtMIxkubA1LDTi6MflUuWXBSmJTq2GJhlQrhp2Q5MabR+vl9DyvFcvg43xxMnhsLJi7Va5gxpaS2xsiCpy5ZnW0aSBXkZjtkaQgzrHKnLueJR3gyvvd7evJmZ4Jbpv6OGdrcoY6bbcKg3RxMdirXtqPBpA82LuhTbPTOszo0dgdk4leEgNlttedE2L3THaM0tgcGyRSkUs5pBb65FzlAashGWwkBJN3Kxc2evlU+/UJGyuWIWYcVsfVS9g44eKZLD4PI4eC4eaxF1DctNjS7O5itp47uJ5bbvSNP7rfG7t2l80kT1fd0JMGZb+1ypu7tcnbIULqyBZgwRaywtG0W/agQSRojqtVVlXaFuOeZDSUmecj4+3ko0yD7eFaZxrDFAs0Qw2R0/JJGQRCF8ewyShE3O4FweHZ3Bv1OHV6K82uLu7uL1sk8sgyTTrN3QxEndVxIJAykMHDjcGBB3da113sYRh+z9XBY1t6dsUDKtPAbW3Aj8DAinSlNVBU+X1Bo+orL00b6rIjIjqOxY3UmS8W04k0zJyC6YqfiBJbTemC47kB0t1VcOD1bgBwzioJJxPMdbMO5awV8cMfTD6v8un9Un9XMgtpd8lk96EkcsbC2eK8tZLOeExwyQusZt5GjGyRZF6OJN9WMfteMYfH8cuOK4uM22Iuo41cIxLfRzJcKwaTfQiaNX6Db02be35dRic5ZDcUmztc11HbLbBQLboJCSmzqoG89XhFRXUCTLbEbq7iQBbawYlWyqOqPmsGjmyxUHFIKFjAoiaSIGcS5gDsRetdxby8dkt+O8eSLi8zyWCD612IGuJLtI5P96b5UhupTOjO5ldlVZ5Zoy6PltcPPZXlxkLe+u1vrlFV3pbE9IlgLKDblQWiXYRtKgEsiq9GEgq+hiQeTNcjSPsdsU0JU1iab0YTGnhA9QB6S15kSAVQCTnbD4SHfATphxaJnC7RSOqYAaZM8EImhC4D2FEM5j8qL1XulyvILy6wuFucPya4guLywk+sFthcWxkME0Dw5CK8iZDNP5femjYSupQgRhNDGcSs8RgLHj+OuLqKHHK628gaNpEST56HuRvGwYBBuZC/wBGpDA7t0bk+U7rimw47YgTH7smSGcM6K2x7blnOd3arzFE8uKa2urILqip1OG6wlNo6SCcp4kOKMmnB1wsaFzWxFQ0KKZz7U33gOcTclxvI5bXCUx2I+rDaiwhSzu7IpGjwXkMexpo3MSOE7ipbuqmzW2VQoyXvFMdkPrc3T3BkzUsUk7CRg6vAawvEfCN4vBJVAlKgLI8igAXhiWKR4wSlMNckqRJleK8bCMuKTZUyY2DwWQCIeZdDSPNsZMaNI7byA3yYmWBUijIKaVyHGMHB8BlA6dNmfL+R55M/LGLWwssZi4VIjtbTv8AZQsQXffdT3Ny8kjAFnmuJG2hI02wxxRp2rK1ktUIlmluJSal5BGGp4Bfo0jQKOtAqgVJbqzMx1metd23PADGPjux6RhIsWOrJ5xZMMZ5tEORI+WzaQfbi/ZGwf7Qf7GV0V2NRWNpiomLSGqppsuPiL2GJwsTMltjiXKrziV3cyRW9rfYq+tzBd2d0JTb3Me5Xj3mCaCeN4ZUSWKWCeKVWXbvMbyo+S8tlvbU25Z433KyuhAdGU1qtQymoqpV1dCGNVrQjvYQg5mwKzhGo1B1xaPLK6sPN+Pt2nSim+ZOkNzGO+umQnypJyejpJlxr5y9vzJAkQSk0oEXT00mSTShMmXs5TynI8tyCX1+kMMFvCsFtbwhlgtLaPpHbwK7O4jQVJaV5JZHZ5p5ZZ5JJX17LF2tjLcXUYLX126vPIaBpZERYw7BQqBgiqoCIiqqqqqqqqiP9tNV0DbuMSEVOSTZRi1EJvxiyCMrxPeNcHApK0buZOfDRTzo0oxrKKOGkJz0Qk5TzxLkgBxxU8MEQbIoIZLD9D075tcenHKouX4+wsL/ACMFpdQRrd+9GONbyFradlFrdWrF3t5JYhvZ1VZGdVEixyJTM42LN4e5wtw8kdtdGIyNHtDkQyLKigurqB3ERjRQx2gbtpYNFbz0CasiSM5ne+Z42Ac7BfEjRDLb119VTULjw84JEhFGjpOZDkDFtC1pXaYnnaKkVXUCredKORUFAvniMBkSHGKZyTDerd9x7F2lnhcPhoM1YWd7aWuRVb33yC3v2uTcR0N6bSeqXc8Mb3NpPJFGwKMJVSRdS+wa5BWgubm5axlMbTRVQJM0TRvGWKoJEo8UbMsbojlfMpBYNK+22rSHt5GBCKnNJ0oRahkn4xZBGV4n9WYbgUlWN3OmvdoEDo0oxrKCMGkpz0Qk5TzxLkgDA4yeGCINkUEMlx436ec3uPTnlacvsLGwv8lFaXNvGt370Y0W8ha2nZRa3Vqxd7d5Ihvd1VZGdVEqxyJuZjHR5vDT4Sd5I7W4aIuYyoc9qRZlUF1cAdxEY0G47AK7SytFh/RWxuepN2LL7U7Lpj+lCIEuEzxckU1mEbzXaTfFWj7cONNPP62nTZdeQ19zKikEOeMKAI5pQzxMgjlgiwAHbb1MSTgsHp3Lx/BPx6HK/WBq2UEs052K4mdMmtY5Ioo4SsQhKogKMsjO7ahw0rchsuTNeXLZHHwSxW9RBtjWarMQvZCswej1lEgJAQgxjZr9LK5fsRtbSczoU4HdJkpQvmwzsapytIRxh4SAhNIQLDFALpK2wGAwkbBWZJoEI2kKYyaOpAHQAxxhx8w8b2vzvq5yDM+qkfrBDbWNhyuO7FzttluPd3m8JC8dxcXDFZl8k0fcETIWVUQMa24TjthhMQ2EjaWawdGQiQqG2MCNoaNU27dxKsKOpNQwIWm2zHpmwpYZcEtFFe0lwod1rdaK8YaekTnWUM6WmoorHcscYExC0sMaVWY4Us+0HWcKmQ1RIOiCXysJbPES1876PHPUvNcf5Blc/cW1jkjnLWW3voLtZu1Mks0dwetrPazRMs0SOhhlSlNtNpprFNxqxl4vHxIPLFjIpIZF7ZAYNAWMZq6vUDe24MGDVq1TQ6rSr8qFgqsNvqC8dpdtExjP+fy2yCnmSUNbRnEnv8CRBpdFLpDhVtalRQxQjspYlFwXA1kbO2MJ4BcM1gRzNFDMzs/XrJ2fKMPy8YDj0mYweEkxVtuXJ9sW0lt7mS8aZNVeQWjSW4NNu2V3KGYRyx6t7xG1v/rczXV2JM5cQzXbKYgXaAq0YX6EiNQ0cbUjCmsagEKXVplNaDMhxzJJUwSXLkxSzjMGviVrRJEavUKGCEdOaNkskrA/ngo+h5jvcguqCq51pRMDlFsAG5pZHDDCDKAkCxOLn1TyFvxCDiOExuMxsNrnVy8FzAb5rqK8Vo2Vg1xfTwlEWGGNFMJ8sKsxaRpZJOpHiply+Nzk13PNe4y2mgj3LCFZJ/4zcqRIKsereI/egKpIMbMbleMRpyHrbIDj2g3IlPHUpOdCJBzRecnMNBQ0Jvusq2ihxtupwxHFEXyhJ7eLhM5MxuTdDiWADwRSwChicLCCgiSLJ+vGYvsdn7KzwPGrG75O0D5G4htZ3eaS37uyWOG7u7qztZT3pSZLS1gZGbuRGOUK440XCsfHDa2Zub44yyZ2hh7ioqhyrbDJEkc8kYKqBHJMybRsZShZTYOdNRG7NsoxfMpWVphh2Q4sbMhsQivxKfj0LJzMCUzDLNPZluYlJMcSSQxTlMwwk/MI6lBpa0SzDvmWOhZ3xzxgnFebz8XwuW47Jj8bksJmZLSaeK7Fyds9iJ/dp4mtrq2YPGLiQFHMkEgNJInApqSX9m1+1jIJpoJsfJK8LR7KjvrGsobejhg4hj8RVStUZSTWv7Z5Xkbs2Kde44as/wCyzfcuqRpSL6+TijrEMEJgj1jLaelpi3E4wpeEsIwf8arRVHLXOEnS2FwybEBDEFM5iBA5hzbJ+uuezHKcpyS/xODls86g+sbF47x7O7nTeY7vzXvvNtdRF37ctncwBAzKqBXcNw7Xi0FrixiYrq7FvEymBwY1kgVSpMYZYwskbFQWWZJK+2pVCkqSJomx5BT4fVbS9OzLm2FFxwuRr7Ns1xscvNasrPfAnaSQ3eC4Y7cUPuRsyLmnFbqDeGaPo2TCJFCyWnpxQkULgR/DeqOUxF/kCuOxE/F8nEkU2LminaxCQhhbGEpcpeRS229+1crd+9MZJWnmleWVn6V7iFyFhHZ3Fxc96IgrMrqstdys26idtlcqoaNozFQKAgCJt+kh6KsCQkuIFAWT5oas3wk4V13MvaNqrLEDnfJxPMEIrJRhdEX47cESLbeksqFgXVG2M07tUuUAKlk1MTy5EgEVYf1Sy+Gvsh2rDFzcWycKQz4qWOdrAxxVNsI9lyl5HJaszNDdLdi7LtI808rTTGSt9iVyNlFb3U9wbqA1jnDKJVJIL9AnaKyABWjaIxbQAEXZHs02SuXHH0lQ6eiIebJ7agzsmBqz3LcpNkeEzUnzXLTIVGattZ1yAcecJO5lJ+KKrR0gZlk9tobfSy5VILp4RbBNxyJ5b2D9X8nguWWnKYsViJ1xuNubCwtJRfC1sLW7WZJ47cQ38M7mRbm5DSXc9zKzTvKX7+2Vde4wENxY3VoZ7gT3rwtPMO0ZJexs7YYNE0aqvai6RRxj6MDoC4bcpE0hR3vJrGnFvT5sBEE4tKMcYfccqReeiANWlthYHsFgFKk9mSBDsgxKoGSbgFNqJQ2ltxJMkDKiZxKZgA5YAh8zD+pE2OwuS4pf4jD5Lh2Rv1vRZXQvDHa3KqIxJaT297b3kf0SpE6vcyLKkad0SMCxukwpkgsVW6uY77HpIsU6drfSUgyh0eKSFg7AOVMe1XG5AoNNQgzuU/E0dxxq9FrJ2A2rSGxqlJxqXGZ52fkev5QdTvHTTrfL4OkaSopeJZvtdLaiwophZDZ4LWRgwlIwa7tdSywPYTa++8NyXKclzfKshiOPyZTO41rGXbb3ECw277WkEQtruEySySJHI096buesSRrIIQYzyrvhePvMLcYGa4vWsrqe3lm3S7zI9q6vB89T2kQqKR2/ZjP75Gqa9utcsltL6FuM3T+1e1WKbvGaBHmjEtlrGAOUKBNZOj4VJY5nLWYQdBTjcapBVvidvkdHsSAsOGLgo5iHs+Ji/WO4xMHE7a04/gOxwwubAH61YM7zteGSf/elZGF473IClE3sYyhtwsC9qTFSNlMjmI7u5jv8lHHHIyrb+WOOH3dVjBgKj6D6PewaSnn3936TVO9rdbWAfkaN4j2FObru6I4kgtqIscyCg6UQfvc05Jd93A5QnGpL7BS+X/s+2ockRoN4BMKDqYbfat3KRPBBl7Z4JhjMf0ngHNc4LXM824enF7fmOUyxe4tpM5f4GW3h7cZXtztyDFNd200m9xEbm6NtJGS4HfjCRK9wOLw2JxXFAL6TA20MnmW1huwrBvIrA2ly4YKxAeiBgxA3FXJ9NtK0PYcnAmCTtCuHHK6xXtJ4bSOrzcYTQfV4VHfLgtDwEmIUUp6JHSTIeMd5EPOICITJlS2V8Asw7GsDF7+KerL8JyfJi/DIFgsXs7X3pUluJoDfiGM3ZtZLl3uXt/eN/baaR2ejMGMbJqTcVTLY9HkuXpCk5NqpRA6Qqx7fc2hVMjCjMNiqtdoUUOogSuWHCxDW5s6znpHnNdb0ZuFpOmCZFUHU0iMqa+LMe2ytHZ6I1lssVAa6WdZuAw4eBpSRlQ4rlzQwCwMpgZ2DtJ7n105XNzg89htMTDlJ4J4b2FYJWtclHdAC6S+ikneSRZwF3Ik0ccLIj2qW8g3a1n4tZT2ORxl5LPNj8gYDtZgDAbXaYDAyqNjQuokSSnd3VEjyKSurOwtrqgw8rvN6qD2fkwy5IpZtpr8mWU8mMG+XKgMmy3gxmtkmRex4yjdvNpnhuRQuUKI6AnBiGDxk2Z7wcMmDAsH5JzG65FZW2FtrW0xnF7JpWgsrX3gwRyT7O/Lvuri6uZJZu3Hvea4kIVEjj2RoiL1LPFxW07Xkskk+QYBTLJs3lVrtWkaRxhV3MQFQdWJNWJJgsry/GEJnuoE5Jemx7Iu9gCqXlluOIaIyCU1sVBggRYVEjQ0y4kaTiShEWPE8glFvOx9bxzwTgRzFhzmZowZ7svqlk0xnFsfjsdi7OXiLRvZzRi8d5GS79+PvKz3k0cncujJM3aSGhkZE2QiONMsFnJbcil5Gs8pnmUhoyI9gHZ93UIRGHG2IbAWZyR5iS/m1zU9FBzCPDBZB272wZrohpoyIxgn2hqGvSwsSG2JKFYuSskSG0H9rw9IgMk0YGOksNLCSGyjhE7YCidXIcwMNnsS+qEN5eZubLcb47eY7O3NpPLbSLkI44JbMTCOS3mtsjBeIzm4laYyXMpkLBSdqqo5WK479S420x+NvLyGWy7gjmUxF9sjhypDxPGQpChPJuUKKNWtZPUNfY6jjUm+sbDiYN/xE3IsKxHhD5115opt0RlmngttyIALoUxQgxHMfag5vMrc2cTS51TuGEOfTghczxbhX3L89yzn787z2QNrya4yC3nvaRAiK6RxLDJ2o6UjSVIwdiuyRgssUxHbeUcTxWNxItsPFKbTHRxmNZGVpqDYw+kFS7q5NJWo7BWZgjkBG8vGhpicJvnXJ5KRjmEzSV14b73J6zMyRppiiOkYSGHIlNxIeSPJ7mYkUwvKVnBkTaCViiM2QHCeOroZtKBVxC4AbvCa/tWV9Tlu8byHHpbcQx1zyKW1bLXFtaXU7teWzStBJbQz3d5aKtZpjNd4+2iSJlmeAM7WD3mzjfTPj1ndYuZ+U3KWWOEv0b2xZY2mVBHGzRRLNPAD2yzb3MZim2RSgQrd/oiHT9ZiZ163uiOjG9blA13aLnaGtjYern1aS2uc1fVxGSI9o0foKzrq2FtkrRm0fJYaClLh8m/D4SomYGl1OwLubFn38g9UFz1nnYMzBxWO4zk8MuTmhTJmU5KITrBdQbMjJHIFE8pmkgjawUxylLWUvZm/xQ+lnH47e2s35RcwWsETRPG1usqRAvC6RHbAWmgbtRh54378SpcbFkpb+896o6mkXIw5ijdEYO34janqaiu0MWl8X/ETREjBVbswEZ2X3Y0Q3VGZIiwn6fktJKnEdpSWC41E+AppZUYZJLhO4Jrcyz9QrzF5PAZmefjpyfGcXJi3k7F1J7zFPaNYiCcR3RNzAto7xyXVi0CRsk8qCaR7J73rXPAeOZGbMTZTkLovIPdzkB7qT2ZbUxm1MRSNiYiywtNJFU1gk3QzhLf3v7tvWVbDJ7TpRpL3Kl5E3vZx0KQUySHFrm0sHkgFI2QYlccqZHUaD4yVYNmsZltsqXQWUpmCySdyWU3IZOSewc/ohjyXObd7XAw2q8cxcnE7tXtJLZcjObeQ3j3yWu2W/uVvrP3iRnmu0V5UEUoE84azF/jxvBbHHZtM3LymUySQSR3sT2aMrSGGO3t3DRQq21IQqF4HACrcEwSuLV7ju5Ru5zup6np6Z1/2Y2DHmtqG2LG7tk9GLmzCy31VHXMUx9ysrtFlx1H2ti7HwbQANoyKbLtYbAYy38hhU1aNLfmPBYTW996jj1DXJYTCSYu4W4nS1fyxyK8ZaK2immnnySXJlZZ5Va7BUXe1ZrWO3Fz0eL8F4ribezsc5yUvjiJlumksp5XUsN0UaLAoAQI6xpKvaCvFKS24Qz3MI7wYORD1T1dihhwBt0nNOMNgtdXnGjkgqJF2ZZkEjeIFcZVUnutM4sy3njHsmFjqQAphkn0nGMVGymSEUABz+bhRUiSemkyZT1YyvLL7J8eW/ucVlIbmK/vIrSzWa/haEQJM88HvFuySGHdZSKYwknZkSNbW5njNv6ecaseApxXkPJHZUhhW4ePGTSvJLBcw3EA2W4m2qSqOblFfbNBIHiZGjeedBNc0t7R/NTOkOGNlthnTtMWZ6oqzHKL1jqPpQcEdw0N5wj8yTHZDMhtj62PmKV6+SwyGkGhop0+uOAqoqYhY4I8xmzFpOZXmOvcVNx6+wuCxvHGnWC0tYp7q1invj/SwwuZ7yfJw3ifQ3txJPPGkELwQBolx6XnXseBcejDHLcgaaW6VReO9vKCrRge6ovu+wCKMuHMluA8ci3MixyuYWurG6qIr2Yi0gpDyNbYzHk5UKyZHUw7GH4rPrqRETZS+GQLuTWJHkN2YDkWHMRJmTZRcS1KQXGGrpZhTMD5pKyntGM89yOMzUE8thBx/FIkwe4tMcLoRyXbsesRnubzvRxxs6I0EkVhb9uZYEXv28t9pLw+DB4yGSLOPf3NuCs0UsIEi7tvbVJVUCRNvmaWpdpEkSQ7BbPNYaaNckWZXKxn4BI8sRTIcaJT1TGC+YpcaOln0O7+yawbhNqTadraeUfPsPMi1QgAU5yoyyih5D5Gu5XPlyBsnEOMcsuOL295Yiyx99i8g8DXMF3E7rILfudtVkilhuLfrIS0trNBOQNnd7Tyxyca9tffIhC0k0RWtGjcqQTQ1PirgU+bIrpXqVLBSsbEtG45MRrsSwpAfsrS849qWmfY80zG/lRlFJOcDWGaSmyUJDSQo7YjBjJno7MQVcz5qJJDbIksTpoydMgmTpw4YMde99S8u+Rw15hbTH4vH8fuo7mytLdJ2to50uEuXlb3m4uLqZ5ZY07rzXMjmNEhQpFHGiYcdZNYXTX8k0k98yMnccRhgjRmMqBGkce3axoBGPMWc1dix0R5cvYi8kXW1KNbW7TEDesLwDkFmLpYXXFRVXI9yiCss5LX3eXcWua2hA4JDHcZ5ILpqCTQkbsDGRgQmIoWxOWkWN9ZLjHZnPZtePcfkl5Dam2uIyMiiJAzJJJHD2slG1ZJoo5Xlnaefcm1ZViJQx+TiEZ47Hxm3vbyOwikSRT9C7F42LRsS8J/i6kKqbEoaurnW5uTSkmu7BSxsin7Ez80nrKsOpEIiIzdLwAK02M02+aVFRvqDLLOaBnIv3caO4HEqqAY6yorBcUdUGDHAFKhEi5WNxc/X9n1v6a3uFw91gIct9YyNIciJrmchFdZmhyMSrE8UcURW3S3YLGrK6ytI8nfnx7TchseSpPNHkcdBLFbgCIpGJaF2CvE29t4En0pkTdVdmw7NQqh8rZpNuO9SIwRdq9rCrV0tdmDwhwsJlrCZMjqZNGWGyjlnkaG1ivk4CKI0XIqJZfq2LD5l1EUYcQY5gXMgzq89f8rkOTci5bd8f48+X5PZm2vDTJqO2xR37IXKARtJLFDI5O+jRhUCRtIjRo8Jtl47DxiC8vExkEyyqB2Cd6OzoWPZqQhd9qghTu84YBQPO6SYcdbrk+d5Zj0rujH/MM9NJiB11LujQ/XWWGA11APNwJEUlyu9MiaJOttIsNLrZFCPCAYTAVsgJCmMiA9dQL3ANen8T5FbYXi+F4/kjxi99H5La1bLGLkGStLh1JRrquCgz0DvexsO2GGHcXEsKXTHsuGj1eQ20N9nbx0S+OQgASzb3SAo57dUPvPubGOIyEswa5DqrNHUONf0cNcJxgttCCeBpLNurBGTcHIaQi45VEHXsSgVlYZHLGxBjQCWKe69y+AueQuIXVtle+XG9fIORawbJXD4lZExRmYwrIQ0gjqdgcrQF9tNxApWtOmpljUvo7CGPJusuQCfSOq7VZvaQo8B8A69PHrrv+FreDx1pMa9DrcqddG5Eo+uN5dRUxyLDPUVdIUU1PdjeLt82vtg4eKDFiy+iFXWhuZrmFZIGFxMFsFJNUCOQweNjBccK+YeWe0lit7mKeWGK4hjkVmikMgjlVSCY3MUkUoRwNrGOSOShOx1ajC4ED8h/c8R49R4jxHwgjpqruqmopPU5rvpooE6TXKaW93g63/fOWC8H5G2s7n66HQ9n0stsWLIUi3DPJ1ux2GDoxdTwUihXLAMImEWL45hZz31D9Q5vUSexuLnFYvGy4+zitU90N9R4II4ooI5Bd310T2ooggdDG7VLStI1COJisKmNyl9mHnnub3IzLLOZe0NzrUVAhiiC1r1AFKAUCkkmsA/KgahuHXXCJvb/AG7MtR5z0U2QXT+QGowbgGkwvI9phGMlzYGpYacXRj8qlyy4KUxKdWwxMMqFcNOyHJjTaP18voeV4rl8HG+OJk8NhZMXarXMGNLSW2NkQVOXLM62jSQK8jMdsjSEGdY5U5dzxKO8GV97vb15MzPBLdN/RwztblDHTbbhUG6OJjsVa9tR4NIHmxd0LbZ6Z1mdGjsDsnErwkBsttsTqnRa6o7RWnsBg2SCUilXPIDfXItcoLUkQy2UgNKycrFzZ6+VT79mSOFcsAsw4tY+ql7b8b+ymSw+DyOHguHlsRdQ3LzY0u0jtFbTx3cTy23dkab3W+97t2l80kb1fdvy4HvX1tlWu7tcnbxshdWUJMGCKTJCUaIPsQIJY0jkVSVVlXaFvQiohcgTTUFATQypFPKE0tLSk4vYMuTIkgcCpMmULBWxwBLlwA8Q8MMbWxxxxta3RaoFb22V5Bkytuk11lbmUk7QXd3c1JIFepJqT8J666+61sLYKdsVtGtB4AAAdB+IavHDEemGqQGV1YPs1VTDxxxAvb35Ur+ythlfxCCX4XvbxcK/ZP7nXoBf+luBm5XymPt8qySKBGfnQQ+IU/AzGhYeygGvmr1J5fDnrtcfYGthAT5vYzeFR+AezU5V9s68u0pppTTSmmvAH+1NfzAP9IpTTV/+U7/JZctP+ABpv/F1jmmmr/000pppTTSmmlNNRS/ZYQ2TlclbC6msZYdaxEDPHHEG1/2ORkW/GwVr+ThfK/kr5b9dvvUcK9F2+qNjZLlrLUW0bACMHwaZzUID7BQsR4Lqe8U4BlOTD3kkQY4H57Dx/Ao9v7n4dV5VZ9eh2+XcsE9LCv4MQgcjAtreyKNlbG9/+javz+5P9/P1kzLsuFjx2LtSegSMyuB+F5Gof0Br2Cw9JuNWwHvJmnk/C20fkA/w66C0yyFa17efL9Pj7qVvf8YXCoGPvi/eAVSProUP8hD+prrfs34gTX3X/Sb5dLzNIXC2Pnq3Do437mV438lr/mqu/tkfeBCBPrpa/D2Ian/Q1T9m3D67vdf9Nvl19LzRIfR+/ePR+4yvT7f5qrz98v7wJp/vlBT/AMvB+fyat/Zrw/8Aqx/Tb5dcvXVIdr8fPIfC3+L3Ir1f2vjWQffO+8D3N/1vH8Xu0FP+hX8+qfsz4fSnux/Tb5dMZskO173ssBZcf8oiUva3tfm7XrIv30vvBKxb62hIPsNtBQfF5NG9MuH0p7sw/wCe/wAuuVptkS1r288A34+O5Ape9va/NcKqn31PvBKpX62gNfabWCo+LyatPpjw8mvu7f8AaP8ALrPrukS2PV87gf53m8n1v2rh+Krv7a33gxF2/raCvw+6wV/6FPzap+zHh26vu7fF3Hp+7rlecJE4Y286lrdXx2TifHL/ADuId/D7lZG++z94NlC/Wdt0/wDKQVPx+T9ymqD0v4fUn3d+v8o/y6z68pDvla9lQr0f4tk4p1b+37zjVf7bv3gmcOMna9PZ7pAB+Py1/Pp+y7h4FOxJ/wBo/wAusZTfIOfHtFAkJje17XDzTSmQfC//AJt8KSffZ9fJS3dv7J4mFCjWcBWnxbf8Og9MOIr8yGUH4RI9fy111XrScvXzEyAQM8xL8b5ZoCZlfweK/Ycai/8Aah9SDK88kGBeZvEti7Mnr+Ht/u11v/YXC7Qga7Cj4J5P1tYxlBxY2yxsVb3vvDf0fTOt+HsOH4qsT7znqGiNGLXj/m9v1XZ1/D/1dPzaqeDYYkNvvOn/AJiWn/S0vKDh7PqXJt22PsICbxv7d7g3/vVU/ec9QOz2Pc+PCP8ABi7Sp+P6P/ANBwbEb93cvK/z8n62uV5RcGVsbXItzhh4LeYE7h7vEG/Gr3+89z+RVVrHju1fAfVdpT8fk/cpq0cFxAJIlvan+Xk+XWbymv3ytncg279XwW9H0/q29zsuP46vP3oeevIJDYcbLDw/3Xa0/Jsr+fVBwTEgbRLe9f5eT5dcrSkv2yvn5vbV8r+O6An9HtcArVVfvQ88WQy/V/GzIfacXa/m8ny6HgmJ27e9e0/n5Pl0xlJdx63BNbXv/De6An8fa42Ctb8VXJ96HnMe7bjuN1bxP1Xa1/6H+DQ8ExTUrPe9P5eT5dcbSkuWwuHZLbHC/Dj+8BG173v7PZ8PF5KL96DmyxGEYvjWw+P+7Lav/Q/wafYTFlt5nvq/z7/LrPrTWssbY+aWxljbpt+8RK1r+Hw/m/8ABRfvRczdBG2K4yYx4f7stutPhG35NPsJjA1feL4N/Pv8uvpeU1rK+N7pDXv1fBbzCS4fg6lZW+9JzOQqz4njB2+A+rLen/R/w6sHBMYAQLi+6/y7/LrF5VWLZdpkjtbrWt4boJO/D/Qqv9qXmJl75w/GC/wnGW/5vLqo4FjiNgub+n8+/wAuuWMqrFr3y8ytbrZeG90Inx9z3nRVy/em5ejmT6m4vvbxP1ZBX/o6tPA8cRt95v6D+Xf5dYtKiva2WNkNq2tlx4/vET439nj1Kov3peWIpjGE4uA3/wDrIKn4+mqngePJDe9X9R/Lv8uuXrTVb4WDuhNTq+Hh5iJ9N/Z95WT+1Lykw9j6i4t26/8A+Ng/P01T7B2Abf71f1/n3+XWcpVVL2xtkgNS9sfBbzGU8X/Rq9vvT8ncKrYDihVfAfVsPyaoOBWIJ23d/U/y765etdTyyxzu32nle1ujihlej/Rq4/eq5K8glbj/ABRmHh/u2Hp+bVPsDZAFReZAD+fbX6yctmATFhTbUaprC97dfDFKLg5Xx8fVysHl08K62H+9lf2l+LrLcV4vcwEjcq2UUZp7aHY3WnhrXufT6GSHt29/fxt7CZWYfkqNWOYS4wHwWEuSQEcoog42yOJ4yeS7XG1+jtML2C4CBXv47eCv0R9C+b+g/rZjZJMNgsTa8hhUG4tZLW37ig/vl8nnQn98PA9D114zyvF8t4vMoubu4ks2PkkEj0P4D16HUg+irZtjfH0fRurfw282lOH7VXvg9L/TcRmIYHD9s+I90g/U1Efr7N13e93Nf5x/l0u1GzfG2N2+jXxtfja3m0pwtf8A7qqN6XemzIImwGHMY8B7nB/9PQZ7Ng7heXNf5x/l0u1GxlfG+TfRr3x/Y8U0p0e1+ao/pd6bSFWfAYclfD+hwdP+70GezYqBeXPX+Uf5dPRVs3y6/o+jdfwdbzaU4/tVVPpf6bmXvHAYfu/D7nb1/wDl6fX2b27fe7nb/OP8ulmo2LXvlZvItr5fsr+bSfT7f5mqL6XemyuXXAYcO3ifc7fr/wB3oc/nCADeXNB/KP8ALrjZpNe2OWNm6i2xy/ZW82E+F/b/ADNWr6Wemio0a8fwwRvEe52/X/u9VPIM6SGN5c1H8o/y6eiTW6nU9HUXqcePV82E+HH/ALqqfsq9Mu12fs/hu18HudvT/wCXqv2gzu7d75c7v5x/l0u0mvlbG126i3tj+xtdNKdHtfmqN6VembhVfj+GIXw/ocHT/u9ByDOipF5c9f5R/l0u0mvfK2d26i3yt4L+bSnG3tfmqN6VembSCVuP4YyDwPucFR/oaoOQZ0DaLy52/wA4/wAusWaLWtlfOzdRetfw5ebSnG/+yqg9KfTISGYcfw3cPifc4K/9DVftDndu33y52/zj/LpZoNW3Hg3UW3W8P72lOn/ZVavpP6YruC8fww3eP9Eg6/6Gh5DnjSt5c9P5R/l1j0PavV6no4i9W/ht5uK8P2qrf2Sel4j7Q49hu2fZ7pB+pqv2iz27d75c7v5xvl1i7Oal7Wxu3EW9reC3m4r0f7KqN6R+lzoI249hyg8B7pB+pqo5Hnwai8ua/wA43y6XZ7Uve17t1FvfHwfvcV6P9lVW9JPS9yGbj+HLL4f0SDp/oaoORZ4dBeXPX+Ub5dPQ9qdbr+jqN1vL5uK8f2uqfsk9L+53fs/h+58PukH6mq/aPPU2++XNP5xvl1izNalr3vZuI1r5eG/m8t0/7OqL6Q+lqksvHsOC3j/RIev+hoeR58ihvLmg/lG+XWLMxp2tfGzcRrY38NvN5bhf/Z1avo/6VqhRePYcIfH+iQ/qaqeScgJqb25r/ON8unoY0r42x9HEbq28FvN5bh+11Q+j3pUU7Z49h9g9nusP6mn2l5BXd77c1/nG+XS7LaV+HFuI1+r4P3vLdH+zqjejvpW9N3HsP5fD+iw9P9DQcl5APC9uev8AKN8usXZbSvl1rtxG63l83lv93Q+jvpUX7h49h949vusP6mq/aXkAG3325p/ON8unoU0uN8vRxG438N+4F+n/AEKoPRz0qDlxx7Ebj/5WH9XT7TcgpT325p/ON8usWZLRtxtZto3vvD+gF+n/AEKtHo16UKCBx3EUPj/RYf1dDybkJ8b256fyjfLrHoQ0Or1fRtH6vk7gX/1Kp+xj0n2dv7O4jZ8HusX6uq/afkNd3vtzX+cb5dLshoXta3o2j8LeC3cC/wDqUb0Y9J2UKeO4jaPD+ixfq6Dk/IQa++3NT/KN8ul2Q0L3te7cR+NvB+gl/wDUo3ov6TswZuO4io8P6NF+roOT8hAoL25p/Db5dY9B2h1ut6No/G/7hA/1Kp+xb0m39z7O4jf/ALNF+rqv2o5FTb77c0/ht8usWYzPtx4NtH994f0ED/Uq0einpIpJHHcRU+P9Gi/V0PKeRHxvbjp/nt8unoKz+F8fRtH4X/cIH+pVB6J+kgUoOO4jaf8Ay0X6uq/ankVa++3Ff4bfLrF2Kzr2tb0bSOFv3EB/qVQ+iXpGVCHjuI2j/wAtF+rp9qeR1r77cV/ht8ul2Izr8OLbSOjwfoQP+rRvRH0jYgtx3EdPD+jR/q6DlXIx/wCNuP02+XT0EZ3W63o2kcf+CB4f+jVD6I+kZff9ncRu/wBmj/V0+1XI6U99uKfwz8usegjO43v6NpHG/h/Qwf8AVqg9D/SIMWHHcTU/+Xj/AFdV+1XI6U99uP0zrHoEzbWvb0bSOF/3GD/q1aPQ30gClRxzE0P/AJeP5NV+1fJK199uP0zp6BM3h1fRtI4f8GD/AKtU/YZ6QbNn2cxO3/Z4/k0+1nJK199uK/wzpdhM2/Di20no/cYVv/q0b0L9H2AB45iaD/y8fyaDlnJB/wCNuP0zrF2CzL3tl6NpPG37kC4fkqh9CvR8sHPHMTUf+XT5NPtZySlPfbj9M6egLM48fRtJ43/cgf8Agqn7CfR7dv8As5idx/8ALp8mq/a3klKe+3FP4Z1j0AZluP6tpPT4f0QP/BVB6Eejor/6cxXX+QT5NPtbyX+u3H6Z09X7L4cPRtJ4f8IH/gqn7BvRzbs+zmKp/MJ8mn2u5LWvvtx+mdYvHzLva1vRtK6P3KHb8lqofQX0cZQp45iqD+QT5NV+13JR199uP0jpePmXfh+raV0fuUP/AAUPoL6OMQTxzFVH8gnyafa7kv8AXbj9I6er5lcePo2lf+Fw4fg4VT9gno3v3/ZzFV/mE+TT7XclpT324/SOser1ldP6tJXT+5cPxdHRVB6B+jQJP2cxXX+QX5NV+1/Jv67cfpHWLR4ybWvb0aSuF/3Nh+WrR6A+jIFPs5iuv8gvyafbDk1a++z/AKR09XjJ4cPRpK4f8NjQ+gHoyV2/ZzF/9itdV+2HJ6199n/SOl47ZN+H6tJXR+5sbVRvu/8Aow1K8cxfT+RXQcw5OP8Axs/6R1j1dsjjx9Gkr/w2PD8Hgofu/wDowW3HjeLr/Mrp9seT0p77P+kdPV2yON7+jSX0/ufHh+Cqf2fvRjcW+zmL6/yK6fbHk/h77P8Apax6umR0/q0l9P7ntVB9330XAI+zmL6/yK6r9seT/wBdn/S09XLI4cPRpL9vu9uP4at/s9+iu3b9m8XT+ZFdPtlyetffZ/0tYvHLHvwt6NJfR5ALfj6aH7vXoqQB9m8X0/khp9suUf12f9LS8cse97X9Gkvo8gFuHu9PTQ/d69FCa/ZvF/8AYjT7Zco/rs/6Wnq4Y/Hj6NJftdhbh+DjVP7PPopu3fZvF/8AZCmq/bPlFKe+z/pax6t2N0/q0mX4+UD8nT0VQfd49ExX/wBN4zr/ACQ0+2fKf67P+lrHq2Y3Dh6NJnt9j0/h41T+zt6J0p9m8Z/2Qrqv205TWvvs/wClpeNmNe1rejSZ0eOwPT7t+PTVD93X0TIp9m8Z/wBkNPtpymtffZ/y6XjVi34fq0mdHkB4cfb6emqH7uvokxB+zeM6fyf7vXQc05SP/Gz/AJdPVqxePH0aTPa7Ho/Bxofu6eiRbd9m8Z8Xa6fkrp9teU0p77P+XWPVqxeN7+jSbfj5Qb8Le1brVT+zn6I1J+zeMNf5Pp+7qv215T/XZ/y6erRi8L29Gk3p8dwr8fc99Vv9nH0QoR9m8b1/k+v7un215T/XZvy6x6tGLw4ejSb7fZX4/h61U/s4eh+3b9m8b8fb6/lrp9tuVVr77N+XT1aMX/4aTf8Aur9Pt++ofu3+h5AH2bxvT+T/AHeun225V/XZvy6erNicePo0m+12V+Hu261UP3b/AEOLbvs3jfi7fT8ldPttyr+uzfl/xax6smJx4+jKb7XZ5cLe1brVQfdt9Dg277N434thp+Suq/bflVKe+zfl/wAWnqyYfT+rKbf2w8r8Pa990UH3bPQ0V/8ATeO6/wCYfzdemn235V/XZvy/4tPVkw+HD0aTvb7PLj+HrVT+zZ6G7dv2bx3x7DX8tdPtvyqv+uzfl/xaxeMWHe1rejKd0eOweVr39u/Wqh+7V6GEAfZvHCn+Ya/j82q/bjlda++zfl/xaXjFh3va/oym24eKweXC/t26/TVD92r0MJB+zeOFP8w9fj82n245X/XZvyj5NPViw+PH0ZTva7PLh+Dr0/s1ehm7d9m8d8W00/Ju0+3HK6U99m/KPk1i0YMK3H9WU6/Hy4Z34e17/oqg+7R6Fg1PG8cfjVunxebT7ccr/rs35R8mnqvYXDh6Mp3t3wz429q/Xqg+7P6FAU+zePJ+Ha1fxHdqv255XWvvs35R8mu5Smg2UTPtExFIFBfELgDjkJb2s8+tlj7l6mPF/SX034ZKLjjWGsbW5Hg6xguPiZqsPxHXNv8AkWbya7L65lkT4C3T8g6a2SvRNcXSmmlNNKaaU014A/2pr+YB/pFKaav/AMp3+Sy5af8AAA03/i6xzTTV/wCmmlNNKaaU011C+pWSEVTUr8P0ImOPbj4Othhe+P8ApVFOc8hXinD8lyNv/B2cso+NVJH56a6GJsjkMlBZD/rJFX8p1/PrzNiyi5NK9rHkXeUmMp3sKFJclRnu2LJWkeJHUivVmR46FptnvSOM3S1FdSSyKkEGIKmHRjKWc7PCxgsL1ceH4E8G5VkeQ+uGJzudjs7+bLZ+2iuY7y1t72KSG7uoo5U7d1FKinYSiSIqyxj+LkU1OvtSzxFp7gMPHvS3ELAdt5ImBVG2sGiZHqG81N21j0YMtRrzk1eUIbfTp08bjCe3MkSpmcLXQZYdTuneSuaElxI5CceojPWZDbY7V2qcqXC8qkZBDcQhUvii4HAU7tMFEO2YAIQJn1z1Ch5NiTyu6yVpwh+IWlzJaQwWFtxZ7yM3Tzx20ndxcT39k1sY1c+8bGl2tA1GZmj8x480VzZYq1lmybZqeMSSSyyXojbtFHkGyVlhlEikp5Kqu7eKgAG1jg5rMQI5vZYFJgPbp1JuobmCSJ9cZKGCjOQWY2bNJKeqlJBYeW3jHB90tVJR1bEXMglFjjqNlMbKJFHNpAxVRMeY4z0H5DkLDAX0+X45ajk0BfHo16Z5JZe+1ulsVs4LkRTPIlN8xjtYnrBPcxXSSQJPZ83tyt3hbO1u7nI2dDIERVXZ2ROzq8rxoyqh6BWLydGiWSMq5sWqbetZO2MYGt4UbSgpLcrRI+5hjh/EgY+Djx4JUcei1nU2CgqhIBF7o7tJZvVLthgqIZBOG73a+By9gxrhwyH09yU/FMzyn3uwX6hyNpZ3tqxuPeYnvO72ZSVtmtniPYmNYbmWUds7ol3R76R8hsZ5MU1ruksMutwYZuiqPdgpkDIxEw+fHQmMKd42sxVwtelbmswW2NePjHPGK9kWw3yk/HtbXAyLxmmvN+M6RUiVQoeW83aLGDtfcdJDbTXbnlbA7k4srKWOOACfgcUDBUkPM7f0G5TkOdWXA8TkMJc3uQwbZW2n96eCCa191N4vZF3Db3LzPF1MPu6tGN0s3bgimlj05uVWlrY5a8voLiF8NcxQXERVXlEkzKq0ELSIV8wO9XZD0UN3JIkfYweY43jb9fkSEdWdtzUws9qNaSUSLBWdEyM5pEiJ3GnKWTJWQFVxzQiMZlN4G7VMWMpb4WGk6wDOYZHJI845ZE8dGf0dubXj8HL7vP8AHE4m11JaXF33rt4rO9jEJ90kSKykuLqV+8u2XHQXtoVDS+8i3HdOQckBy1thPc736xv4zJZLsQe9RoxWRwzSBLcRkCq3j2zncqqpkOwfB+807VWO4F1+npYceHcNnmaVfcOsddfEJxK6nGgebkVVX8zrin6V4hiBvnWeWcJbA+AedBcQQzn2BLvg18cMtnH+gfqBkecZngsEBe9wFyYL24jgvruGJyXEVI8fZ3l26z7GMTJatRfNL2lDFbbXlNnPxq35NcJ2Le5QMsbywI4JIBXdJLHEzLUbwshA9hYUJ09N5vmr7kYeur8YbUnqUANl5DcMSMtJjKMLvWzek9rknIKqsh6vlIXBIiIqtlVtClABk9yKZA0WEssgmBG2EaWi/Vm+7f6gWWczOCyc+Hs5cLZR3kr3N4LfvWshipPBbyIt3sVJQ7iW2idGBtmUXrR20mnDzjDT436zjW4a3WURSFI2kWKRiwRGkSsTNIyhVEbvXcrD6Osg3ty8xRMZIzcNv7UrcSO2QqL0FNJ0Sg+mREjdYsbu/YNZbTdZracmRubMnY7TCKuO9NJL51mJLrSEU6YyLGDeJgubCA4uM9HJM1I9rhuR8avMwYshLb2sE15JPdxY2OWWeSMCx7UAeOGV7dL6azmnRQ6R9t42fev+Qy4+B7iTH3phh937rHsqkRuJY4kBZpvpCrSp3PdxMFJ2k71ZV0Bx70ys3t5ps14dWuEvBwhFWu7XlEOQY3LsGRnKqhOhSe5cd9isVsvc9LJpFMKLIFQUFHb6AsuIVTwHNnyJYiIWHwy2/pZgMj6L23OlzmNTk19nhZe7XJnt44TGIPoDcyQJZh2E6XNxPc3ENrHBtSOdphLHrcnyWSteXWOJiti1hLazT9wbW7xSnl7QJlIjZGiVEXuyyuQEdNj67jXbbCMmjqFqCfjoLarZVwzlGgjjhhmSOvRy6NtJMbKICTWHa6ZJeDwfjEiQmZZaYvFbqakqORPJXEHKESwplQNkypjc516fZ++9UOQ2eaHH8Jb4u+7d7PbJcQ4m0kkBEMVvDDbz3bCdo3EUUVtJJ5ZJXVIUlkTn4nK2icVjzdut3NbGNWCuyvcOpkCbmLOFNCwLMWCgECu5lVvo5+a7rmzIUV5lcLL2FwHZs6omt8oxUiQ0uu+Volltacbbb+Lffqcyx3CywCQFnaRNllFPW1FPXgjIICGMqnzBYmNq430H5hmOWY/jGMu8NLBlcRcZOxvXvY4LS8s7eOSR3gM4jnMgMTxyW8sEU9sUeS7jggjllTJccps7O1ycl7FPFfYia3iubfbvkRrop2WV03RSxSK4ZZ4ZJIGNIxIZmWM2QhXa5vTFJkkxAei6YIdkKOG+y3uI3pcQmknDuuOJEMuokzX+2hmS9nyWKpSwdZSiEImrWaQ404cvkEeTSolr4WiPJuA3nGuN2nK1v8bkcLdTy27PZyTP7vdQrE0ttKJoIC7qs0ZEtuJ7Vw26K4daE78WVV79cfPDNBLNGZIDIF+njDMrOoVmKBStNswjk6iqA1AiR1cxqIWm+E1FMR9NCpFR2dk3WNQ2ZSG6zBoOQJ3VF4RnAMJSwOv9PmFRLln7cFumnAlNFSaxRcGuUGU8Myx7uvexPozyTLWIkS7xcXIpMVJk4cY8s/v9xYRRd9rhNts1lGfdw1wlvPeRXUkK9xIGV4e7r5DkFrjprtJorg22PaJbqUKBHbtMUWNW3MJJKtLGrNBHKkbvskZXSVU+Uq8x2J4o9OHQpRtNbjgeKXv6tpi2gaKEw1OGIpepNcKNxzJLlTDsiJ03LycxlpRLFl1XbTNXkRKMZjAjncRiCmGScb9Hc5yT3GygvsZbcry9q11j8ZO1yt7ewKjSJJEVtWsojOsbm2iu7y2nnUK8cZSa3abFl+RxYr3nbbzzxWRjFw6bBHCZNhoxZ1eTYkivIYI5hGNysQ8cqpwePMaj1vzhIuurNgbaiZJUjiOm1KJtPjuKE9KaznaThPrpTM8zZFlt3xbHqsXSgG+KNiaFUyyctZ3yJohlVUS5wmWpYej+Wl4TD6g5vLcfxPGJr57RnubxpZYJlEZVZrWyhu7pWkMqjtpC80K/TXUdvbtHM99xyK3TK2uFtre7uMhfBjbhI9qzbCwk2vM0cYVNvWR3SJiyJG7yNs12ypzBY1GYmu7vjCN5cnhc2gi9dmmKoxjUGLkOSFOMWsiNZcdTmETJslGIEAwZb2D3SABUgipHF0yMcvmUImS5Y4OXqfR3P2ufz+D5DfY7EQcbvobO9u7k3UlslzcNIsEYaxtbySkwhmZZXiSBFSk0scjxI9tpyOG9wtrmLeCaR7yMyRwoY+4UUDe1ZHjjbZuQMquX84KK6hmWCXFzDpQMbN6YMNkawS6sQpsrru75+OroA8QWkIqVIkI1MiJR5jrMpJSsmFYmTZGLnHOXJ9/WlE2YAKIJRUuAawzkeM9H8KOKc0vs1nsbFyPjWZtceqUvTbkye8/SLNHZsre9vbPHaM5WKNUkku3tleJtaj8hvZFw1xa2cxhydvPK6Vi3x9vs0ViZQtUWYNIFqPMgjaRg6rusf80Fkyy1Xu9ox1P3nerZYi7I7NUTidAZJMVFCQY5kNHjgdgJTPdD5QXxZwuBSXQDoAxxMJpaQQCPefTaQZSVYsR08x6FZXjt/jsZnuQcTtb/ACcME8Stkd6C2nt3uDcvPFBJbiKJUaMhZWlnlMYso7tJ4Hlzryi2d71Ira+c2DbZR2aPvLhEjWJmWUu+4P1QCOOrTtDtYL1Mu72Re6dT913A/WZt7BJzX4i4oxmZqR4jtJY2djZRccVob8SndHa9DD1luNkc16HPQopprmHX8EZFHDyGUzBMMuLfHHgvSrMW/N+IJhrvjmYsc9MlxYXFy80eLuRBevbSQ3MV9BZ3TjvwPDLbC3706kJbpK0ig7lnnZHfIwS2d1FeWMVHi+jklImthMrx9mSWNSI5AysZKIw3SbFUnW2nt8IviN5QDrQjxxtZNElypB55/wAcjocamFwR4EGUltPAYg6pXdaqzo0Cfavg5ABVBRMKwKAlmsuKwoplzifY5rn0r5BySLkvL7m649i8XhczFa3qvdCMQPdNIQ8VnCk1z7tHsYRKkLzTKrLaxTmG4EXCwudxdngcItkbm5tsnbTvbMEZncQEBhKWI2yOzde4V217kpjjeN2g+W+Zy+8yGnC/AusUvu9vT1sm94LlBKUz0JNuS2G8Ypxkgo7IXJt97S832ibkFQcMZqWIititZtgulpxi4CkKbMksalXGvQvHNleRY7luexls+JwEeRtHVb2W2u4blbYxXpeGzeeO3iW6jPaMIunlkjBt+0kxGxkeRX9vife4bGYXKXyW1wjNEHt27hAUVkEcjTBCEKl41QsXZG2A9/zOpieDeMahxBjrrIkxx1PexLcbMrtJFOwOMhyG2CEfyY8xYKV0qTZgY5NUUF5YaZI+eAPWxaagjJ5skbPiXM4ETXO9B+MY3MZPkOZkzNnjcphcFcXFnM31gskUvdtoRkEe1s5njS3ErqhQi8WaSKSKGiNJHm5fkJsfxZr028hSS5t4pBSJwqySAGNg8gDmYDt0CvHt372Qbd2wok4wToIXAhFkajbKxnr+lSdHKEqSUUTmvnr3GT+2keyRimNxsWfs2YPNQZ6W+5AKllAGOUBcaDaNnBCwWQFwDAQOseOcs9aLiLkOT5Lg7/mdzZXbQWxaUZG9t8TA7SSS+72PYjma3t3MbZS4t7y6WMOQ4aNn1TcYviFrcyWVhdRY6JopLlhQQwG5kSNQvclHcAeVdy2SSxxliOjBwO/VXzFUtbi7PQkI59syTsbuq7LQnkzVBXe0Wa9+jjrdEi92fMLmyA7TfA0rGxSpkgovBBM4p1yZUqVJn8jhI1gBGslis7x70TseaxwcbfEPyQvFMI4LzIiaFLY+73yMs0HuXQSJZXKFy7vJLD2Joy8htcrbx+pOHw8nvUd7LayiMgMkLqWq8iMOpuIw+0TKQYvKI3WaNgtSdPN5YG0t5W/Lv9bC6mhuSQdf22Gw2SNIULxmqOoBtJ6Xk6j5J3bDSlDETJpZugrRbMbFSchIYzcbEImGZHyxBv7P6semPL/U77xfMbfj8EjW1nln95nFve3SW/cB7AeLHWl7dOZu2wXt27hSpaVkUFhC+I5GwwnAbK8mKrbmLyAyRxmVy/0uw3EkS1UvvYFwAvzf3qm4jW5nuvMrxLD8gwqgyXN7jnpee7RYcKRlhHhiUzC/F97YyyAfW16TGxDKUiRn2gVz7hu8rN03Y0SulKKhdRTu9eV5r0E5rg+Q5Hj3J5bHF2GNhhmnvrk3C2iR3HmtCscdtJfPJdUIjthZ+8oUl94hhEM/bkVny7FXWLkzOP7lwYJFVoo1R5A7MFofN2tq1q0hkMJFKSMWQPEfJjDIAQPsUXTm++mmWC3u25xBbMnrii5pHQgbyeeuElP1yKrofCivu8jj+bUTo60rimTeOYmRwzfLthJV95d5Zc/xmaae0uS/DcURLaxLDbSfQHzQQpFAsUR8Y4xBCEWi9pKbRyuK9pc/yKFYpIbhMovcWSQyvuNvEQTIWffuHmqrutDQMQAdewNfOeptra2QumW46EdTLCZYWwOgAmcbXvbEUoOJiEYDztb9lbs8uNvZtavVPRTnOR9O/U/D8lx8jIqXkccwB6PBK4SVGHtG0lhXwYA+zXB5PioczgrmxmAJMTFT8DqCVI/GKfETr0fxytljjlbwZWtlb2r241/RRG4kQSDwYA/l18ZEbSQfEHWav1TSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaa8Af7U1/MA/0ilNNX/wCU7/JZctP+ABpv/F1jmmmr/wBNNKaaU00ppro3KnXVkBXTcf2RwiYBw9nLIO/Vt7t6hfqLx5+V8FyvHY/427sZY1/hMhp+fXUwl4Mflre9b5scqk/FXXhLvXF00yxrFOcGQsiRsffstR8/IiHMSw+nRHzWa6W+2ivNVQdXf2lGUprC2ooIiiGMCl9xJhHbWytkdL8LXz/n54Y2M4L6o4+850b+3tMJlIp5UtreKeZ5bO4jkWHZPdWiosmxlMvccoCGEUngPtD3uWWwNzixHLNJCe3vconnUgMWWOU+WtduzzU27lruFe2I0uYMkMyE40ORDpgxQI7LRs01aZEfZKU5ceiIzEHFvochqjAjhz6Sxwi2eTqZJA8UIWOOUEkRNmwxTNjoIGRYeWZnJ+jV5yDL8oXI8nujkJLqcWL421tIZZ5O69qk91FnLiQQwztG8hjtS8iIVTtM4dIjY4/lGPwUGGtorGOWBIUWZZ3dkRXQSssT2gV2eISBQ0gAdlYlgpVq7PLTzeBztTmpN8u1dVwDW+BoItGhofYOWbAs1JGg9qa+GTL4LhaqiZecQG21MF7AEiIbCFPGbp1xQwgvOIncw/PfTGwh9PFnuM+W4i3cuwMdZ1mdcnJlAlv/AL3A2mSQ22+TYRGouO2zE26yGE5m05FkcvFDbSQToFtw07pT+hrZ7pKWz0+b3io39fog4H0omBa1p2tS3hpFPbJbWvzgljXWG5hhyRoqdc1SI049UiMqkIuCDcLLmBH11eTjPG0A/FBe/dTzKJYGwVAS3ag5l8ch+XFzf0/uLnnWFyE+Zh4xyvJ4+9t7qKytpriBrFrs9qazfJQRlZReP5471ijRr5HEh2RPj/Gs3heMYHHy+6zZXDRXUZDO8aSC5MVXDpHJtKrCnkMbA7284KrurGscvne8vqhI8HhufUuQnnIW8oe0djwitMEMthvNZN2dS9kxSN1CzPnhVXnA9VVBCJYkO4kSzYLm88bqC9mXsMZmdn6t+kv7SeOcu925HZYvA8RmxJXbZXss0k2Lkxinb3sesSQJM8hmDytdMi/0eyDkJu5TCZy7HI7iFrY3Obu7WWNKsiwe7TRSli5SQy9wQIoiKJ22Z27si7U1bDGENyAN0Jq2VwYetIzTe2q7KhNmt6+w0nl3EK8I/V5BehA458/iqmE1IbbgckijJwxkoIfMp5EhgdxKmxTGREv5veZ303vPR239N2vM4mU+0rZCab6utWiSCSO3t3WIfWytLKkVuJQH7KvJIYS6KgmfsSJnX5Xi86I7b3LGWkybO8+6aSRu6Nx93pGm+kdV7h21k2kkRCt8I6MbxwTFei660TmsWWw+nEbvLW9zNJTkmVDsKThr4/T8brK4dBkEGFE98RZKBNVjNPGI4+irkTA88Mu1uNgJYML0fl3q76X8r5ZyqC8jz32F5VeQ5Hurb2i31hkLVLpIB7u148N5asLqQSbbq0mII2lSpMkbt8DyOPB21sgs4s1j0EULl5JIpIZGhNweiRtFKyxbVLpOi0BCsWOyxWxkHbsy0r6du9Lb2tqsvQlsDnsJISKszTIrPQ0S+MfPyNk2J43UkzWh5Kb4T01Jfwh0w51kJEMKKgTEvgkkCxwEsmQjgnKfS7jMvJLe8mziY/J4RsbbypY20sku+aC4a8uUbKQrbtvtxGlrAZ1WN13XEjxM8/e5FFn8hgDY2MVsb57qCchp2VUMBqI0b3du4JNzbncIU8VRqhVrhuLy99rNhJNmB0FkrWGVipqXtcpU1pfc3SdJqK89f23Dy9EzlfkNR6y0iCZJa0ZF5aXGWrjrDzQlLFXVwD5YoqEDwBQn3KX+lXq9wjg+HxNtPLnsfdw2WUtcpFY2tq8GUe+ju4rW8uZWv7aSc2KTxLDZTxGGJo3mt5oZJZe5g5JiMhmnuLXt2k2Hla1aNJpJFaAwGEzLGyxOye9NGxeVHVwriJkkjRALVLsCbUFds3Bs0zUWBT4EhakseH3c0nXKEgJZhvyHHrglJ5lEltq6LDCsC4GU51h/gpojhNFk4+klgMztkJQzyxI15v8AaLgd/wCl116aZOXLxxryc39vcQ21uwe3litLeRpYnvUZJokt3lFusjRyu4i97iVTKd+GLLPl+P524jgF1jbW6juE7h8zyt3YhG6xAbO4AjOYwe3V9hfyCscS8v8A2yh6JNAXI2DsAD7MaSRm84BXmYpSNIA8FzNDb/yaobhGCksOEAn/ABu+wB2OmKZAYNprJQuMGMSHsaBGsaD9N5J6xen3I+Ycuiuo8yOB8svIb/vJb2y39le2yzCCts161vdW578scii6t3YFZFaNkMbxe44tl7njUFiptYs3ZxpFExaSSFoi8Rm6hI3R2SJQrMkqoRTY+4sP2TPoDsy7IbmP0EKwCanXaTayA9lJiTnTK0lNmMo6Tdf1WF1FsR3HzrTIRe7kkIU0nwqWJGFg+321cYyqmT3cgwgQEy3I4R6ocI41ybjMF4+YHBuI4HMY+0aKztZbq8ky4vhLcXET38KWgRr9nWGO5vKLAkXcrI846HIcHlc9HnskRbxZzORYuIJ3H7dsmMEAU9ztN32kMBP8TBt71KntDuWkYMI7Ol+YLIWyz5a0EpMQvbXWN4VJgtSZX+6JFTFSPXG/nxdaNNpXgBmts4QWFuRhyFsMFsIQsVTwzV7C5mcipaHZXkfAX9E19PMfcZeXkIz82Q3S2VvFbFZoYLcRiSPIzShkS3WWpho7OYqBU7r711a5u+5RjctLFbR2FlZzQELK7uxlcyb6GGMAVIQLuboC+4VCDq4H192510eElxYy1qDlvWJ+Ti+5kakkLTkepCeYlTZbfS/K8mx6Win1dL8cyV3t6uI+VQ1sy7ULzQXUbGzSaq5E7EDmxyPmnAOZ4vHZnkEOUj59jsTDYyQRxQHH35tYI7W1uWuhdR3NmyQxxm4gW0uBO0QSKa2EpkhquMyVnnL67x5g+rMhcLM25n7sDnrMqKVZZVkarR7njMJY1EoUKYLVNAtjCDG251KbK7Datqft49pVdpiUnC63mjT7CaTsCeVVqYmeiRelRorsCWscVlWOZNtUPO1tCJuKja5wspYksAjclsvVfhk99xHnOYhySeoPDrO2to7aKGF8fkPcAosZnuWu0ubJgFQXcaWt2sxi+ieDunt6tzg7+PO57I2Paa05Gd1zudllhaSBrecRL22jkRlJeIExNGzMrGQKpMnFtcdrWZt9MM2sBi65G4tVNU2FrrEqIvT/ACglPAY7Fyu/HI3VV9FC+tLpTUBLXj0gZkjNySmsmCJchgYxscEM5AF47kOW8E5F6RxcJzd3mouTXPJnyl3JHj7SSFFmS3hlSAnKQtM6rb91e4lurNIYj2xGJH2YcbkMdyXC32Nit/qLC2U0KI0ziSZpH7q7mMD9lQ4EdQ0xIrKQSREKtY8urZRT03041flaENLpzTtfo+crKfCas7BzXGqqTdqAqRipQzM8D7ANDVtQlSL3amZNlZDWU0mnlAhi50IDM8dCtl1fSL31j4QPVLknqLxzK8owt7lbqOa1ljx9ldKsMqXCX9lf42bKraXkEu+AwvJJIUeMusMTUJ0bPCZVOPwYjLQWV+qKqywmaWJJijIYpVmjhEkTIA6lUVSQ/SWoIazRbT7aljO/QOQW7JEfze/9YdepWgiXXvOLqfaEuPdRk4nC1zEmp46I1H4pPRaLnIrHDMFFQ6lmDvfcDIqjkNiLgLB39RuAZMc4s5sdeYnBcly9hfWlvYx27pCtj76BbMJJIFgQi7DB4Y5FQoY1g2FWXLa4TK2WKxVsssM+Tx8VwplkMgG65MBdwo3mSnZ27XdTRt2+q0aMWZp7vgkambJQ8EvQjFkoydsy552aanGGwMyDJK8zZQ2Azl2UImcMoJ0BRjJETin2caNNkBxt0kpKOdjmRwIIjnhgHXYyfqF6UTeoXEeQ9rK5LjWC4+mNuobrH2SO8lvYNaWl5HbtkLq3n7c5S7NrPIkR7Qhd5VdmFsWO5HLc8lvn7FrkMvNDNaPHPI/uzoY+6GbsxMweOMxhwoZO8XRQ0SltBb3L22iZsNcyeJI/h3SOK29uw3S3q1ZcZy7IrYYMSri5DDJhh2IR9ISdR0ooaSU4NMU3CGrkSYA68pZ4gDpyd3oU4W6196ucIyuU4Jkc7luVZO+4ldM1zc3Vnby3N5GmQmv4XDPmHIdg0VoYZJWW3iBdJpu2sT7uEtMpiM7f5qK0sEF7EB245njUN7sLcg0tdqjdvlLrGC7EhkBYsLBput245bZXS2YjDO1pu1Nddb5PiJ8EAp+lDJfUnVLJOMLKpxpg5athJyk3WubigtgAKcHTjKiGpCCZAE7lMQjUUuOa+m83HOdYtLnOe/cpzljeW1bC1EcUVgbvaJm+tS3cmF4+5URliMSgPKJCYuFg+NZrC4rjmLBtpPqaC7SZ+46903XaACR9hgoj7KncXBfeVKptq8FsnRndtFZUemFlF1bBkaLuYtKm6iQiJ03yspMZxteaC045LbUUHQPraiOFDXWOcl0HErYNIOl1wMhncQZLyFx7OVX/AKqel8mXZLOTkDYW64NBgZpGsbRLiOS1Nh250iGSlikS4WzYMDMjW/cBAn2nd0J7LkF9HmjdwWncvcpb3kCieTZWPfujZhCj+WqkOV87AjaoodW03ahDbSXnZqMtwe3teXGHrxM6XOLrUJVluRonEc6ynsCQI8NNJut9owROWCYmKRR/CHg1I0pjCkxC2IFyhm2VzFvP/SXlfp9xWXkT8slzMMOXw0+OgS0tLa77azTQTCeWSW/sCzxtAqGJIQsoZm7kVNp2eWY/OZfjP1HjWtvfJLq2meWRnQKbeXubVjWOUN3QWWpkHb6NSQ9BUTb3l6ba7DSJLjosk6uyhY9KWtsoa4veZ5UlBNduvKLDy3ErmkOGY4aKdAT/AGzHZGV3AzVgVWeiIdBWFkueLFlVNOAlSeJGeekvq9wf0/xGEtHuM/ZT2dpl7bKR2VpaGHMG/jvIrO8uXOQgeVsfHPCsNlNG8MbxvLBPE8spl1eXYPJciXI2SJanE3sNn2Ukkk3WktuYmuDGwhYkXjI5d1aNlWTtlXREAtHeC9uvjizFsrixddfR97ajx/DLZbnxgZI875yQxlR7PfgvGPivdzSWSpuiRziZ5yL3PnwCCaCf83CCnM04l55f5308ufR6P00jvc2t+eUPkHn+rbUottIkEDCNDlgZJ1it1m7bmGNpJGh7wWMTydUpmpeV4TkrxW6R4qzuo3iEzt3JJmEiDf2BtQONhcK7bSX7dRsNbYL0Y3igaLdFV9pHNYRthtN48e+uboZynJMqG4VnPX2QFCOldbOhSGXhRPe8VycQVY1IDELWarlTAxA87jXGxEtgF6VzP1d9L+Xcv5bDdx54cF5XdW+QEq29ot9jsjaR3EcI7DXrw3lq4uZBJS6tJaEBSu0mSL4jjvJMfgcfZsbMZTEmVISWkaKaK4aIzVIRWikCxBVLJOtRu21f6OyMua47cuOWdYtt2ScgJS2AiAhMLPfcNO52vtvQ2cjGbS7KGUGox5nRIucr4DcrCU44SxAVxSZIuDgGMHhs09IAEKkSvnvF+YenmJxfIeB5BcwOFZprKWO9iit3vVucf3xFJPZSXaQGKcXMoaCG9QwKsQ79wyySSSbNWWVyllZXEItkzNi8rRqzOYx7x2VmCyKqsGEcKBXkikG7cRGm4bN35fuvOxmviTsXjP63Co3rh2Xlqd2Y0Ye9OXFdlkpVdKk61ZNc0lvQkzPTQ1YyoBAFwyrSRMCWBTLPMc5c1bApq+rXMOE8tj47bcRiyndw3H7XHTz3nYiFw1qgRHitIWn93FNzMWvLgyb1ASLtFpaYuyyceZymWvxBHBfTxyRwxs0hj2RLExaZki7m8IhCiFNhDHc4cLH6F15Brva2lloZlxOdHTCweWfanQBDF7WvewRUATEUwJle3gtYPG9reze1eoejHCMj6g+puH41j42cSXsTykDokEbh5XY+wBFIFf3xA9uuFyXKQ4fB3N9MQNsTBfwswooH4z+TXpDjjbHHHG3gxtbG3tWtwr+iyNBHGsY8FAH5BTXxiTuJJ8SdZq/VNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pprwB/tTX8wD/AEilNNX/AOU7/JZctP8AgAab/wAXWOaaav8A000pppTTSmmlNNQdIsNkXaYEVkgcJNWM7fn7Z437qcva3vchbYe+DF6OHWta/R4bV8UfeF+57g/Vi+flfFJo8by9x9JuU9i4I8C4Xqj+zeAajxU9NeocO9SLrj8Qx+QVp8cPm0PmT4q+I/BqCsoIf9huysVIZYceHb2PhWC4eXhe3a8P+jXw2/3GPXlbz3VbawaKtO77ygj+Pw30/wCZX8GvVB6q8SMfcMkob/J2Gvyfn1sBfXNzZBWyHWEgEW9uNwsO8i2tfyXE7LC17+5XoFj/AHePqNNaiS/zOJhuSP4tRM4H/P2L/wBHXIm9ZMIslIra4ZPhO0fmqf3dfW+uTgta17LqVe9/DbszNuHu9Tp/BWy393fz3aCucxZb4Nkwp+OnX8msf7ZcQTQ2s9PjX5dYvrk4bXtbFcSb+X3hrHq8fY7O/H8VWyf3d3PwV2ZzFGvidkwp/omv5tVHrLhyDW1uPyr8unxcnFx4efEjh/ldmat/o9T+/Q/3d3qBv2jOYnZ8Oyf9zb/h0/bLhqV91uK/Gvy64/FycnG9rriPa3iv1Td+N7eDo7Po/HWMf3d/qIXIObxOweB2z/ubP8J1X9smGpX3W4/Kny6xbXJzdW/79o1r2/Y26pu/H279j0fjq0f3eHqOVJOaw4kHgKT9fx7On5Dqp9ZMJX/Vbmn/ADPl1j4ubntjxstIvX/yf0vhw/zuw/vVb/w8PUnt7xmcP3fg+np+l2/8Gq/tkwdaG2udvw+T9bWMtc3Ra1r4rKLle/7K36Zjw9q/YX48Ktf+7x9SwoKZnDMx8R9OKfj7Zr+bVR6yYI+Ntcgez5n62sX1zdHWtwWEa+Pjyvc3bh0dPDHsL8fw1a393j6miQBcxhjH8P04p+Lt9fy6qPWTBbTW2ua/8z9bXC2urpvlf990Xq2/xrZGuN/bxuB/fq3/AIenqh3Npy2G7Y8D9PX8nb/w6r+2PBBf9Xua/B5f1tLa7Oz33FURrcP2PvzN+t/sLcKxj+729U+tcrhxTw6zdf8AuxT8+q/tiwHSkFz+Rf1tcfi7u3q8fOSL1v8AJsIZ4X93saxn+739VQpcZPD7/g3Tdfg69v8Awar+2Hj9adi52/Ev62sX14d3C17KKNe9/DbtDFuHu9hfjVh/u+vVfaGXI4csfZum6f8Ad6qPWDj1aGG5p8S/ra45a8O63DgfR78fDewpjo/2NWv/AHfXqwtAuQxDL7fNL0/7vrqo9YOPe2K5/Ivy64/F5eHHh39Hv/53ajW4+52VWt/d++rRfaL/ABG32HfL+529Xftg47SvauPiovy6fF7ePTbviRwt4Pzw3T7nY1Z/w/8A1e3Ee+4mg9vck6/i7en7XuOf/DuPyD5dcLa+vK9r8DaRe9uHR24vTx9nseFWD+7/APV8qd13ia/B3JP/AKerv2u8brTt3H6I+XT4vrz4ce8pPHyduJ/uqtP3AvWELUXWKr8Hcf8AU0/a7xqvzLj9EfLrjfX56f8AvCVfj5DAnR+EKsbfcF9Y1ofecSR/Ov8AqaqPVzjX+Rcfoj5dcb6/PS17fnkq/Dw37zn0e3bs+NWt9wb1lRqCfFFfh7rdP9DV37XOM0+bcfoj5dYtr+9vEKlcPL3rPp/2VW/2BvWfeR3sV09veb9TT9rnGKV2z/oj5dY9QD36ffpfG37qv+L83Vo+4R60dSJMX/2zdf8AQ1X9rfGPgnp/B/x6xeAXxw48Uz2u934/+hWI/cK9a9pbdjPi75qf9DVf2tcXrT6f9D/Hrj6gnzwtf97L8fIb8Ht8cKtP3DPWvowOMP8A+HPT/R1X9rPFv5cf8z/HrjeAn1xt0Jl/JfvfRb3epVG+4b63AgD6sP4e/wD+7qo9WeLU/wCv/Q/x6z6hH3x4dRN/8Zbh+HqVb/YP9cK7QMb8fvHT/o/4NP2scV8azfof49fpJ6/vIYbHA0MnFAuNuuL29xuFvH1ccLWve/DwV0sR9wf1evLtYspPjrS1r5n7hk6e2gUVJ+DWG49W+ORxloFmkk9g20/d1ZBgxujsUtncvxNqZjG2JpQFxtbO+NuF+yBx/wDZhdbxW8Nfot6E/d14h6H452x1bvktwoE124AYj/IjH7xK9aDxPU68Y5ZzPI8pmAm+jsUPljHh8Z+E6kavoXUN0pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNeAP9qa/mAf6RSmmr/wDKd/ksuWn/AAANN/4usc001f8ApppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNeAP9qa/mAf6RSmmr/8AKd/ksuWn/AA03/i6xzTTV/6aaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTXgD/amv5gH+kUppq//Kd/ksuWn/AA03/i6xzTTV/6aaU00pppTTSmmlNNcb5Wtw9nj+KrNx9g6e0/Bq0sqkV6E6za/Rby38X5auBDCo8NXazVdNKaaU00pppTTWPYt4vxU00/vVaxABJ6D4dNLcfHbh7HkoCa/wDLpprNXaaU01i9+Fr38lWdfmp46EgCp8NY61uHHxVWpJ8vXQddONuN+nwfi93x1UEE09o00te17dFWgiu3wI9mqAgio6jS2Vr34f3ezVxIBH4dKgmg1yqlafO6arrje/D3PD7Fr+xVCdq1Y0A9v+LT93Tj4OPDj0+5/dajE+C+HtPwaVp0+HXKrgQfDTw1wvnw49F+j8H4ar4+GqEgCrdBrle9rW43qgPTp1OhIUVPQazVdV1jp9jj7f8Af4U01mmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaa8Af7U1/MA/wBIpTTV/wDlO/yWXLT/AIAGm/8AF1jmmmr/ANNNKaaU00pppTTVYNvdli2oUCv7YhYiGWZlZ8WIC283+gw1nFWbxbzCa6EqOR1PW5CW5RiVEV0luJKSJmOVIqBpXGvnhYsTMe/6nLyORisDC06/QO5Bep8nhQ0AJNT+Ie0gdRvY7HXGUuBaWpHvJ+YhoDIa+ALUUHp03EV8B5qA17X+YoCh6+R7OhXUDb54OeSWK6pXbWsceIEDP/ZY5EzN8w5rkhFWw1Z/VI4WyOBV3oWZdHSnSoOg3muFC4KWIcsZLAdPIW93YZkYZ0DzxMy3DVoLVgDtDA/x28gisRcL0PX2cTD3C5uwOXtGC46gMbeY97qQQoZVKbafvwtfZ+93eg6Go5KyQmqeRE4nXUSYBvzeoh4gKBLtw7C91PAWvl2BwK2XVEw436mdr2434VmuYvd55Itwbaabh4N+Efg+D4dY8Zdte2cV00bRCQHyE7ttCR4+2vj+Dw13lYa9SPg10dKrppTTSmmlNNYve1rdNU9tB4nVCQBU+GqYSPtk7G083Czoh092e2jDaJoBGeDshdQ1ZaTQa7rGS09au0hlHZ3ZrXZQc6qWR1coOZHbxVbTSgg9yo5oM8CYKA6dvI98vehAS0emyaobfRir/R/OXYVK+YCvitdXuoiYxM9ZwOsdCCgKqyHcRtIcMCNrGntp0rbhEHVTKSmjracWSlgYiUFVUwko5K5JPURQcMzhMmqip6WIplSxm+WAY+RYvkNha2dwg736luhMqJK6RNvhB8ppTcPhoeo+I61LV5ZLdJJo+1IfFN2/b/zh4113FWa2dYve1rcb+CntA9p1QkKKnwGoE2L2EY2tMZH5KfIK8rBXW2qzmkzmgnBLD3keRn+5Etmx3GjGSjZtNTzrsfTvWyieUyOnCCWTuNkaUThFPANHANXuM15b463Tu3tz3O2m4Ju7MZkk87UUUQFvMy1p0qdWu0KxSz3EvYtIQhllKOyxB3VFZlRWdlLsE8itSvw6iiM912G/mnLasuR9K0USVBayjt2V9dX+ks9Tm9sLzuKE1CM04inRU9JMj59gS4QVCWbZUGy41tKUTZgROzNAqhBUIkc1wsnuaXtr/SYpK7QKx02kgirhakEU6CnwE61YrhTlJMbLtjmQIa7g+4OtQTtqE2gCqk7vYRXX4dfN5WTNzrnuOHhF0t6xy1rdkyj0pRbsHjFYbgTWXITTMO9kyclOqFpTmeJl+PXAVSVUpieJOMcUqooagWOAlhS/DPXvbyzx+FfkN1OBioSBKQrnskkKoPlq+8sKFQaDqaUNMm+VMrb4lo63d8D7sAwYzmMAyAKv8X2qr8+m/cNtWqo1zXvmGxnPzyYzTCjOaIoTJsZ61Iur0gS6hMhDZe1Udt6xY+rOyIcWy/3e8G8OWbCumrobffqQynccQlDvxZJHAIK+Sd0vq69tBcx36rBf2VO/bhhIYt1SlZlrG+4CpCMxQna4VgRrA+RtVa2e3lS5s7muyYVTcVpuHacCTyk7NxUKSCVYrRj+Fr8x6IXRKaSz8WHLqNEjvll0wFGu1y2lMcDXaUJ3Zagroa9FTTPEJAUZcTVMR0tRcR0taX2iiNFxLCKITR1c+YPI+Cnp46uShidCI55VkaKOu4zCLd3CGAona2MSHKMwG5Ay9dZ8vIuGMktyytFbNELmu5GtTOyrDuBWs3cZ0X6LeIyyh6VO3sJU5grEiCXI/YDxhiew4wkWZ2/rol7UkUSNjOviTOLqzVEtux+vWyk8GcS2Ko9E4Fs4uAuyDTSCcx8unCKuA9jNi9cSHy16lnCUjnnErQrUlpxBG0k1KDbGY1R6K7Kz7TsBO3cyUhsbG4vmUywWiRtPQGsSyuiITRSWUs6FigYRglnKhW2/q2C34YUESCvR8Wimb5nNRnHyPLmwq7C7dZq+ja3xM4lBbKoT8kso6H4znY6rqxForygA3GCmPN5CJyGON5n6plNse1YL+1njmupJVt8bCVDXDAsFZvAGMKZKE+XcFKpUFyq9RuPY3c4ggtAkuRu9wt7diIzcdsAybZmpEm0EbRIymRiEQEk07OX96o+YR2KkCKI9k/bR+zIyHFKzEjjWzKLFFdVYaaoDduuzAK5phk+HotLMYFQeSKSJdZxWVFs0qhYpRM9gCczK7E6S215d2FwghbGPGt47NU2pnDGAFAGeYylHFIQ5j2sW2gEjlYjL4vPWFjlsZcq1nkhL7nVXRbow0EwDOgEPZ3KzNMY1oRSpZA3F0b+QsUhyDpgjFMfewA+zK2C3Ne4siZLQiMpSk4QEdccjpRgUuYHHE7Wjo7HLYaaybc/pmrtoJBFSR083mGrZliBjJfR3FjlI8Sydy5apPmC7QF31oejeUE0qD7KVNNbGOuY7/GSZdm7NjCfO1C46uEA8oPzn8ooCv76u3za/DnzDILw13WJ+MEH+UOoL/JQitQQO30+89Jmyyk8E2OkzWk01i62O1vWqqP8AWSaaVMhrebTNFDYC4Et5NoYJaypKsm6ytrLbeXGQWZrah7SzrBvMxDShAnaEcle7sqUYCp1h+sLOO4yFreypbSYtoPe2o0ywC5ETQFjGrBxKJYqdruH6RR0YjW9Qxt8zZdQZZEU2FK0QyVA5u5SZoCkBtpDlmph3Nt+7wbBoJvwa45hbcjpT+aOeB5ANsxXcxZUFuMmB52WSKimk1327THDJCT3iyNfMAy0o20ihUOevTopHtBYazR3DTZVsM22O6O0oSysGDLuqeu1KDx3MKeBoaVzp3uNG+7MYrktxa2JMabcQ5SlGJTSPLzLMx4+cHFEj2XGC4zKiyFEyYcDZLmlhBGELk1cFPWS4WVsD5EkaxFLB5WhljtLK9kKmK/ieSPaQwCo7xnqOhO5G/wAFRrB78ozGQxBQrc49oVkrUbu7GJE6FegCsKeNf83Vt8b3v4bdHirEjAqKeBrrpa51k1TSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNeAP9qa/mAf6RSmmr/8p3+Sy5af8ADTf+LrHNNNX/pppTTSmmlNNKaaoJzURggeWfzBsxxQgsLaV7QYXEFzxwxtkJCj0DDxvlle2NriCZ2xt09N78KinLKLjV3kirUrStSSABQfCaDUl4fFJNySzjiFXMw/N1J+ICpPwDrryw0NfLo08n2CWjttIbjlpqbs68Qm3tKNqZFBayH6HLzRjVCUXFoUtI7AbjOjVrONWN5mXW01UuiI59+g4jkFAyqKaIRvf0C+2HNZ7j88TpyyzuIzK26qX4CSsXCqe3bNatuUoCVdJQ6uSrgeWxXWPucRiubYxh9lGSROy3R7JpH2CRZCiyXa3RCrQorQtGRtKNv1tkmOtX2g2W5nMWS3sJOms7r05brEWtYgIq2Ik6AE9oxS4oEQn4o7ROZqM11MZkbDIQ0yhKxA3d8F3Q1E0u3MUvEqUuYVM1LzXJ5LM43gGQ5ZYxiTlFpKgMLBdqATKFVpWHZbvxdxioAdVXoQSrCfRx2NxzrAcRukU4LJhw828lpKxjuUjUiaNrRyoVw212bwIBUyJEiO895YD5Xrm2WfWx0fT474HymKeGnBmyOxmqRdyNU7EJYitKT7QtbZZiIuWUTMtu5onyIIwORpPzscJl8QCuR8G839QYcfhM3yebDuI47RrICI1Y2jSAb0DPUzhj3VFdzIF6sSCxhHEL6e447YteTG5hkmu1hn2IPe0hlZVbdEixqVj7RJUKjbt6KqvTW+ckdbdJ/lYwBKK5Isuz3JEisZVkV3ueYpnkiZng4noIpriWYSCjpk1zvI+30knZAAIgJRDIunlBQxBO796FMijY+dS3GIxoksIQs8dAqhlNd23dViCOtSfNWngNSoWWPTneUx0cxGOV7QVo/0YeFSxG5iT1JboR4fh15mMebZueWn+kfMPjbYKdFDdOS9sYCinYqEz83yGvQ653FIMzEos2A1ZF1BeLlHhWF1CHWiOdNhnUFrI7sSCjWzVVBQM5jqakZ2sUtvBy3j2IVBPxfKw3Yu5usZQRWjzJKgNZGMcysoMZ7dFJdWQ0Eczdy13i+WTtSxy+ChtJLQK6SkzPJEnZZiDGFuEkUssqu4MgWNo5ArCOtrsHo2da+e8/2hsluWkObXfciEm/CSyib27jlrRmkLMbawrzkbLVKFp382piAbcc4ujMwl9lcnhcwXBuFYNKSwyPExnaXifF72J+7Ndz5FJZKbe6IbjtoNvhHsHlqADJ89ySa6naQxPzu4sJowtn7jZSGMdKNLAzu+5SGPcIDbahUptUKCRq74sXhkOYbtPEd523CIxg2+WRCzpREI1vbuSbItZ0uRzzxG7hkBJNrE7ns0p8mWlFaLlmudfzjiolhlO43nE6fNGdHm15PjfT3m2Zs2WLIYzIYmO2l2K/ZSeJ5JV2MpWTeyg1kDlR0UhSQYvxP+n5f0zgvSHGcly63q0A9493kt0i8y/wAT21kcfQmPduq+5lUr5665Oyf5Njr+r/u50yltuzI6lJ14N+WHM9d2NuR5Q20eiprBJ07Op4ONrEpwwC9RLSk1gJ4KTZd76acffBy5ROR2oXKZOz1LJYi1t/UqbFWqAWhtHltrSpNVSyWSZ++WJHbf6XY5rJXtAEADUYy+Vhh9K8vnZZjFLa5CCGW77Zb3YSZDsRxi2C0l7ylYRIqkp/HFlI3alpyOGU1nVLmv7Hquy03QVuHops1sR6omhHs3v9kRI0CiE9MpggNuujVQJ0EoOmwrthg8AhzB14t5zKrlEdmRNKMlwyaYQTvOcbfzzcT4hmuPqcjfZKG+97DjsmeWK6ngkXfIFijFoiJIqwojSKVLO7EPr0C8ijynqTnuK8gH1dxO3Fg1nOFaYrBPZxXPfCx0mctIzRsJGZFIkCxoA1fyz9PUtRJvTNbolt0bMx9Bi3qXo2Z25MMfcGfzxbSNY2kekxsmUJNjuBjztWIrbiGN6FJCUtOZHMoqvGRG93EhlDZrM9nfsXNlhnsOUY22vRDj4Ly1Wyve25LRDaZFW3IZybh9yKJCZI2C7Kq1NRyyueSU4JmbnGK/I7mHJnIYwyxMsjqrxwO94rJHGtoNkzrBRLhd6yFXVWNkJSQHrB/MK5f8OxTKm6u1YqzonPiIRaro3ZnpqNKTn9F63ATKjmctlVZrO9MYCcVINqQ3Ibcjts11M8pmLBCp6QsL4aMSEY2FczyfmeNu4UtXx8OMZgqn+gM+5T5WIa4a6EfVC7e7sXNEqw1hiydrHwfi3ILecXH1llr+HuiIqtwqorpCAQwhW3Mh2ykAyKqqXcugP7OXY1yLn5cshA7O77bDsFRA3blJtL+y5rb6WUlf71Cm6TjjaL2Uy5I2Fk+XRmXHcllGUktgdt4KRnJeJKghUYY2pnMzwtjtDJZcSntiGur60u5RGI2JvGWSZa1Whh7MaBto2B9vh1atb2VoOec1w1e3ZY98dGI9u73FZbeGUnu+Mxldq9xy/bEmwUCqBdXmoFhkRxctOTFgATKO4o5kUQLEmLQgVskhop8gxdNUIsNyODLPgWIpHrelNup3fBL2wKGlEHPja3HK2lhx2+e23cqDeW96sagbqslm/wAHwgEdadXp1rro5J0i9PsvYgmS8U2ZHQJuX32IsOvhQMrUFaqh+DWmMd3M1uc0jmIza4n81I2hxrwXofrg65WcznazXZ5HYMVa2AcpZi5LrlNYN01ICa3Z1ZgeJA11zVhXImgWBE70HhntWCNFxW9tmYQ3N/NCbZ6K1VgEqzL49DVlA30r4itNWZuObI8q42LRGuDjIL73iM7k7fvIjaHp5TIJVUndEW2itWXVMXzBmzzVL88PUZHkt27lhzFphjLrHl96tpjEdhCcxS9EcrxmHrM9HFFLfYUeuEiQTo5IrbTQ09tt+yImOnALEvcuaCHFj3ILy1tvTq7ivIRa3OMubbdtdpPeo57juFglXMXZChSq7+5vWrLUKJXxie0xnqPxjOo9cbfSXYlZl2i0e2jRInoamdZWkZtwCmIo3Q0DySsvLiNPizyC/UeYJqpkQd87DFc0QyUCHasDomi0qRguOpVxTBBDzfb4EhzE1G8NawdgcFdTLk8+qL1canfMra4uPUPll/BSTHe+RPvPk7ituKvsajr06gbeo14z6fQ3GN9HMRhcvbm1y5jAMG4PtZZZWKGWIvDVQynpIR1oCdVWj8gOp8njlfa+pidmDOqNuDpfBx5g3xLlnk3Zo1U2rRXdsmnnkjETzsQUIxa0Mu1YWjOGF8wUsiMcE/Mide+hh7iK455xPNoDLhoDfvM1KUUWUsXzXozVlUp0BFRU1Vq6nnI99ji/UGK96TXmLx8MXgwkleW1KLVNypVSCGYqpAru6HV7eY+K7nW6NZdtdZNqC0sE4D3Qh+GFTUEO0QSTBD+ejtkr1EysTwLtVAISymbOQylvo24i4p1yqRZpXaRkTzMUyzPGq0eLTQPzbEyXUfvGJyCXxWXuNbG3SO2kqy9D3g1JFAZQtaliyeXVvIraO843lMFMJLXIW8dttOwOXczRuvcElO2vzSShBKgKArN3E/IzHM2YL2Z55ZuZzSc1yJorC2ywam5xyRAgs66fE3acYYO8maVhC4Kk20yQYfdSOOH17glT5TMO97dtj1/PM3Z3Fx6MXnG7BDd5K3NAle33O/dCVBuY7VoquFG812U6EgamOOBb1Q4xmdoSyeTaxBDdoWyASSMi+dtxbew2Cg81WHXVa+VoyHjr/sXqW050RlFjOVy8i7UtnNwJ34CJopVx64Px9HJ5YYhhX7DNLccdFZiaphVTrdXIuCYxzyt1AMr4er+os9tkofUGwsR3r0ZTAvQAIsipayRvJv8A4tQsit0Jq+9W8XOvLcNdQ5m34ZlMQu6wlkzrE0o30k0bRExtSX6RWG0FFIKsn73UbaGoauz5w5WE1ulMNpENTRIvO1Jw0vHguzQbmdptlS+xGuXcMr8U1JDmeC2AtLbdEAyvgpJ+H5q+Vh8LZbEjrZZzJY67NL+6FuYhQtvEUbO53LuRdiA/OYVp0qdSC7kTJY66y1j57CN17jHyHzSBF8km1xR2UdEO399011riJmcJ/cmytiomWupH+sVR6tmniDbEZn4EiekiTpKekLvIN80PNtp+3xvBpmlbtL92XQBcRr4ZgCXx5XDZFsrnjNteeS4ubPPiNQN9C0M+0VXdTeFIUttpvWnRgTZzq+gvLbkuOtAWyVlBg1lUgoVYm2faN4UMQrqzdvdTawYgxtT1k18JG3Lzb+YPITcB70xmzr3pNBzocBIQHNJEmlq5bHSa4GkKMWFEANOdnRxLzXNHgRb4mSRVcJ2yxtgNhe+jxqKSw4JcxXqdpppQ0YqGoqd1ZOq1pVmX51D8HQas5Ixu+T4KK2DMbKO77wO5dve7TREbqK4dQxqm7b7aVGnJ1t/+TG0Xj4cx7mF8fLbjtpK3h8nGr7BHXhPDzTp9Uz9f/wBKuh+7rockIPqfykV/6zHdP/0CDXr1j4Le7V8PzF/HrL1611zrPppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmvAH+1NfzAP9IpTTV/8AlO/yWXLT/gAab/xdY5ppq/8ATTSmmlNNKaaU01EUyQJBuxTTCYOwUMxTObEDVia6GyZij1pSa0cVtPCMAp6zi2nqkLSNZWIgmxcQTHYdsFiLnbHK1ssuOvJbxSyRyutZI67TUjbUUPQHrXw66uV5I9wRiFf5w/yqeH5KajwxpPpwchsjrkb1O1rNa8pivm4E2BjMGRiPC6cuiKR1YzWiEWCtjNjE1fJXUTBu5kMhiNcyOIJ1uvnlldPCt1NDcXPnuLfd2ySapuFDQA0Na+2vt+HWCGJIDK0NV71N9CfNt8K/F0pT4B/krr7O/TPUSRTUXnpD1Z13fZ6ECaYnQqeekLRy6D8QJyIOmmUcjFx1cbp81HxNIMIpPMsGk5FMAMigN8LY3Dw4ZozJHkZMqGYZGQgvJU1baKA+NAR8I6+JPU6147G2jxgw6rtxahgsQJoAxqwrWpDe3r1HTw6aiN58sTQiVZflGdpu1QgTYCUJZPNMddc09xFHUvmURPZTKRWQgt1mYvtsLNmu3wiKN3scEC/aGT5oYUUTLGwAYGvZ2kFjbvb2y7Uc1ajN5j7OhY7af5tPw66M881yYu63liBCjwoD1NaU3deo3btvspqXdbNRNftQ02Sm9rhG7aiJlyhJAkqK8eMRDRWpHzedBhkMpin7MloN1NSkZrJCkRYxU6OVLhdTNSMmR7dXtepjvtdXE1pBazvvjt1dYzSlA0jSEfCfMzeNfwdKDXOisLSG+nyUKBbu52d41J39tNidK7Vov+SF3eLVOu5b+q2sbUmNe2IbGusFtzYJ0lzZN0zqgRKw0eY3KTPgkCx0q4ZNTkAu9VoqbLJRUMUMyeFwzwLBWytewePDTtYlsrc29qDHbkdVqSPGviST4+b4+utmZDcSJLcEvLGfKfCnl2joOnlXyivgvTUHrXK45ZjlWldyOTl26LuJxuFUUFteX17UmAlhbXFpUNinlRXWFVRYBk+pKakdHEGHHGEzFGFzyzzyvle96QwRW8aW8IKxIKKKk0HwVJPT4K+A6DWVpHlcyyszyMepPtI6a7Fucs7lws7NbEaHL+0naubmbauznJk2tVYKQcnC0HCFgAvNVculMQp52ba0AHjgbImO0LGccbWEwytasjAyRmJqhGpUVIrtNR1FD0IB1bTzK4qHWtD8FQQfzEj8Z13APLw0DLk47Ti2j2oRYhEKodWolJltbYaALxesqa4Wcyirx0ACzMA2SqKDkJhKA46bYsKKdCwHyyuLjbK18ck0MyzxuUuEPRgaH4PZ+DprFJBHNbvaSAtbP85anrX4TWvUdD16jp4akh06q6wviXm3sC8tc4Kds9sssnkmdN7liVhLsvtEolCqAyYVbMlqiCZeiCVThlc3kAGUOhYA5Ghr4WtcTPjZAvuztLASrv8AO6nrUU8K0FR40HXV1zFHdxdm5G+IeypHt3ez/O6/H11r57SrT1Rfr+lU9qnrgbk+V224GbKkjGYQjUd+SY0XYlF0J0tWQXeI2ruF6NtyIhQImfIqRg0WOFQ8QhcM8MbY2xLAi2slkoIs5ab03GjUO4V69KN5vwnrq9jI9zDe73F5AxaJ6kbG2lKgeFdhKivzVJC01r6Ny/ND224Ge7G9pTqWguqPUEZqMFyo2ucQJq+yGsYDWgjDbaCwSZ4Ci20AcJyqOOZMkIAWysoGbXw4Di9e6VFlL94lhNt3gk+bYAF9vTaFUdPEKAdUj3RbRCzKY67fM3TdUt7etSzHr7Sfh13TP0j0wjxhL0VsDUjWRjxc6HO33s5Y2Z8ERa2Y/cLyaR9KVWs7lxmozWItxVc7aVUIiaTz45YQ2TMEgBAhMMwQ8sbixZomZiTCW7fU+QsKNTr13DxrqnbCs7KDvkCq3U+ZV8B+ClSent66np3sxoSA0nEw302G69WO8EVSbbsZzsRk5xNZ0t1aKjEFpvuJAWADqStoiuQMCAmihkIUAwDnlhnjljle1WzpFcD6cBl+CtP3NZrZ5bJlNmWikWtCvQivj+Wp/LqHw9SNVQYUE1mB1rgELW0a2Vhdewofj0ODs7Zub01ytlE2LfswcrZvO/ne/wC9/C6p+l3/AD/5yrbhBdyxTXZ7jwV7RJ+YD4gCtCD+EdPZrDbxC1nkuLWqSzU7hH7+g2j4qDp08fbreYlhOG4CZhSN4JieNYVjsgbPHk9gRMx2xHLKTzyobFPqZ0i1WemI6GUNKZ0bIYxmGBjmMLlfPO98r3vWw0jPRd3zfDw6V1jW2iV3kC+eQ+Y1PXb0H5NdHGeuGvkMOiQ3vEMGw9Fb2l9ZxcUtPCOY1ZjIdMpOAM8sqgS7Iy+2UdNVnwshqTjUDGJlTGNDWHPmRLZdYYS+WK3rb2i2EJK2KV2x1JC16mhJPj1/LT2azXBkvLkX18zTXvtkatTToK/ioPxaImuGvTcmJz7EN2C4dQp+eqNg3XpOCJGzMSpfdzfDCQgA0J0SWQRwHm4EYMFrJmOJU2dGAxxTi1rY8C4XVpbgWsDWts3btH+egJIb4Kmtens+D2aXKtdtE1yWdofmVJ8nxfF7PzeJ1rTL091MjiV3HPUe6w68sSdHgO4zLumlmQxG7Xll0mXcoYqzqMOSRkRuEXguDOZUwxMqGRo4LkdHtYQa+efTVLaNLOAW1rRLcAgDxAqSx8ak1JJ66pcI15IJLstJIPaSR4dB4fAvl/g62WTNcNe5ndEdPiX4Lh2U3pEC1ZxRK8JGjVnPR0xe4LH0hW8/Ry4XIjqSux1qyq3iBrvSYMWH7ciXE63XBDvjdATZ3BvbVjHdkUMgJrSlDT4KjoaewnSdDc2jY+Xc1k/zkqQDSlPChHhT4qj26+02a7wBsk3ExmbFQhEE9M9GWwnKlNSZ41Z0oNpMcZckdTS7gIIT3RlxLJrZdNUzIAZoMLEfAEwKHjlbETK17Qix3Md3DVLuLdscEgruADeB67h8PwfDrN3ZhC9ujsLeSncWvRtvVa/Eeo13UnQ3EU2sVTiyZYvjuXIyW/N11uOZPZTcfzFWfNCiTV0jzq0nYnKyAo2SlZOLmi9hi+fYGQAxMOrnhje1Jljuplnm886GoapFCfbTwNfw11htl9yjMVoTHEehA9o/yevs/BrNobib1Veoq0Xx56krMrGNMYf9DW76rsI5wR8W5hH9mB5v9FLMjFu42IWSrFO4WJW7Hsuz97WS8UZEH39jMzUqSSCaEEdQa9KD2+zV1tvsW32LNFIPBgTXr4/m6a/AxoGhGL4vwhKNIei2OoZCILyUFEbFYLVaMYgpjpOKKi6E4FhICUntUMg41BYNjnwsStgzgxobMW2eQmd8qXwOTgaDIs08TUB3EgkAggVBr0p8P4NY4kW2mNzb+S4PXcPhHtp4DWswdqhq7rFg4gdbNb4G18AeGaaK7QIPiJgRMC6RETA6GjiuIFht9ACWxUnFTM2LZGbC3AsYE6l8e0y45jLI0AgZ2Nup6KSaA/DrGLeL3j3or/SCtC1T4fBTwpWvT8fjqwVWAKDX2nWxpV1RppTTSldNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNeAP9qa/mAf6RSmmr/8AKd/ksuWn/AA03/i6xzTTV/6aaU00pppTTSmmuPHhbjfw28PCrGZVqa0A8TpqsCRuxpsvzEPrqhbZa0rmwhZXW2+YgdInWMFSZwF5tEDyq4kQeLiToHfIasgJSWaMnS2RGwxUuXFEFxxwDzytS1Y38fcsgZY+vUAgdPGtQKUIP5NYruZbGPuXp7Sinj18fm+HjWo/KNWfte2VrX6Py1crq4qhqNZRX29DrP4L3t+Hwfi41UkDx01i2Vuj2f71WgmtPg8fwfLXVKj8uuOWXC3C1+mqMwC760X4f8WhahoOrfBrNr2va2Xg/JVa7U83l/PopDeZeo1nja/j48fBbh5PDV272fvvg0BqKjw0vfwX49HTb8X+G1U3Lt3A9NV1m1+NuNVBJ8RTVAQRUdRrrFZXJIqcbUz4tgipMLIUXO/R0Wt0Y4/5WWV+i1vLUc5XynEcMwF1yTOyrFjLSIu5PsAHQD4Sx6Ae063cdYXGVu47KzG6eRqD5fiGvKHYTmVa4RO8PQeWNrdeIDXxUwuuEmjJs2RnHjuNIJ4wcKEVuyQ8HKkqgiWdMkBwwhwwuxzEAExxyvfDK1vyd5194b7xvrJNPd+k2KzsfB453iWTH2NzOWZaEiSeKGRVfaysUUgqGUnxFfofFcM4bxhETkU9qcm6BqTSogpUiqozKStQRuPQkEew6rwsc0/TFGjqRJYx3rgRxMGK0smryEtsGbmfJQjcKqgpguigGESPFtzr5tWcRwqIXTCBYqMeVDWNwCoIwvvK8cgX72U2bsuOtHzKDMZORkt4547u27pWhkIe4WKNUiUhpZGZY4UO+RlXrqThOBPbS3cZxr21uu52QxPtBrSu0k1YiiLQs7eVAWoNW7QJQVnOiJLhQ3YsHkZcTSKulnO3UC3ek5RLYGyRju5zAubA7YuLbLqCYYCY8eGWNr8bV57ferHrBi7ybE3ufy6XVvI0ci+9O211NGG5WINCPFSQfYaa3rDE8WydnFkbK1t3tJl3I3b21B9tGUMPxgHXc+mrt4W/WJXva3gt34f/AF61v20erDKB9osvQeH9Jk/W1s/Znj9f9Tt/0F+TUISZufDsLGDxaZNpIpiY2lEUBSUi0lzGymGYTU51m1xPa58+A6XAlCFCTkPNhSBTxRLYhnBk8zgFfPIAW2EowPNfvGcp2S8ZvOV5EO8iIbVbycM0KxtKq9pHDNEssTSAVKLJGWADqTqXeJ4fYKTfQ2MKAKSZO2gAYkKSWIoGKsFPtKkCpB11Bne6AiEXJ06nNvYWJwmsq2bfSJjMzmwQIpVV4I0eIioqbIgzlxZ5xWCPJZkHIsEcyGsKXFwvj1g87W2V5X95n7SniSzcwPLu2ZDZCO9N2IwqsXNsE7qoFZW3FACGBBoRrCtjweSya/RMccdGQGlrH2wSaAGSu2pPSla1oPHU/lX+5jZcE2TdSkYKmwgxwDJdSEGAHAFwsIEMCLgJkEIEKHe18csb3xytfjbovUVPrR6v27tC/IcwkykhlNxICD4EEE1BHwa3o+O8anjWWO0tmjIqCEUg/Efbr9Fnu7+F8fSRY4dHG3fh/wAvX4+Grf22+rgTYOR5jb/tMny6uPGOO1r7lbfoL8moAlzeaCoBWExtzvtxDcKL6ym3WkdClucGHHCwrJFjIxLzqmpzxcqKdPp2JwuIF24WGYXa4ZY9brY3taW8c5h95fmVtJLxK45flLSBwkj2aXtykbkBgrvCjqrFSDtYg0NaU1o3uN4TjCv1jHjrdnB29wxR7gPEgORUD20138R7expsCQV1iBtk47m1Jbh0BNX1WI5WakkpqIomwO8lU9XOsxbWSqadMl7dpgENliJmHa+VrXt01r8k9QPvHcPlih5hf8pxU8qFolu/erZnVTQsizKhdQehIBFeldUsMZwjJl0xsVhcFKbu323C1rSpUkCtD7dTJ6dPHrdb0lWeP/HDfk63Co9+3L1h39z7SZfd/tMn7laa3fstxym33K2p/AXWLPp5WvlezmWeN/D+nDX4fhy4Vcvrn6wqxYckzFT4/wBJk+X9zQ8V42QAbG2p/AGtPfc+FIsaS0/JNlxLjliN4AI44Xo+nimtJpoRQcyASBMrLkcB4gkJRcU6aCCxzHGDwyEExwtfrZWtfcxPq/67ZrIxYTCZzkF5lbliscEEk800pAJIjjjDOxAqaKCaAnwGrJ+N8Wt4Wurm0tI4IxVmZUVVHwkmgA+PWrxhttH83JZZYhjYxgy4hnBVsEkrxhKbWfqWcGbOaIG4wSqg1VlVKGRW+I5U7E9jhnlcpc+WsL1Ljhdfq571H+8dxZzY8nyXKMbOuwsl17zbuol3mMkSqjASduTZX5/bfbXa1NWyw/CclV8fDYTgVqY9jgUpXqpI6blr8G5a+I1KoshO8MLIYZ1K4QQOF8xBcz4mGAeGFr3zzEyvna1sccbXvxvfha1R5/Xj1jFN3JsxRaUpcSe3oPA1Nfw63l4jxwttSxtixPhsHX4umugaM3jSE2kJ7sKUCr3ZzmTi6u2Xc0HSScrXcKSax65VUQ15FNnUhWTjOHSGOAKIFnbptleuhkvWf13xGSkx+Yz2ftcrbuUkimlmikjcdCkkT7WRh7VZQR7RrBBxridxAs9taWkls4qGVVZWB8CGFQQfYQdbNZ/vTj17OhZ438ffRfyceFq1B69+s6OZBybMBj/5h6fkrTV54lxqm02NtT+ANLP96W61rOdZ6fDxOjX8Pt5X4VRfXv1nStOTZjr4/wBJf5f3NVPEuNGh9xtun+YNPT969Xq2dC1e3/HDcf8Ardbj+Orx6+etAj7X2nzOz/aXr+Wtfz6p9kuM7t3uNtX+ANQdKu60ZwimvdRlrY9osIKM2SRkl8kHA+k0qvttiq6yM20J0Hm1gbEceSW4nOWzSkvMMqJdUVbWJFLDGr4hXkmE9S/vLcoe1g4/lOT3iXV2baBomnZJLhUEjxLKBsZ44iJZQW+ii+lk2x+bWNuMcRinEElrZJO0ZcBginYpIZ/MRRAehbwB6Vr01v8AHewRmWGCyZSYD/Wl9jyE1G+92auWssJNlhsOhLKrSCp3TFoonK5DvyYdCE7E0XBMBdbqiB4Z2vjbRz/rN6/caz11x7OcjzEGax1xJbzx+9bu3LExSRN0bNG+1lIqrMp8QSOutLEYbhGdxkOXxVrbS425jDxv2iu5T4Ha6q6/EwUj2jW6WkN72z42dK11uHDj30Xhfo8nHq/irm/2g/W4S977UZjf/tD0/J4fm10Dw/jBWhsLbb/AGs4yG+Mb5Xs6Vr33h4nRb+Hycb3tb3KJ94P1uRiV5Rmat41uHP7tafipqh4fxc0BsLbp/mDS0iPfHG+NnUtdXx/pot7+5e9+Nvcon3hfW1Yyi8ozPbbx/pDn85NR+I6Hh3Fy242FtX+ANakpT/dJdjbj1WltPTHy8CC+rNBkqTtTiLtdaY1cE4V0KTbbxk4Gsr5BtYK5TJQGKgihkrGge2vh2uHW3YPXL7wN7jri/ts/yGXEWTxLPMskxigebd2FllAKo0ux+2GcF9jbalTSyTivEYZYkls7NZ59/bBVQX7YUybFPVtgZd1AdoZSaVGtuvIr5yvbi6lr3ng/TRLcPb4Xtx92tVvvC+uD7d/KMydvh/SGH7nj+OurvsdxceFhbdf8wa1ILYPId7m44AltOGkZObZF5KDDCdSaI8iDQUlA6jprqOtXA3daLttRVkwyVAPZgYlhjBcQPDPLMPPG29+3T7wbY9eRHP8AIPqczmBbgvKIDMqq7QiQr2mlCMrsgJcKwYgBgTjfinEIpkspLO0FzIhdUKjcyA7SwHjtDdK+FenjrbvWM+rZXvZ0rPHLw373nf8AFfja1aa/eJ9cUcyDlGX3Hx+nb9w9PyU1k+xvFSKGwtun+YNZ9Yz5xxvb0qWeGXh/S87/AIL36be5RfvEeuCoVXlGY2t4/TsfznqPxap9jeLEg+4W1R/mDWLSM+rY9X0pWOr4eHe8+Nr/AOd+yvxv7NVH3ifXDt9r7T5fZ/Pt+74/n1X7G8WJ3e4W27+AP/ZqCW5vAwnhNMj67Necw16Y4ebTYdknMtLFVTQzHRnlkf8ARv0hWgiHo6RWD4CbmPdNyOXUQCggJgYAMAyXEFk996sfeYsOF2fPr/N5yLh17cyQW1y020TSRUEnbjr3pEDHb3e2YmcOiuXjdV5/1DwYZ1eNi0tjnXiEgiCFm2nqKkAqrMCGVGIdlZWClWUmS2hsJnIbTR5AYUtJj4Yq+Q86t97M51Jbmaa4l9YTDzikOJFNHUZSI9cLO3bBCiB8ccrcei9cfL+vP3hMDkZMbnc9nrPLW77JIZmkimjbx2vEyq6t1HRlB6jW5bcR4heRq9nZ2ksT+BQBg3xFSa/iOo9gTdhl7PtJWkCApr9ZzLRnk6GCbdTfur+YDLlZ6hklrwCMoqKcSJuNJBNY/o6mn3NJh8K+IpUwMFljnfu8t9VvvOcByUFhy7NZrH5a5tI7lIpJ139mUEoXjUsYnpUNFKqSxsNrojdNaNlguB5Oa5tcfbWkz2k3al2rVVfaGoH+a4oQdyMy9fHU4Wkl948b2dCv0+H9Jyvx/Da/D3OFRZfvHeuSbivJ8t18fpif3Qafi1vnhfFT42Nv+jqJ5a3AZMAIic5J22NYEKtpaVcUNJcEtSW044Q1RbzKGj+COnq7yVkcicVcyBEcbEuELkLcIHPPq9XDK9u9xz1k+81y66kxXEspyXKXqR9x4rRJ7mRYwwUyMsMbsqbmVSxotWVa1IGta94zwjHxC6yFvZQQ7gu6QoiliCQtWIBJAJp40BOokanNB1Qfy8QaTF351jeroU7HMktstLZSIXG4FHFOIGlRQuQR0V4HFM7YimEhjI3UDz7MAHMTLhhjllaSZTmn3x8NjnyGa+29ri4du6WazvYo03MEXdI8CgbmZVG5urMAOpA1pWuK9OLydbezGMlunrRUkiZjQEmihiTQAk0HQAk6keBd1mftCxxZMgSZ/WawQHO6GeE7UKysCiHltmLZxvL+CMdVE1PDXkoFUTxcS6iT7wnHweqOVHGAzwEy5PMPVn7znA8pFh+ZZrM2OXe2inWGSZd6xzIHQuqEmN9pG6KULLGapIisCouxeF4BmGnXFW9rMLeQxyFUO0N4+ViArgjqGQspFCCRqbvWW/Ot1vShV63l7f8AvdXq/iqL/wBpL10Mm/7T5Tf/ADn+ClPza6f2K4pSnuNvT+DpaTH5bjeznVbXv4fz/H8XDhVV+8n65qxK8nylT4/SfKOn4tDwnih6e4wU/g6zaS33ja9rOdU4X8P5/j+O9r3tRfvJ+uaqUHJsoAfH6Sv5yK6HhPFSamxgqP8AN1EU6bht3WiK3bNE6zEDG8XMZP8AOTjdS6YN5lygeYwRYqUJkU4ofWVtaUzowZYinES5k+fNChgFwRRs8ML97i/rb95PmuetOJcWzeZvc9eybIYI3FWIFWJZqLGiLV5JZHSOOMM7sqKSMVzxHhtnay5C7tLaO0gQvI5FAqjp+MsSFVQCzuVRQWYAyGgzW5nSiJDiQ3iqHkZaTiSulHbWMlu8kFADA0TMd3Nly5sHtgBLZdQUPATHjwyxtform5H7w/r9i7+bGZDkmTjvrWVo3XuqdrqdpG5aq1CKVDMD7DrXxnGeEZewiyeOtIJLGddyNsZdy+FdrAMOvwgHXd3k1+cbZek6p1rW6Pz1vF7HV4Vqf2lvXXeGPJsluHt3j5Kfm1ufYjilKe4wU+LWbSc/bXvl6TqfG/hv2uP5Orwq/wDtMeuykyfaXJbvh3j9zbT82qfYfihG33GCnxf49RCr7msZuMR1Siv7Hx0hRmx15Raz3kVZkdoJjFaLnR3JizVhuuh3H1QFAby8lO/PFKMlDRgEwApXsVzwxGvbCu7Z+t33nrrK2uBs8lyKXOZCFZbe3SGV57iJ4+8ssMQiMjxvCDKrou1oqyKSorrA/E+EIJmltrRVtmKyliFERHirkkBSD0IJqD0PXXbhbWIhhFjlwl50aBhvTCOllokWy73bY6PKRlcQTrrRS0dKgR/Mm9h1hrpphSK4JmZrIwnlxDAdsgg8s7Y29dfvLx3d5iZMrnlvscrteRGOQParG4idrkGPfAI5GWNzLtCyMqGjMAaHinCBarkTbWvublAsnQqxk6oFINGLgEqBWoBI6DXcPXY0SOEDN0yJLCQxGsCfSEoVxPNyJLXQgVNwLBFvoCcMsrRgiQCPri+pliRIHMWwho4YCBCtmKJhjfTxn3h/vE5u+jxOGzmZvMk6SMkMKtLIyxIZZWCxoW2xRIzufBUVmJCqTrJccO4bZW8l7d2ttFaxBS7tQKu5gi7iTQbnZVHwswHiaa2+8ov2/V4uZRvfxfnMbcPJ4MOF61G+8367GhbkmQLezzL7P+b1p+Gusg4LxMeFlDT4j8utSeuxwsbIIjrkOWEdhtkE+jpQzkebiR2wghqbhVyDfQE0VXXDBJNCPri8pliJMHISwho4YCBCtkKJhjfexn3ivvE5rJR4zC5vMXmVlSRlihUyyOsUbSysEjjY7Y4keRztoqIzEhVJGG54bwyztXvLy0torOIAu7eVU3MEWrEim52VR16syjxIGtvtKL9te97OZR438Pv8b/lwvwrUX7znrsrFl5JkK/wl/wAK/uayfYbiftsYfyH5dLSk/bda3pKo9PDjbr4X4+71ONVX7z3rwF2jkd/Q+zcv7u39zVTwXihofcofyH5dZ9aL94Wt6TH+Hk62HudPV41X+0/67bQn2kv9vsFV/V1T7CcT8fcYa/Efl1CM6bws/WpAbLmnGaC0fpLzfLVjRn5qIagoKDnfb1ViyM3G0gIiEmqi2rqJw0Z7QbsC4mBMmGMbM5BFS44wcn4j63fef55ljheJ5bKX2RitZ7l1Ro1WK3tkMksssj7Io0UUUGR13yMkSbpZERtXJcT4RhsTPnMlawxYq3KCRyGNDI21FCirOzGpCIrNtV3ICI7LIGGyQor3NxuDK6MLI6c3CbxPsMJfSBHkRaKkoHUdOdR1rhjZLZZtqCsmmSoB7MDEqMYLihYZ3zDyxtxj9477xgxv2gbNZb6lFwYPeShEHeVVcwiXtiNpQjK5QEuEYMQFYE5H4XwyK5jsZLSAXU0bOiddzIpozAV+aD5SfDd08emo9Wd5Gc3p6ZesKnNJYCfZCZ7kkBrxmXBUFBeNMtqZAhrDkVBE9MNpjaTMhhcgyWamOT85iFzOBOw+RUzYLuY/1v8AvQ5Di1/zqzy2SbieOuYbe4uiY1jWe4FY4kD7TK9KGQQrJ2VeNpu2JI92K74jwixurSxu7SFbm+EpgWjEuIQDIelQoAPQuVDkMELFGAnG0pv7wekp7he3TbiHfj7vU8NRkfej9eACo5He9f4P6uto8D4l/Uoq/j+XWfWo/v2PpIe4eTiH+Xqcaf2pPXgLt+0d7t/5n7u2uqfYPifj7lFX8fy6etV/dHFxnr+T/wBX0eX/ABKu/tS+vNADyK86fwP1dPsFxP8AqUX5/l1y9ar/APD6SHePl/N/6lV/tT+vVQx5Febv+Z+rTVPsFxL+pRU/H8usetZ/Wv8A8xnOP/2X5Opwp/ao9ew2/wC0V5u+JOv+jTT7A8Tp/qUVPx/LroHTsAsMVsuB6POQyTUaLVR1FxOdzuFQIJCC30FIKCnlVZWVU/kCSTUxNJACDDji54BhB4Xyyva1r3rZtPvPfeFvbuLH4/OZCe+uJUijijjEkkskjBUjjRI2ZnZiqqqgliQAKkayR+nvFZnCJZRVoT1NAAASSSSAFABLEkAAEkgDUPx9v3HcnxlEMvNCeEMSPJ9NE0+GVtxjDMYxI6uoAKpoigtZAfRFuOU+4zhRDODhJtilj4gBUUTEK+AeWVpRm/Wr71nHs/keJZHI5IZzFIz3kUSxXAt402b5JZbcSxJEvcQGXf2wXVS1SBrj2/HPT26xS52GCH6qdlVZCHQFnYqi7WCtuZgQq7amnQe3U/2ld+5WtwcZzhfjw4YhW48PZ7OoePvWevTKB9oroqPwRj/832a6v2A4mD/qUdfx/LrleWH9e9uLjN8beD3oX+7rKfvWevfQnkF10/zY/wBXVv2A4lT/AFOOn4/l1n1syB1uPpEbvfy9UL/U4VX+1d6+bt32gud38GP9XVPsBxGlPc4/z/LrNpaf9uP6xGuPj96Ff/6lB96/18UV+0Nz1/zY/wBTQ+n/ABI/+Dj/ACn5dLSy/wC3G1nEa6fD70K/5cOig+9f69qCByC5of8AMj/U0/Z/xLx9zT8p+XWpIeyxhzrjuazblNvuBzR8fTEp+NxFXURVX2QqLaQVcCOmu9HImBlJtH1ZAPAnioJ0MEQwTGwGDtkHnjlffuPvPfePtMfbZG8y+Qixl4jvbyvAEjnSNzG7Qu0YEipIrRsULBXUqaMCNWDgnDDcPbLbQm5j271DeZdyh13CtV3KQy1pVSCOnXW3XluQOFuLhM24f9mD/u602+9l6+eH1/OAP8yP9TVw9PuJf1NPyn5dPW5IHhu4TPG3Dj+bB8fR4Oz6af2s/Xuu45+eo/zIun+hp+z3iPh7mn5T8uoQWd7We3Z7ZWsCrMicDPkhM5ySC1ozAKHVBeNMpqZABq7kU805LNpjaS8hhcgyWamYJ+cxS5nAnYxkVM4hSrH/AHgfvS5Hi1/zuzyV23FMbcw29xdFIFjWecVjiTeFMr0oZBCsnZV42l7YljLal3wvg1ldWljdWyJdXwkMC+clxCAZD0qFAr0L7QxDKhYowE4Wl2QOngvj348PCEB0/wCzqML97X19AqM/MQf5OL9TpraPp7xH22iflb5dZ9bsgWte3pCP5ePZAcfxB+Kq/wBrb19ps+vpqfzcXX/Q0/Z7xEmvuaflb5dZ9bsgcOHn8f8A7kDj7v5uqn723r8RtOel2j+Ti/U1T9nnEa/6ov5W+XWfW/IN+nz+N0f9iB/u+FXH73Pr8TX6+lqP5OL9TVP2ecR8PdF/K3y6zaX5B48fP4v/AHIHD9rq4fe69fw2769kr/NRfqaH074jSnui/lb5dLTBINr3/f4W9r28NwC/5Oz6L0H3u/X9ST9eyf8AZRfqaH074h/VF/Sb5dPXBINrXt5/F6f+wL+L/wCzoPvd+vqqf9+vT2/RRfqap+zriJNfdF/Sb5dQ2v70sFqMZxSc6Nj4kbUaNByn2Y7JGcEhMVFYzZd6S4btJVajid6kqFm8iORLddvNhggZMBGgVH9GzDxG95UhtPvH/eqyGUtePWNxlZ83ewCe3t47AvcTwmPvLLFCsJkeJovpVkVSjR1kB2iuteXhHBIEnmnihjhtW2zM0hVYmJC7XYsArbmVSCQQzKD1I1vTO2dMyKiJjnYEoNd8ttYSkpdR3CzVlAcyGrIa6UxUUNYTlZFHPED6UskM7DlDAQmYRkG9sw8ssb8a0sp96f7yuHunsMzkrqzv4ZGjeOa1SKRHjO10dHjDB0boysAVPQgHV8HAeE3MQmtoI5IWAIZXLAgioIIYggjqCOmtt9cUhcePn3P/AMMW4ftdaB++B6/Ft312fi7MVP8Aoav/AGc8QpT3UfpN8utRC2fMjPY7G4MntgaRU9tkXkosIJWQhHmRaCmoHkdMdR1r4DXXCrcUVZMMlS57MDEqMYLiB4Z5Z4Z423j9677yS436/OSufqRpzALg2qdjvKodoRL2+20qoyu0YYsqsrEAEHVj+n3CknS0e3QXLoXVN53FAdpYCtdoPl3UpWo8Rrb7TJINrXt59y6fDxLFvxfm601++F94AAgZsn/8DD0/0NXn044gf/Cj9Jvl1j1ySFw6tly/ht//AEpbj+1U/thfeA27frs9fb2Ia9P+Zp+zfiHj7qP0m+XWsomzSg5lh1t1uSS2l9fYSoRRHyhoimhKiyzFpTRk9xpqQ7UwkKOdbiooN1WKHwC5zAEUUkaBHwxuEJhnlvXH3s/vI21nbX11kp4bC7jZ4JHtURJ0SRoneJmjAkVZUeNmQkB1ZCQykDGvp5wtpZIFt0M0ZUOokJKFlDqGAaqlkZWFaVUhh0I1tN5mkPja/nvweLuhX/d1qn74/wB4Ddu+uh0/kIf1NXfs24hSnuv+m3y6iiWt3mjACOnOed9gIphVuLKrihJLglp7siOEJTW8yZo/gjJ6s8VJGIHFXIgRHGxLhi5DXCBEz6vVwyvbv8c+8796nl1+9hxKe/ymQji7jxWmP95dIwQpkZYYXZU3Mqlm6VZVrUga1r3gfAsfB7xfxxW8BYLukm2AsQSF3MwBJAJp40BPw6iNpc1/Vh+OAk1GLvZqY9XUq2OZJjZaewELORwKOKcQMqh/JPRkZ2nFE53BMIjGRbhhZdmADmJlwwwyytI8l62/fWwdjJk8xZcgtcdHt3yzYaaKJN7BFq72yqu5mVRU9WYAdSBrStuK+mV9MttaSWktw3gqXKsxoCTRQ5JoASaDoBXUjwJvk1toGKNJUBy0kyYwQnO6GeG7kJLOBIp5bZq2dby/gjHVRKTw1xKBVCAuJdRJ9unHweqOVHGAzwEy5HLvvI/eq4BkY8JzC8awy0ttFOIpILYyLHMgdC6qGMT7T5opAssZqkiKwKi7GcQ9Os0831WizC2kMblWk2hvHoxorilCGQspFCCQdTf66JD4Wt56x6PH3Mrx/aqjB++X94EqF+uE6f8Al4an/Q10v2a8PrX3Y/pt8ut4amwCuWNBF3SXBOks8scMzhUPsTIFr3ta4mQVr5YDY28N+HVvw8Fr17b6V/f45Zj8lFj/AFRt4bzDOwVriBO3NED03MlSsgHidu1qeAY9NRfP+kmOmgabBO0VyBUIxqrfgB8R+Oo+LVsyB8opkyx8iNgYKGwsBgBg8rZYZh5242va9q/VrB5vF8kxFvncLMlxirqJZIpENVZWFQQdfP8Ad2txY3L2l0pS4jYhgfEEa/ZXV1r6U00pppTTXgD/AGpr+YB/pFKaav8A8p3+Sy5af8ADTf8Ai6xzTTV/6aaU00pppTTSmmvGXn5zHLMH8rPZd6Q85V9jOQ0HGTLVpCa5swnuOP2JIsuMFhyI8EVUJZBHkRSSGU4z9wlALMMROzy7zhnhkDjljwLpbe75JhMTkWAwV1cS+81BYbY0DpUDz0LgKdpAo3mqvTXTxD3MUeRvrKLv5a1tDJaw9xIu7L0G3uOCsZVSzq79FKAjqNbhufrZrcncqabYVTmqzWdB0UayvhxRlk3UsqlJsUqMYs1UdsfySxzJG4Q6C62GvpBdZIK5YXA5gfB7z2txM88ssPqjkczjrHKZvGQEcix3aNqpNdrsyIyBTQHy1TaasB0Shprgejtvb5O64/irtzfY3J3DJdVrF70vcJO4ghl6irMpG5huNdUV1X3I5lcsFeWFEyLJ+sDJVdp+XGpbJvh1zhqxLMwvwk/IpzgtAXBjgrI3G18RFMtKeEzAq2PAgTzSRCmYeVzljVrlfR+QWER5PyZIqwwYo2TtCCrrCbqNaxBwATtkDj/rCopGwUqWbhcemitOJ4u5gkNzDc3t7bxyEqO52JpNrdBQ+Tb5vKHp3AaNtH4znMj5iqfpSb2MMvfR8q8k7mHX0/Uxj+r84E2ATj7Hb8TTTJ6ZIom7+SwG5QXJji6hbirYRDBPyyS742Ew865R+NIGyXF4bqXsWefju2mk27/dfd+92xsA3Tdww08pj29wE1CefuzSTxZfmuJtozPLxSGzeEblT31rlIGKdf8AVtvvAFXaavbrRQ9E3xH5sU3I04b/ADmcw0VyBprpnp40tq2IptCCX/GkmbBpDsS5XLgLLKfbt2FeyAYi8d1QqrBIi9dnFyzqTzpdSTcxkXuCwt606vbYG/ys8EkOVhkt44IDIjhTKSHYyIlCD40apXd0+bQ7NhYz3/JuPYCG5D2+TS7kup+3tESW6F0AiJ3OSpqNjqBsKuCH3JcFly3zM0ZadKjLzb05csQuDWB4S2zJWaJx2QwxYLnVBFDNI0ITcvPGUphdsqxosIylYwJJDearZCJlkM6OYQQsjhQsDh5Agwlvm7Ce5NvlcW1usdyybhKZGpLW3CkRGMU6OzVDECjrrk8bycHKbPBZmBHayyc1ys9onV0jiH0LrOVTuNI4K7FjBVupDJ41k1U5i2zk6v3aCBTMh64yE8o71fiHYGIdiY+1I2aiSCVc/IKvLCEsBo7HmeczC5s9DdzceFDrYkBlO5JbTsTD+YhMe1wr3rByieXB8EzHJ7RNt3h7izTt9xGMgut7HzEMIiFjYDdHJXeGAFKHrY+L3jnHG+L3bvJY5/3pZGpsNq1vsCnotJ1cyKdqtGU2MrMdwpWyBub9t/O6JypSaQoxmgvjdp1CJ86ZvHllb6xvFbcRTMQPqdC4ECTlJ03tKHZDUySMws0DEwmrjnCVsz/n4qXwIkhSA0zkwdtFyu5wiuzYe2hD1FFZz2BLtKtV0852g+0DdQqdR+/yVza8VnyzCmTjm7aeZGqGuOyHLBe2PLR2Sgbr2/K6l9fv2B5s26UFMbmljXdeqDzl3TGST6LAcVtjV6aVVVd8Ys6Hox2CkaS5mFw3GKgNplNNiSuTSDziuIiJRZdLAAFMFVXXUZuCxCwF5d8Vx2Wj3SZO5ecTCqJ2ezMY1ILLsk7qgtQLWNRsJdju1MpLCyXlLYeWUwYj3aOVGZTIWLwd0x0QKw7bbVLMdrlqhV27dWYmPe/mEhvhu6wavwk2Zq2HZetsWT3OUkIMSRmpxiZUZiUJMRGQ0W9EMzcyvUR0MVKVDkYKBsZYLvZ/CJwQeBYYhmIOGPbpX1rLDmMomNQnCY2WCKNmbrO0qklmqhaFQQdi0cnrXaEHcjuDvBLx7BX/ACCQQZjNe+N2KdxoY7WQL1eNVikZgTU/RAbQRuLkR2ddD23cd7f1bdEgxdEsFtR3x06j218NOV1m39MsfzFgWbnoK3Ysf0cqR+IXUxS5rzzdXNG+BkUC5DItbAS5kMP4Z/vBMpj8N6fHCWlzdS2d5eQe6GNAkVEQNcpcbz3GFWolAKuteiEDXrXonaXs+SN3dogyMSyiYkgl13lYGjC+VCUXeasaKwRhvVm15s80BoNpI5f3MEeKcikSjpd2qElJrlXQ8L3UVhOarFdlm4QNGMssssiSNktncy4WPVwDzNjZWt1hc75fl36F5K/k9YOD4iWVzjbfkUDRxH5qNLcwGRh+F9iBj4kKorRRT6fuoYI7TJXiqPeJMdcBm9pC20wUH8C7jQf5xPtOun3caTby5bW1T48zEsXdloVLzRzcGId8VEVtZxquKmKQYFxvjiZJlVG+Q4OIlsrg5iiXDvj2onX6nCb66i9dsLj0kb3FuaY+Ux18pkW9iQOAa7W2tQ7abgF3V2inG9N4I7vitgZqblxl2AadQJIZNw6UqDsXofChpQlq6Vr5szPzJlXWuGZuS4WJR5NWp8gyqx0WOib8NviMjkDgw8QPILukBfWM2/KlnkgSNio2FItppYopoAQja6phgGfMdr1E4nwe/wAdzPkvG5co+c45yKxtbqS5MCwXhyjXhDw20Ue+zFvLbGMBru9M6MspFszGJIn6b3+Zv8Vxe3kjtYLXMwXSxQoZHMPuxhCb7iTaZTIs25gIIhEwZFeZVDvr+ru6G/mxLwhCUyWoQwWns8JYDkAWzwkFNlxRexXI3w1xjv71hpu78kOiXsFDPEINQQs4jZCiSDUb5drmKn5gHulzf0p9J+C4/Kcby3JFHqjh2aNkUX80V1cRuVltvdjg7WK06fxdwMvexOY67QkwaLoxclz2QkjyODsWusFKyha9mFghoDL3Gu3Zgpq3bNtGxXpXctGlDfmAGqlQtzFNkbDdu6X9y+XZER1OEJB9gSSYya8+OwuoBnbjZ5jmFozJlghQ8g8cQsUwG+OV755dWFelnLb8ZbhnAwm2wt+aW95uDdWknuMfF1WnTYtt0Ibr3GqOgr6PYWMN5ybH5SQD3i1gmgBp4xy7mK1FDSrNUHdUMQAOta5aMPL19O9OgXbePY+bi+xNO2QkRHBA44ctRtOOuEotlghSNNQ6+72m1gXndRdDfT2wqNsy3SV2rYuJgKMpgLYI+Hpvq/i14smR5v6eX13OtzymR7+9ANpdYzJ2z3D21jshml2DtSSXUV3HO63JpsEElq6N4n6cSonGcFhZtgwsmNlS3anciyEJ2CSQiRBJAYmAUwShWKyljvjkXbZB57H7Gvt7bRMnUO0Et8npgO3Wo425MTCfTpNTQ+lmK23LgDNZzhaUnxklQg3UtuOAimYLZxOeXeFA4MJ5tLF0/Dzn5facd4RgeMYXl/qeMvcW/Je5LG9lcQQ+5wR3sljJPMk1pdPfTNKjy9hZLIBEVTcO05MHpQiyF5nV4fgJILfJxhFIkiaUF54EntlBEsSIjB1V3LSMu4/RDtgSftRNk9iNmYb0qm3V5xwnESBs42MnC7m5OEQPScFxqBHYwXH6XHQR2TsHryGbJoS428kU5kKCPc3kpljeFy2IORcxu5ng/EPTnlfL+Kc+hymVk4/NHHbS2N5BYJP/AEmOBu4J8fkijPHKsyCoCdqSOsm4SJx8PmstybCYzKY5YLSa6aQTLKrXATaHAMe2S2LAPGy1I8yujbY9pDecDsnzZnZHVDlO7IvxFgN1TXJ+/savBlMttFpAhCMUxNGiufkpJbTidqmobKu0E7kGQHNGlYqmDB37cMtgnfmLmR/asbwzgnBPVbn3DMG+Xt+N2nC76K5uJWgvbpys+PZpI4VXGw7QGCpC0qk7S5m84ROfc3GYveKXEuba2Z1vsfJEiI8UY3TqEDNuuGJJO4uFO0Ns2dGYzARUJBRecRFDx2UZbO15lyXtTpdiTX8rDzh9dMQTafZh9syK8BZMl1ZToEk5WdMdpnZDJzTNR+np2JTAQ0VcYw18igMThgxFx92/kON9PLu6zmIx3Icde5Fb2M2N3YiZZbWE2lohyFmqXPmE16uSeU0WGSxRQssmLMtd/a/A3+dt4YYo4b2JJI3Eo3MI32mQiGXb0FLf3cqXPeSZiJEijY5zPNzCsLpygTcmrDgnjHdHHXp6Ijd1ul9UYUZxQZ2cO6pI0kPzLLbsobQ1l3vQpZUQiIipidWwrGSRNPFKpauuEJTZegvprectsoDFn4OF33F5MjDLLk7Nbi5u0xa5Zra3X6mPdSGCsVw4iWOAmOWWdZJ7azntyPJM7i4+VW1zJZfXXGrm2jaNYXKulxOkCs9Lk9otvMieaUntsmzzGRPQPduZNyIOSn69YdkHWcNqxhqZMs9uFvyNr7Jb0cS08IXJoh/NCJLbY2qjYs2m1IwC2LiTEFTFMZIzSxuuIf7bGwPiXphgPTbk91DjOTWWcN3e8isbCJ7bI2sEccN8zpvZJcTcmWW3aPc9JIlmEqhVh2EvLr4ZkS28FhNbrK1tO79yB3EjxbT5Ss8YjUhwKEsQQW3Nu2rSWL3DJeznM21ObG2gjEe6VG/LxTNyo6bDUZSw1ojE2JfUnJzdNyIhs93O+Qz5p0w4y1EmlJJ88pmjJE0bHUSeBDM7cEP13KY3j3AfRPmOU9PPe7bJ3XNo8HcSTTrLeJjILN5RC80MVsoivrhHeZEiVHRFgkM3Z7jef3F/lc3nOJ2GThiuMBdY6+vWnVQsb3cUsIhjETFnRreJ6qzNuL7pk2K5Qe0anAUamJzTtmCKAnpk1pMWOiHsXgVJlwxFtkOdwNN0gJLwxK4lD7oKNhfaQY6SGMawsn2PqFgOpc4Llf5ZPNM/Z8LuuELM7cYnyEF6YSSQlxEksPch3blhaSOdlmKr9L24d9e0lPT3x1lc5K3yc8YN7bwyRI/gwjkZHZSR4jdGCobcqFnKgF2J8yW9sJvwY2R1UguRH7p05GJsYe20GeBtpa0TE21okx9XnYht3KzUWD+5r4SDajLyS4ATJc0YJXAQcROOYCn1ezz9yy3BPRq/4PynN4+y5LFkMJHhRGs2TtJI5JsrE8o7yR4a3kRbN4irIsu64I6PBWuolY5rmC3WPuIJ7FHnmuDuW3esYtZAoZC10ysZBQiqkR+JElKH0z1yg9A1ogKH4EaxwRTQ4djhpR4mqg5bEiYWAWujFUnJXNFAxjQRQ2rDl8jIuGOeeOIguXC97V4x6icyv+e8vyvNb5RHe5K9kuCgO4R9x67AaLuCL5VqB0A1LcdjrDGwJZWEfbtFjRQKlvmLStSetTUnwFTQdKa82tet6p6fW2jP1yfD01xkZPk6J9gngkO/X6GZ+JRjHr4hx2R+jhtRC2GkV6ZRrt0mJhd6GU5xmWiSbRpCcCWISPlyI4nYB+z8t9J+LWXptkOZYeDM4+9xd9jIimQvMdJdXUN9FcO0smMtoRc4Zm7KyWy3klylzbSiWB5VXeY2uYyUHILCyuzBLaXouiywxyBYhB2toW7djHcmrtHKIoo2hkUdxF3BNVFaLu3kJ8srmaP5S2tZ52RI+kLdCyFJCdBi6lPwtnCz2kRIeGZBTFnVTQEUJ1N5qlk9qYE0wHJjFscPfLAgQWeE2zeM9JJPVr00wttx67Tj+Sx+FaW1bII8Li+WF4dw9wWRzFNM8l4WkpfsSFW0DGt+KjzZzfJbOW8Vr61lfZIISNhit9w2r3SQNiKkQLt2ioZjJTbq4Dy2B3ageOeXOx2uDq/IirsU/EGHHrI7kQ5XYJRvAq0Tvp8NIZsxOmux/jnh26gsztlI6beePnk4T7kASTQ1Pzijw+04l6X8w5vzyW/Oex9pg7Wa9t4IntLkyGK6ghuBLcvFbbRJJNthjW0PZSTuSTTG37N1x8fkc3YcExeWhFvcyO8UMu8mM/Tb1hKhdynbtrKSRUJtRKy1i1NYkmcjkyboxDsNGWrBWQGvy3m06PXXB6C7QXq9iTmGm9MWENcVXvcRcbbBS3O2DJhIauJtbwI5C5nM1UwMdzLFOdkcPxOP0yxPLeF3vIPq9ude7tj76WJreFl9ydJYxDSOW4MMiLNddqAydIRbosKySySzusxbeoGHxWSS1e0u7ORkuEDLIBHJSRWRixWMymqxh3A6OZCzFV17UKfNo4YhLlat9+AQGahDZ2IY+g5lp7RQJCMSVDr7Ja4Zv2KXa7Xesu0s3ZkbL6R45VPPaURbzMMNs6fKli6gsAFxT48v9UeJcG5Zzj1GGIky8fNsBkZ7+WWZ7b3W9g+sOzfRRW6Ql7KS3e4iEEsl1eLcxpJI0Fs7iGPz/wBPLzJY/gOAyqrCOLNDHA0QDd5TJuFvIZmkIYOIyZI1hrG8gUSSIhdu0N767dp2pSjNxzPXYy/Y03xy1XkcsTiuRybQfTHttoj6yYLzISjM7n1qO3ZYus4K/aH1Fyk7iB5F+wtjlYbHkQelfp1d+qGD4lGM0uB5Bw2XMRVvLVprW4TES5QRzOMeEu4awtDSKKzfziQudvbaSX2Yz9ra8ktd0ByuEvrWGKRYiEuFuJoIv4ppiYWHfDVaWVfIVAo4dJKR3Hsinc22aUpcnBnKcFtbU+KpAKRibiFfzPoDXcbvlhGOojRcxCYiKcQe59ysYJRVnCeRlTBSId3Tgk8lYoGayj1xDwG0+7HHmWxd0OVtyaW1kuxeRhZJEt7Z43lh9ydjbpFcGOO2jljZJC87XEgkMQ7V3bZm459g8XaTp7vkbWcxxMnRWWVI5PPvA3OwUl9qgIFTYxUuet1d3Q382Jd8ISmT1AEC09nlKBcYK2dEgpsuKMGK5G/itsd/YyGmbvyQ55ewPiYBBqCFnETIUSQajfLtchU/MA/2udelXpLwXGZbjWW5IB6n4dzGyKL+WK5uI5Nstt7scHbRWlAfo7gZe9jcpXaEmDQ8WLkmeyEkWRwVi11gpmXaW7MLBDRWl7jXbswUgntm1jcr0ruWjz5JUouxJ5lOs0UqMPwertJ1a+7Lu9nS2fKnF7YFvrrLOQ0Uc7Zax48joyPGzNcJV2EsT+Jc+riuDMALt8U/EjhY3AONYexvPRjlmetshlYszYZjDxS2SssePniuVvDFLLR3eeeIxSlA8US24J2NOZ2EMkyk8kWcwtsqRNa3SXu6VgTJCYhb7hHStEffFvIq0hFCqiJWkhLRzeqY9jdhXBFcnOaEG0uNmMV90yTq8ciOT4R2s16f919gitpsOMOSpadCXPsYjs12jCYv1rN9KRT4+JIbsiNj5cplNvUz0q4rxPglvynjsWVu7K4vY47bLLd2t7ib+37c4lljFtZxPjroTxBTj7y4lniHdQtKYXkHIizN8/KJcWZrZbRYiy25jdLkudhoWeUq8cSlvp44xHMQCm0dDveEwzCHvntVHqXBWs93eyNQomfUPSAKtORNkaQEpwv6Wk8BoTJKZePFNRabJTnE1hzBRBSkZeCICDCHMTpgU5mWJxWbDcdg9C8Tyq4yudSzk5TNbX9sEiktrdhBaMZ7K1NwiT3BglUPPNNbmSiwlI1iEsnWke7+3djipIYHsrvHuYJdxWWqysrROdrGOIy0+asm0EzUdmaFYK16312/dzC5d83TSha0EI+3ZVicfqbBjVDlP0ubDlWYqkKSW3IKdILld5tHBSFgZh3JGmiK3DYqZkYxzxcp7G2XU9G5d6Pem9jyfmHCOMz5xs3xq2mu47i5e07LxW89tDLbNbRQh2dRcb1vBdRh9tPcIz4xQ8k5Da8UPLshHaGGKa0iaCMuGkN3K0SyCZiREENKxGKWoBPeWtFkRu7T7dpbi3XhyU3frelTnFa9CpXVoohwNJ4CFILRnI3iix6+HWiGtmFVWdJByP8AxUGqeBSziKG1zSCaUTJg6VGwABiMPCOAZbBcQ5XgbbNnA5KLIHNdy/tGe1mx53TQQyjFxxRkWvbvI2kW4M63McASOVC8nfu8ne4/MZK0u5IRj4VtTaP2XrIbldvmjWZ5GCXAaAsBGpKGWqo1F1LaXefYzV2Tm6jKr91kkBGS31qoxXlGMeQTsO7ZMNkJoerIj98SFIkjIMjH4p0xKKy25lAwwER5BuXFzlkjMIsrGjdxwCvc9OfSvhPqFYO8NpnLOWe2y08N3cX+OhtojY209xBb21rJard5xgsUYyE1k1qbQzq0lvFEFkl0M5ks5hMaLySW2kliaBHRIJWMxlmijLFxIUsVId+yJu8JGiIWR3YxpvSwedSbzOdo1BhojYcr1LcuuABWy33q4FNrNNWVgZo2WzLkHC4UdsPRTSUoXLPgMKClHhbY9GIWXHoi1LCH7t1kuYe4iw68+uBM8EaSzJG9jjavFG8sKyOqksqtNGpIozr4juXypPzbj6oaXUuMu1jqSvmW4boWAYqNxAZtrFR5lVyNpivXncSTXfr9y14igRia5QpLm1sCOuZjoZSLXLnrnCUcxmSaph2F2VCzRkFhrS2cX3I/k4ikpWDrTASYQho6YMi3ADKG5tzn0zwVjzznWX5Ve5vK8Z43lYLNibmL6yvri87vYM17PbzpGsaW8jzTe6zM5EcSRrvMkUdsc5dpxmxfba22avIi8aFH7KpGyGTakbdSI5UKoZEB3E76rseQ+Vq4V1mQPuI45RuCsuBsb17qrL6HitlPZfAVlRMkxWOL+UfxyjBveRFQM0YBE82pBbFXVxutgXwuaHva+fD9eLeyyWc4Za4EGKyuuG4ZIFup4UMavFtQXFy/YtxSo7kz9mFerkRr0XbwXvsfJORRZAh5or9DvUU7ie6QutIgWKsI9q7AzszCgZ2pW099+4Mvb/kXdXpt9WvzF/8A5V+moMfSHlfQG74v/wDzLxz/APeut/7R4/8A+Hf/AP4je/8A5Pq1Z1qtVyKzQdyohlz600Rz6wz1FSKGAT7ePLqGcQFE6SKG8QhU5SNN5TMExL5hYD4AGBQr9WwgmN/PYby+sIrmxt5CkNyFScKwKyLG6yKpIJDKJFVxQlSyq3WgOuy0cU5jlZQWjqUqOqlhQkVoQSCR16gEjp115o8tFpNt2wS98XGiklb0a3r3OdjfEN4XyFR3GkbazZ5vWE4XDLAYqdAwMChXyxytYQAYQLO2QQmeGXtvrfeXdhnMDLZyNHJLwrERPTwaOTF2qujDwYEfCOjAMKMAdRuzRJub8vt5FBgOYU/HtIkUg9CKOo8PEAj5pZdUYgXYjYjXGLJnlBupMLYQWlc0+YY6eaQ5ij7cEoyAnTpvIZi5TXGuuIqw3WvEucaH3oGOCEcS3nk5cMBsb+Z+xCyNerci4jwjm+b4hxLIy5X7YZD06gubd4jbx2lp9W4NrxUljeOWW996EDq22awFrVCDdbmEfBzGVymM5RzO/s4oEscbkrMuzF3lujdNbRNRSUS2WATKA1LkzlWqkVFLW0mrdTeNdmibmDpRq3aXkXWd6NhgPbJfKw1mmyc9VmP4+lZSapJ+PbdbXl0QcXItN9ligSziwJIKjGhrj4l791FJi+dcL9MvTBOKYrkPqlnvq0Z+2lnthG15vtYYrm4s+60EGDyMV8Wmt2fsm/xrKi7S47iyr387lM1bZGTGYK2Nxc23b7oKx7GMsMU6IHe7gaM9uQbn7M6gnoCUYGf98pu2og/XZHnyEiUVNYFmHmou7CN2X45dEvKDLilWV2+TkN5N/CM5tisofU4XQDp9ZUSuJs4XWCaeLiXMlr4Y5jQ30s43wDkfqIOF8rkyFxYXouIrGezuI7NZbtI5GtYpFuLC8k2X8wigjIRGgeVWkSRaqN2/nz7cdkyGMgjTORor+7yUlDLuXujuLNDGhhiMkxYsVYR7B1YHWJLniciAGyz9jqYtRUOH4razBSGu7pwbD7aDPa0kLoTVcT3cb/l9Llg4gvBhNRgOQsdJJyahouSmrKYKUKtEcihk5nkw3E+NMMJiM9jeRNyjI3E7vDYy2800trGZI4Yreza07kNxNPG0bSyzT9uKNrhbSYOkeqwXdxeuZsdc2clkilH3q8YSQhWEjSlxGY0jYOVUAN81p46MVoy69s5A2X5fPNzaklhpCgv6/wAdy1H5F3pEDzNrBi8W459XUGSE48qwNP7idUpMBZTzbqNk8rHjwgCiUBLnSvAAxhx9LX06w3CvU/00zWCMkVrmcnZztA2Qssr2JIcw1qwTI4+OK0uUdY0cCOMNC7SQyedDTY4blrm+zOQxd79I1rHInc7Ettv7liZWUwTM0qFGZ13FqSKFdBtYE2fYc8Te1dhNNNd0s/F+URThqDJj5I5HWI6RpDaT5hZJh8oWMGnKFJhZvONpruUnYZCJ+CKnHQO5Xxsez7a2QUT5FxnjmXxPqDyu5W/XkmA5PYwqRPD7tNBkXvGZRD7qZY5Y/dG+lNxKjd0fQr2zv8+4Le3Fvxfh0NpQWN9Z3neQirD3YRFGWQsCAxnUFO3VSpJZg+2OHUTmIbLgwEg98jZlyhs/IO6ewmm7BLRK1SLcY5s5BqnLgxuR849mTZBllz9gmfExk4IgmpMRMj5obEsXUgsur1pBdejfDLjl8Zsby5sOBwcTsc5eG8mMk8YvFtAtqLizxkxq0t2qC4TGSiJA0jwNTbqUT5PM4uHLDKLHLLZ5FbO2aJABOzbvP2nnqmwKzMj3HnYBEcbt4vhp5Iu2z+Z70C2+gkvDzvbrvGTmgtkTEdpZKUGUaJljxFyZxzH+wu0YUZK6SaFFTjSeYeq3Y1cvgdBGDxM5Eynk/qlgPTfF3Nu3pzljkrK4tw08bC5c2syNTt+83GPxRukcASK62MGzcYmVtglk38FeZy4eSPMWxh2EbJPo1EgI6/RJPcGMqehrK4YUYbalFpIPCyDDG9ujEEEzfnOPV1z8yzce6WcIEyhQ5ODmebTW2uoXDvcx3o7GjR2HcianXwzxzyBysazwsIHhcP0uw5Xecs9NOa8mmQx5TH2vFcNEyuxKWPu86Tp021W6mx1tJJv37T9GpCk7tfIwJDmMf2go+sp8hc3Qovnlja3aB/mgoUE8ijt7A+0M+5gW1nWKDW7K8+7NJCkbEBY+n3M6XpditvlSoIyMSWZM0zbKg/Wqm9gIWLIqdnKewSw6hsS+FxMVgQW4lr3MiZVm5Nyy/wCO8B41l4PNneR8FksLqVjRzDBm5o4ZGHXefdMfDaLu6dlVCkdsDWC6xlrks9m8Hdr3MRJfWF06EmjTrYQSAhq7kImlaU7CpLlgxYSODYvmZSa54lgBsOFFiSDZgbShPuuLTfSDPBRQcLfSkV5z3GzST3E3GMXRTSe7HqiOJdKGkvM6ppICOcADUscjYhXAkPAvQbA4zkfqTb4S6yOWxdy2IzEtvNYMI5O5b424naKSZpFeKCWJJUlMcczSqTAVRJWmj3uYXUthw7I5O3hiuLiJrWsMgHbkD3UMYrXoWSRo2QMAAfpS1YhHJBs672zPHW6Td13FccJwk33FKUPtWOW7sDEUmFhdo49cAkeiTE64C2iKS60YUTZMYZl8jJJZhKKCpLZo6ngDAiG8lQuRAmfBfSzi/JfTW55cYMrlMna2V5JdHH3lqfqm4jE5sor/ABhs5r2S1uBCs7ZCKeO3WOR43EZtpZW5nKszf4u7t4LKe2toHkiDvPDIQ6M6d0wSd1IzKqsyCAoz1TugujBROXM0k9zxRADXcCNEsGzA2T8+64tN9oM7k1BxN9KRHpPUbNJOcLcYpdFNJ7reiI4VwobTMzqkkgI5wANRxyNCFcCQ8O9B8LjeTepdviLvJZXGXUmIy8tvNYERyGS2x1xM0ckxdWigkhSRJe3HM0qkwFUWVpo+jzG6kseG5HIW8cVxcQG1rDIAY3V7qGPzVqCyu0bICAAfpd1Y1SSOnzshvKr7oTfq5F6Lqmxmkxtfo9mxkSW/gZclVxCYOh1yG3sizqj5uqcNphu7iPMYUpiUKL4Ho6Fhif72t5Gskwj1sfxb0rx3o5bep/I5OQ3mUOclx89nbmztIyVjt5AYrqRL1kESTCQu9q5uGPu4itRH71KyFxnRy/F8Zx4tEtcpA8gmkEkjRCJijkxK0QkLSFURBKgCBpWkJIhEdZ71bKr0NcuXadEFgpla+7MqULN7Zkq5o2kF8OaK1mWgO7ISmz3enS/HSMnNVzSGYT2jibVEU/5iNrBdSG84F8BStpM3pRwTHeoHM/TC7OWveT4qK9kwzRXEFvHdrYp3Z45oWsrmRpY7cSXW1Jou+sDwRiJ3R9R9uRZgcMg5Kxginie3F2jRs5VbmdIFdGWRERVd0VjSXaH3E0jc6mSStidjmyxZLkdLmPUtqscbYgrGsTOKQ4RnFRWAWOjGlpuulKR44Y8yqLr2onV1yWnejjObrbyZua7cDI6UxO5miidnD+P8U4bf5LFYW5x/ILnMvh5bm7it72wRHnO2SJmuZrJYcTYwWp96vLi5F4IQRHIYlSSdZFfXWQt2vtstvHHbzQqrNDMxRXVa1RXDXEjysIokiMZ3f5bFUNGJr2feG1nLJNPt+pSWnO9rb3QhFC4ZQ2Q+IwTF0WLuYtGLLIOMCL5NUFeRY1MLqMjFjBtCWzZhSSjggxcbPrh16zxb0/xnp595bj+Pw0jvjb7iWWvY1eeC7aIXPGb2Rove7ULbXYRy4S4gRIpY9rItD1hWVz15luI8rxt+oMuNubGLeI5Ie6GyFo4bsS1khIUqCjszbgT0HTVrJC2vU4N273bcUowrDZVo67aNsqdUSR2AXOLM/v2Pi7omQYwzXq71hDbxdMSsF1mGbpTbKhqBFPMmcz2amLkbELk/OMXwSLk/pNgYuOZPJtncxzM41rO5ZY8bDcyJZqs8McbTFnEc8feunEckiDsrbqIlklms7ZBeb4+2uYofqFsXcztcL5poY4SzSAqdpZSVkZYoyalN7NWTYkGthw7MPTmIcsl/bAq0HCl39rzui72s0ofZL8bpuPBFxrwGoKrNdLtecjvQtKWaSUMkAQV0ilNTA0OEZEySwsMwccJzPjeBYP0z9UON8OiyvvWNzPHYLi4vJ4JBdNHJkUWaGCG2h9zUlZD2HnvGClPpyQ2oRg81kORy8a5AWjGOvIMhIscaEdtKQbQ7vIzyNUdSsca1r0IKkX53dnWWYVKxxlGMiwQwPSU08AlIrJMRTjsrLD4UENFJqSM1oJ1q1+cjLkKSjgQWRxRcigWUxPRpEIZHBCBktcwYJeM+mvG8FyGTIHOWWVvVtkgKC3vbDFWkSySbHlv8rkYp7a0WuyO2jeIe9TyLEs0b7El9IvPey8ENpLFCZHO52hluZNoFdsNrCySTuRudgj7kRCdjAlo4AijeuZtlY90VQonTIqjObNuNanRsc63VIzcdkhRtHSDGuEYJDvTW9GyC/YzdL6VHQ8pPKAJhcV1pHmtMwMHDIxwUtiTNT7k3pFx3g3I+XTZqbIX/ABHi+agx8cVs8Nvc3T3guXgaS5kguo7dYY7ZzK4tJu9IUjRYlk7kcYxPI73MYHF3aLDBk8nHOylw0iKbVoxKQiMpbeJFKKZU2qSS7lNr7QkbKbmrSjrvrc6GNCkF7dygzZ5fsgulyk1eXYZQWVr+9WYy8XUx46ZcrNBzOUzNHrDRFJMRDj1TzLXTzZq54yfMkO6m+RPwn02jizXNsRd5TK+nOLuMfAlvGyWl68+SgmlWKe7ns5Yo1szbTxyzx2Mq3UioI0hSbuR9ee7ykBgx04hiv7oziGZlLQye7GLussKy9xdyzIypJKm0MTvdkKN8k7aPbo4a1r1perHiGENzppQZ6c7qX1tMWZfhBsszXpyttDMPhusVmSm03G4PXOUeKOcR0I09U402yx8xkoHDhhOxJqJ+D+nDy57mOEvMllPTPCyY6PsoyWl9JNk4ZXjgkuZ7SSJPc2gmSaeKylW4aNBFHEkxlhxS3uVtYIbK9EUWXu5Jkt5CpaGX3cxtMwjSTetY5EKJLJH8/wCezIUeusjcx7b5kwnN90yJNeFvYLV/ceF9YJXOLTrkNrRM9W1NDpiIuxpKj9tpaU+nS3TbwbsuEcTSSorp3JqDYjmrmF25fBONS7j3o76cZ7lHHpTkMzBwfk3GsnkrdVit5ru2nx0V33rW4kd7eKWOOW0lKTwwRm6GyIw2gkNxFzrvN5uwXMWEkVvJl8ZNYiNtzJHNDeGFlfYO40UgSVQ0RlkVKmTvPt7Lz8anndpbnQ1qK3nNqomTIx4nPTzJ0oK0Qy+tRmZaD0kB3tGEI0acblZ2broKu1TSWccOuVxmHKaIJuYQYRRJOXM3uVhN/wAT9K4OA3nqZkbbPy8PbJQY22tEvbSO6a5S3guLy5nuTYSxrBG0yJbW8dt3JtxMtzCI/pNq4yWZtchjcA0lrFnsjFczhzFJJFHBDIY0CqJUMkjmpdmkiCbCFRw6sKE6kSc8GFplyRkISJILfrOkZ+JjVX3VIYSo4X/HDzAYk2OJvuCHm9khAITcXgySAZBycoivkbJlhxCYaaLibENlfePUHj+KzvrJ6nMuSy9lkbLGXNxDHbbY7e5hR7FJor2TudySItIlLbs7JGAladTCsUsfz13m8TwdspdQQS3cc2LW7R3BIMsgjhZAqmIMikMsisSvVdhLb1sE9N499SJTmTONNampLRbGgK+AskiB/GX5NcEpswtBrUmkyyTJ4spREms90rSG4bDhubABTJphsXzZkhHgy/nk15jxn049Jb/Eentzf3HIri85tFJFJtNnapaXIyUuOWZRsvGnhSSMr7uTC8yBbk3Nuzm0il1wc9f8ozHH8KbeK3sUieGWRWkZ91kt0UaMPGqtJuHm7hEP8WBP/HaspLe1c9OaX40g3XASG42XnxrC89nQJD2AZj2kZmOIBtrbRbhWL2ygNKSIRUQFEsM7wFFcXc1M3ZFIZFbXSTNzthC0Px3B+NYPj2f5VzKPJZG1wmes8U1pj7i3tZw1ys7m7mlmtb9FjUQNHBCIh7xKXHvMfa2ycfHckueQQ8cXFotvJyFLuQSyRyTRQrae71jARoGlll94DBaoVSNyFcny99qBL+0Gz/L2Zk6vJ0xhG85TjFYr7Zqw1oWdBVlRsE5Ea4rXMDsJ4zO61OQsSOVrnwD11xLJq5UcvnYqCH1u21PWrjfB/Tf1UvuLYeHIXnGMRkEguFkvYWnuu3KomVbiKxSO2LA9op7vO8Lh6s5oF6nAb7KcjsLe/wAqIle7CmMLG6Km8UXcplZ5AG85o8e9CEGw+fVK9QdpdhI55emhx17vdhSdNe468yo/iJ6LrAeSYlssw7mO6ZCcTym0uHKjiWJkX0Iq01Y+N5qNsvBxHTBUjjZJwzHUwvXvUf064dnPXLkuHwNpd47jfG7W7vL2JLmF2ljtZIYkgsK2kaWiStNDEO9777sgkn/pJRLZ4vHn8pgeDXHLM3MlyvcsoYXMbJulupO0DL22kc7AHkO1FEhjERaLud5L161bIzMsbIz1qLsURjlWkeI2VF8uNGU4iQHCx2RJkXSoK7kctmajV1veUV6P3W0nYxlAiZBEcywApAdkbBuXxzuBbx/lXEOLt6dYr1S4Ob2HCX15dWVxZ3csdxPa3lqI5KLdRW9pHcQzQTRyKy2sJibdE3cI367tvlcjacofjOXMckslslxBIidtWj6pIDGZJmUpMjoN0tXUB9qV26oRM0z7BqsE87I0zUyCNX5igBVtcCUIfaCk83g/Ggj6wsiSyCo9nspixueWpZOM1XwSiC3knWCaYVwy5YBS7iEbM+k8c41w43/pQ+YfL5zjWbostjeTJBDBNJmJbNkgjQXSpZi4UzSQiQPegF3a1MzRxdW0ORl5Fl8dA0Vq8KI8FwELsaWSXAeRdylpBHRVBO2IhQDMqVkkmXts9itStbtVjj2e8PNJDdLEUBJI22X9V5ukDXyNT5cBjJEMMCRo8jzYUR7RiXkUy8LlBn4ouQ4iFT6RlhmmhedAu40xvAeF+oHqhyrH4m0yU19a3q+5YmPLWNvkL8Fp2v7i2ubrHe7zG07O9cetutxJFMGWd/dnMsKweYydlwLF5G7aGEvCe7I0TyRwUKrCkixyI1JdxrcKSkZjo8Y7qEXsy2ZzjnRIHbeW82k5TbV1oKzo/sYZWCLkY7iUE6PQnk4C8WOEmsORLWWurHcBA0Y7ZQOlxiogQtzImF7i38gyfCff/VaX054oLmCO4z64+0F8jQzxiS6FvEbtGjjeORQQZ1MSMGDKI1IC6mfF7i7ucDbX+flia4FqZriSEBowFRpJGjVXIZVUHYA53ADzEmuvN1uODZl58xLlkyBsCrwaOC/teN0Xe1mlD7KfbcNx4KutWA1FUZjpdzykd6FpSzRyZggACukUlp4GxgjOeSWFgIFjh7dPj+B4P0v9T+N8NhyousbmeOwT3F5PBILtklyKrNDBBbQ+5qxEhMEk94QpT6ckNWDYrMZLkd1xzkBaL6tu4b91REp20Ig2q8juXkeviyRxLUEkEFdShr3vXPD221aWuL4eWusikJOiWf3iku+A4Yn0hGkdPeHHZHqME1ULYWQ3rlGm3SYmlnoZT3EZaJJtmkJwJYhI+WIjiXADjvKfSnitt6ZX/NcNDmbK6x19jYdl/eY97m8hvobhzNJjLeAXWFJMKSWq3slylzbTLLBJMg7jSmXL3tnya1xl0YpbW5Sd2SOORRAIhCQBdOxjujV5I5BHGjROn0qRkhBHWmso7cM/VDciS5G2T1ncbqZ+zk+tlCk3YBmO6JI9aJ1kTsuMJ3PWT3Glyy6Cx5kF2ymBZNlqppVvdwsTLJIqzngN5wLdr1Iwfpxe8v4Tg8Bg87b42/43ZTyW1hPDeXM6z2guIobaNrOErcGVn95unM4k7jXCWilOzJq2RzkWf5Hj5Lm3nurW8jSNpR2olHaSrMd7FY0Sm1C/QJQygPuTV3jubs5OOiHNFFQJFQ44lnU8q405EmBF1imiBlBxMy0BtCYzXcoFnyQzUpxG/TQC6fSiiufUT4IQfdlcmVFxzBxvsJ6YcG436k+ns15Zy3nGeSTRd+wbKWOQVZfrOSxSuSx9sLS7t1KRzSQRRRuT3bWSVGDMu1gL/LZS8y2O94CXFogMNwLWWAowtFuHBtppO8HRt6I7yKpOyVVZPK83rk7bk63tXl8Kr1fWtSpr7JS8xIm2JkPGA5VS3Gxz73AwBhcy3y2Oy68kt9Ee6kIns5QWlTNRBSXAeKqdygpI0IRIchOLemvNeYc5w9jaZyLllotxd4i39/tXjuxbhmyAkP1Yjs8AWS8igTttNbo9uJe6iyzRW0y3IcdwHGZ8mAWyLCLwmJpGjjlmWKKRdkqqF88cUjkNsZxMVEYdU/PsHuZvFFJ8B1x01dWJJid771R7q7HGTlDlePneXai4sIjAcJtZPJyw/kFyqectG1pJzWywKUAikm130NGXBFXEom63AvTz0p5MbbC8hus/Ycl+yl9lLgwizuoe7bRzXSKqsLZ419yjhlEDNI08lyIzc2ogMk3b5Znc3x7G5PKWiWc0dhdWcaxyGeIstzJbwMrSKku1xcT7AwiZUCEsrk9Pk9eYJsXrOvbNRLPzFjWaZXj0PVVc19WIHRVCI0CWUXbKSxoJa6C62hK8uvsmxnOyZeQ1HvJkd5YJiokCFs+um5YiiVdhPSPiHqRjsDyDgt1e4rG3zZaPIx38i3j2b4i2F/I8U1rZW5uIriykiKolmZIpt60m6DXQvcrkuPi8u80gnxsC27xPCqxl1uHMAUxvNIVZZ1dal9rLRyEBIFpNP5S3qejlkRs7c67AR82kwigq8cyuTIRLHl3OYOd4LOJlrEQR/uTuweTDqCOWCNllvJ0hFlIA3kDkQKCFLCHYV6ncZ9JLHEWt56d5s3eSldkubQteXIjVaNHOl5cYbBqQ4JRoBalo2UOJpBIVixYfJcofIi1ytjtsSjN7xWGPaRQCMwLdXbsWqSJBIBQEFVIBarewulUuRUnQe8tLFuMXjNsC7F7ZbapcBzCaCbjYnAhsCtPdQkBEQTIBob0akNhkZUBRGu5BuyTyBg9h5xFALHBgxJtw71RweayWRx/qXBkIeFZTB4vDy31l55sebCO3W2kfctZre4a0aa6tQWd1Q9lZJIkps5zEy3Vk/wBTNBBnGu3uUaRd8Zdmcy1iHl3ESKgkABX2kGQuK9OXY+z30x5pazA8dOfl6btRm2FeTdqowd7QRXGtoz6xio2aNvmN3Sz1ltNp3kJcRGGbIIciA5DZmxCd1eybe+RfIeUHg0eO536fWvJr+Hmno1kbqO1xdzBK8KNA18i+73Mc8cs0TW006vcY402K5thOh39vS49lZsnl7619ybFcsijaSrkSmZktmfup23CEKE7aSnaCy1KOBRrKO/YHdeCI45czHagWr8jKmxT8Qobe0juRDlhglG6GrRQ+3w0hW1FCa65AHPDN1CZlx1I8beeFlk4S7kCSTQ1Pzijxy34n6Ycw53z57857HW2Ctpb2CCJ7S5MnbuoIbgS3LxW20SSTbYY0tD2Uk7jzTNbdm642IyWXsvT3E5ey93ud7RxOXLRk94uIigUEeXb9KWIrsoqVlrD28eS/s+Q27n2OJHhrTVWnZjaVQy9WrKMeZyAzz0knl56ysQOtl8PhebT2dzDi4i6muZHTW4WLOjJOuNmcuoGhzuZYnH+TYngsHo7acvwGR5PDxluXzW1xZz+7zrbr2bVhPbwrLbwXN37tKokndrMTECDtxJEJpZPby5Qc7xeBy0dtJb31hMYJ49yPuiajoytvMcTzH5oMnbDd36ZqxjRNcd8dv3uxeXJNs0IutKdHe8S0XjxWYcbIUqemDVcirE8lSY2pDTH+5HgcRw0haFj+5E00Rm6bGS8jOImDkPY2ytjMOcekHpxh+Tc34VxybOSZvitu13FcXL2vZlhjuLWCW3e2jgVy6e8F1uxcoJNtPcYvbw8Zns9d8as+V3KWq2cssUckSh9x7xkCSLIWIQAotYu259pm60XpNid8N00tM2Bf8BA64N1twJuPFWnxiJJaiOUZJl52GJGc8QtQtKSUpNDYCIiIGS4cmEmdb7V8yDiKqOVscxWbXN4FwNbgPpb6b39zxvFcvTNz3PIuOZDLi8tL20tbO1WyivZPdGWbH3bSECxdbm576CCWQRm2IjLvlzeezFvLlkxiwocVJZxlJYZJJLg3Yt2DoVmjCIBcgICH7hjPnUsFX0njKJEDXHPZGaFs2ccbjmNyN6YZQyYceO1RMiq7FgyNosUSTEjxtG5Hfi4EqerMZTIJBS6urXHU7kwrmxcMBBfHM1n5eU2eC4Zj40tsTiYZbS0E9zEAFushc3e6e5lFvDGVN0I5JpDFEFjEh7SHasqtIzK8uYuxXKXARpnG41FvbxQIqJVqBY4BtRasS23ztQnVL79wZe3/ACLur02+rX5i/wD8q/TXVPpDyvoDd8X/AP5l45/+9dc77R4//wCHf/8A4je//k+rVnWq1XIrNB3KiGXPrTRHPrDPUVIoYBPt48uoZxAUTpIobxCFTlI03lMwTEvmFgPgAYFCv1bCCY389hvL6wiubG3kKQ3IVJwrArIsbrIqkgkMokVXFCVLKrdaA67LRxTmOVlBaOpSo6qWFCRWhBIJHXqASOnXXmjy0Wk23bBL3xcaKSVvRrevc52N8Q3hfIVHcaRtrNnm9YThcMsBip0DAwKFfLHK1hABhAs7ZBCZ4Ze2+t95d2GcwMtnI0ckvCsRE9PBo5MXaq6MPBgR8I6MAwowB1G7NEm5vy+3kUGA5hT8e0iRSD0Io6jw8QCPmll1RiBdh9iNcIrmeT26lQtjBaRzTphjp5o7mKvpflGQE6dN4zMXKa41lxFWG614lzjRQeYY4IRtLeeTlwwGxv5n7ILI16tyLiPCOcZriHE8jLlfthkPTqC4t3iMEdpa/VuDa8VJI3jllvfeuw6sVmsBa1Qg3W5hHwMzlcpjOUc0yFnFAlljclZF2be8t0bpraJgFqiWqwCZQrUuTMQxKRAKWtrNm6e8S9M83MDSfVz1uo2s71bLAe+S8UhrNNk56rDAj+VlFrE30991teXPBxci1H4WKBLOLAkgqMaGuPiXv3UQmN51wz0y9MIuKYvkHqpnfq4Z+2lnthG15vtYYrm4s+60EGDyMV8Wmt2bsm/xzBBtL/SLKsgzuUzNvkJMZgrcz3dsEMoKxFWMsUU6IJHu4DHWOQBnEUwBPQEoQfXNAPKaoiJCisoZhsqp5MInFBvGzqcpGkM8ZLhjG0g0fSTBtLOmU8bLILMUsKKAJlje+GeWN7ZX+f7+G3tr6e2s5hc2ccjKkoVkEqg0EgRwHQMKEK4DCtCAemu5jp7q5sIrm+gNteOtXiLrIYz/AJJdCUanwqafAdXd13WTBxBVUgfPLPBLOYZlutfj2YBvC+dw7Xv/AIthsMr2t4uNfrh/d9cwv8vwLKcTvXZ4cXeK0Neu2KdSxQfgEiuQPZupr5+9YcbDb5a3yEQAaeMhvwshpX8hH5NWIr9BdePaU00pppTTXgD/AGpr+YB/pFKaav8A8p3+Sy5af8ADTf8Ai6xzTTV/6aaU00pppTTSmmtGkeOmNLrEd8YSY10V7x6/24stF6M9xEQ1JBcjaXyIqYsIyqRG4hmiZ8iPmHnjfhe1sui9r2tetG+s0voDBLXbUEEEgqQQQRQg1qOnUUOssFxNazLPA22Ra/B1+Hx8R7COoYGh15skeU/H3oGhwU8dpNxJR1BbJwUNG01kR9xQow5mzS5o8Za8UOqQ0KFm9trJ0RszAyCVKt52SYvJ6kmkCyesYKZDDItntTs+Ru0yOXVbzIxklZCBF1agLFI9qFgAOrKdzDeaud2uVHZRY+yawwm3H2bkllUdzbuapCmRmMYJ8AhURr5I9sQ2CY3ZoQ33LtpF23KJP08xw4IfiJ4Qgx4mYpTXzCGU1hvwRAOOktkjO6BHc98T6orM1CN2GBXwbFxEQsCDgGUzNljOK1a4t5stcd4ySZns+8sV8zCCvbFTUdCxNUCsSTvL9Auz7vbjGY/DwxJFjsbNLJClWNHlosjV3V8yqF2mqgfNVWqTUdT5IkXresxzVJc3D3MW41UtijGziqoLAOmqs5VyQDsjmJmOpK/io6dmmgvsg5MZoRyjJxtIGuMbz7pmLkl8E+2zbyy2+QwmUtyqX3HxcCyele37xvEnlJKv0kkH0okpuJWhVCuK6s4b6bkMt4okPKIYYsiOq95IFREWoIEYIjjB937JOzrUvIXsb9GtHqzsPP8APclzVOUyE9nYNR9dZghKRQYJvDK7FjcTXQRQ0MiTZUHMuSEkUmK+3AYzECcvA0OtmLj4iYBE8CurdwwXWIyGCljX6tyDwyPRpFaKSAlo5FYSBydxJG0qB+E0Izxy30OXxGaWamRwxn93cIKkXA86FfmAdF3b0csFoCql1bXULlZx6Fr7IGsMk7HbWz9DDrhl6wEzWzMz4jdSPwrG7/TTiI4CcfutkRMwnW63EGhilSJBbfp16LKSRI2KkjIBY6qgqNMo15mbRzfSL9cPtLXipRnZSvmMAbs7jTzHaNz1dqknV+IkfATo+IRIrBN9LZeq0kJ3L3GJdVBY7VUjavkSgA1rzZ5T6e2H85ZTA3p3eVZGeWvBPWdzO5YF07HOqMft429TzEUS6eT0/IISI64/NP07mRNJ5QqXOi2DFVS6iNcYQVmYFzmJy+GvwHsc7PbzXgO4dyS2G2M1QoyDYWUiNoxRiSN3XWtjLSHD3WBu7BVjuONC5+rz5j2feirTdHZll3OqGs4lptVVIXy6/AgcohmtRl6JsNG3B3BCb/LzWxlqCgTGWpo+apxa6tHqemSPw1RDDchFGjBxKTcLCFcU073A+KZFMCqmISgH2psxe3PIm5TdhZctKhSSopvURdmnk2ItIgF8qgmlQdxLa05sVAePT8diOzHXEncbxIWTvG43CrbzWVmYKX2g+XaU8mutXuThG7la2+jWU9sdtu7cxtaTlTYVVJhalFHJgQTUYFoYNRkuEHU/zqlNIVglAEHAmoCKlyhEPMYnmWUDR06aj9vbGHjlrxwuDYWju6eU9WkkMjkjduq0hqfPSvzQqeQSNL+5i5G3KIVWPJtbrB0qQI0QxovmJXyoWAJXd5iWJbzalV0cs9urjyhOYWltPtbD2xcOxdlDKhsPFipAJF5zXHGHnIVObM5x08dfntrk9iiEqrJtRTMgGQn5pSiZEHJ5F8r2tj07m9up83kMuCqHKtE93BTcsskApHKrE/QyAE1aEIWRjG1VChY3jcTb4/BY3AgB7XEPcNZt5lMHvNRLGtWLvG42gpM8g3RpKKSVbUmSHqEQMnobdTWlGb0oCA2fITcIRiSkU4PHEtGJEEbxpWes3IqqUU1eTZNRVBBGOpy0aP4GwzyspDmLmBTeWWPzF96f04yXqV6XZSzxMEE2WiaG4t4ylZIOzVpFhlJ3EzDx3VO0bB1NdelenWa+pMxB7/KxifckknQdzcfLvQeVdhHspWp3VHQUO2w1qJ7Vwu8IBccnSfFLSfqcqtp+nYrBjTBzOVnrSQpoi8yzZyUY1k9NSUpWAUbCCGU4mTVgxS4fYHAcLi4C/idwrklz6aczteTDHWV3msXNvhivPegkNxG6Oku22urV2kjZKBJXkhIZt8THaV+tLpPrCwlt4ZniSeMoXj7ZbY6srKO4ki0dWIJ27h4qwPXWrP8A1PDkzU9yalu+eZsOobwZilHrrlkArBhKXV1nLQhkBYRR7lYUCichZQbhrNHyME2mWNhkb2FCFDP/AKbW1Zc/bH+o1v6jWmJxaXdteLdR2ZN81ms8ZVo5B/TvezsmUThWu2RpPKytDWI6OHxJwWGGGx9zOqJE0aS0iMqIxO4CsRiaqMY6tExCkkfSUcRsgaBJ6NLOvcwqOzuyDrXtcI5dMVtNDcJHWQNrOhnPgZCyeRJ8lG7rY31c6YcZZoopcUZMPJWQASSDctYAQY7mb7d76tSXeJ5HiI8BhIU5RfW93dvG2U7qTWokFu0BkyckaCJpp3CvHIGaZxJvVIli5OO4nFi7fF21leXSx4hJlgH0NKTurSb/AKHcxKpGgIYbVjBWjl2btoF0JY2uyviSY0x7AKMKpbpUnmxdZHa7GWuwjGK6bzBFTAmOJlHhaYAmo0zGAhhFbak7lJspZ4Wx0BPxOlyZgtq8l9Wcvy+zjkzGOw55X7v2JstFDNFfXMZ3CQ3Ci5Nk00yt257pLNLqWMdt5ijSK+9bcftbS9uLqGa592uHR2gZw8StGqKnb3KZY1TYGWJJBCrElYx0psu8UbKsv6/uuM8lyWm2wnqXUGxMyhBo0fCSiLE7iQlhAdRNsoshxRLhNzYjYKgWR4gkkyTkETsBxEccwpBlktR5nprlbfjvLLTOmLH3GSsXWa0jvhce6+9RukkLSyW13aPHtZPI8jvb9wqtyiwF5opljbQ5CV7KG7ayvpFpDKqxtQ/vxWVXiSq7l3yIwUkEFCO4lD3NraqrMca+s11om4SDIunC5g9WRsm2HBrobneN40Wk4ZAIN9DNMWEjETTXksNYUJLeDAKNJRGGJtk5kKItmbtQw7fV7bnzQ8qzHI7E8cbG8miaG8xkkd+bC9uFO8ySCe996sDFLWW0vhdRBXuECC2QXyWXMT0c4lb8ZTiVhnpJcTbNF7g4ieKUSQtukUuQn9HJBUG5UiZWh7sKt3ja9o6YEXjEkuGWSSLuNCr3dDLaCFt2diR3QQeITrG6KngIrJerrSSsQPUi558Ab+Zkgtl4rwaroRSSeqgphw3jZkWcfOsOU2ScdTiV2nG8rx6K6llxUF3Ffg464ZzLNBDN77DItg8u2WL6za6tZXeBp40JyXuvbl9PcZ9Zw53FclmHIII0ihuEgVDdyRhQ7yxSp2YUiCssNwyQuweIduJBKtnrvqZ2ERpBGVURw7Ra1RTDLHbEfxZDmviHqS70CGNczLUYxIW6aoyhrxPaxMEpLDnauGaq2kEwMooSe2zwRMwqd7bITo3Z+TcUyeHuLbNW2B5ByDOXrXV/d5CTLwSXeQSWZowy2WSx8drbJHKe1PIqxzSXEZlWIR3RsbJPTHjdmtrBxnkMsNnaRNDaolsoEjkqZ/PdrNKsVYwUnuCrPvjAgiLXTwwAxNDZZYzFjGJXZKO9iPGWnsvkZngpMZ42mblW4rYBtpiEGasK6qJqo+MtgpcbrjejswUGqk3HBTUgqZwAAUhsGnm6Z7mPWbC5fOXvK7PF8Uk5LyPGPY5B5jmUjuZu4O8iIuUgWxtZYobXZcyDc8rKWkhU3wsuZ+ybFR2UmLtOWXV1jHmia2T3S3h3SwncwMkkRcQI4aRJpuz3BJDG1soSYwWoZ8ErjYnUpsvNjf2/nqc4xZCm3G8+ZXcevq4V1xi19gqQCg5IIYOusMxlFz/md3FVPAF3JgSI4F8oVa5ssTMnywjaBePnOR5hFdcQuODcT+zmD4tlbpJbhLOO/D5G4tipjivpsje3d1BZwlC1o4nt7cvcrJIkb++tYdaT06wFzeW19dZ98lJYlhjxLbrGO9Kuy6dRGluIkKjaLi5DSSL7uojhHvAtoJLaIZoELq0IqCjvYgoIOyRDciUnWkqmm7gfFl809CElNZwFlFsasqSJMbqJSQnl1laaSenHlZOzbx4mWNqaXdoEHTLW9Xnn5Zj+XRW3FXvbHBSYWxicZlYEhMDWsse2TKq9tGbZ3hhupZBE4uY5XSG4F9NY8p/SPjTxZyK25BNNNyK4gkuJOxHG95NbtG53FoVSCFXhjZZikcku2BWRFa6WDdH7rvsTJt5/LzbMu8BNClpHWmxKzQjNuaQ4oDV1XchRwJ7HZTWNjazS27pJktKTXor4OUg11UsrBjkVUcniZzEaOLo42G5pxPCW+H+oMPxeTIY+WOa3mupc2ZJMnC8ckk8qplLOGC3ZoYTbvPE0W1oFmKgX/ufZuOB2s929za8plZFLJaBLOCMOWFJ1Jmhd0iFG2XFwVaTfCOzEBObb9xfWRz5xRALRlVE2dDmvToybU2LtrGKnF7enaMoWV13HFmoiVg2G0+Ixn9yHY5JkG1ILJzby2UVwW2rnsSh02caV3Jfc+oNs3L81yPAjBx4DlW0X2IuVuJ7G9vUiPckYySQXOPRLl5buwu457doWuYIe5HHHfC1jWM9HcFY4KDj68hkvIbF9uLlWF7eWJt6mddzuVMTRxrE814pNwpjLwxsZja7452ds+nsl55FXRtafnmxVDKnJ6kgXXl7qkEQa4nS2zi2ah6M4PhpjwdJcwnW4VUcVNMKNZSdRIynHgMFRTJ2ZoTj4VvluGXWRtka0wFvxEuzNZW31jGl/eRRyCJby4vL2e/t7RZGj7b+9RWzrJG5ihk9/a0lNvwLCxzyXR5JJd3KJ27KRrSMMZGp36IUhhSGqUWa5RnZXh+gUG6S3idI1A2ILy5qc9G7KG4Rp/aruJCRUtMlo5pAcjBvaySeusBuyS2MlGKNbY0FkZ8OiOGz3ZTI4LQ6g1DyAeOljhywrcHdcqPqdxA4jkljfYnji4vksLPO9oc2tzJkrSK4ezmpdZK6W3hhuZd8bCBI7pJo4pEQLdrYxi+9LMTbY5ZbDl10s2OCLZn3CKQTHcnvMZjMcLJA8cTRLPNIZd0sEq2+4Trb+7iknlVUgdTTwVxiZ8sKUNBWzFD7QAfC4YuHaBZhiYXywvw445Wvbw2vavlCaMSIQTSpU/okEfnGtuzup7G7ivrVttzC4ZT0NGBqDQ1B6/CDrzWh7lgsyEndrk7Wps3tMp4artV0xtETYcp7XhSbKdDzxyZmS3EaqEV12TVtUbQuLDT8MFTI/g7MAw74eeL4WDxD935F67ZXlFnnrfJ4PAi45JNbz300a5BJZLy1EyxXi1yLRxzATyViWP3Riam2ruLQq14hbWSWkNpd3aW1i8phQmFlRZ2RpY6mEuyuY16lzIoHlcU1JyLoHF6PHu0cTDP8AmFbjTa05Mp11MxXcTXDRo+EnxQcKxJ3q1shM1EP4DrSy5hzIJlxDuM2RvhgCWGCK3EAEit56qZ+7uOOZJLbGxZrjCWa21ykMhkmGP7YtPeQ8zhxGkSpthECPUu6tJ5xILay92zV7mlllaW/LGWMle354zGxQKq7SwPUncfYpXWtPPl8FXmi62phva7aYgd1heGEgstfLC63qCo5HuVQFlmpa+7y7j1yXEEENHYzhOpBdNQSSGjdgZyMCExFC1jtu7jfWSbG5fOZdePcfkbP2ptriMjJIkcDOkskcJhyUb1kmjSZ5Z2nn3LsWVYiYzwJ+KGTjsfHIb+8jt4pFkD0hd98bFomO+Fh9FUhFTYhrWRZDqRTulzQWdkpR2Pccnyw4RpehkjAjriFQFjIlFYccJnnowRTkgdBjNGlkmoAKrqWDne83UKNkMqjYZXuACSBKxgeoN2np3B6cwWGOjtLfLfWS3ai797N35BvffdtaldkUMexbVV2xKab2keTu3FgZ+QWPIhNKtzj4ZIokATthZKF/3m8lnG8lnbr0UKvl10cH6HsiG1OKTqtLc0zcna/Nr0S11bEum4rxa8FJWTYzYwplmpsUxTFgzkc+bFy8yBrrtGci6TTBDQJQ4XspKlz3V5P6tZjkkeTaHH4zGX+dnE2UuLNboS5B1k7w7/vV3dLFH3/pmgsltbeSUI0kT9i3EXHxfFMdh7W2xts8rYiyBFvA+wrBUU8jhFlYhaqrTSSsqs4Vhvk3Q/IPKjiGSUyRWYszztQiw/I83h7FnIVY8hMVjs5uS4LJaHKyu4247GzFybNVya060oyNkmKLsUUogMpCHU4sSUyaQeTe9gfXnkHH5sVk7fE8fm5Ph8O+Lhv57aeac2TW8lqsTwy3TWO5IXVRMlok7rGIppJLeW5hny3vHLa+uMhNNPddnKSQyXEYdQrPCYmRgwTurUxLuAk2klmADbWWymWobLw2KRtkE9+yulOEjE7YhtxMos6ExQZchtJkKzqXWcI/VBxN9bk1VVUNVeJ0YQQs4yQKtlljZUCP4WvjeED1ByjcKveDXNpjpsbd5I3ySNCyTW07xxRze79qRLZFkSCNdrW7GIA9hoia63nxSPdY6870wlxkUscfmruSU7iJCwZ2IbzA76lqFiaAa0aA9DGRrqr4EWLMs/qMKpToUnmxNYnc62WvQjGa4czCFTAmOLlHhaYAmm0TGIphFbak7VNtJZ4Wx0BPxOlyZgt1uTeq+X5fYo2axuHPKjbiCbLQwzRX9zH5t/vCi5Nm00ykJNdJaJdSxjtvMUaRX1rXj8NjfzXlvPc+7TurtA7B4lZFVU7e5TJGibQyxLIIVYllQGhG/PrVJIfu0kQbVGZclpBcsLMx7sNtx0gYxR6slZDkkZGMvm7lwXoqXpEMnXAK1UbrCEnERsVskA2LYg9sd73wsRzWXEcGzfAI8djprDPXNrPcXEnvfvSPZK4thEY7uO2Cx92c0a2Yv3n7hcLD2t6/sBfXdlemWWKSxWYIE2bW7+zuFw6MxJEUYG1lptBABLFo9170LaEEOePHcrzVOk+rENRitQ9CxucDcRnDsXsFzDtYZzo6KuRpEUYud1iruDGRwszDoPL5gsCQtiUzLWHNXHkvMPVvJ8rtchaW2LxOITL30V3fmxW7UXdxAJRC7xXN3cwwiMzzNttI7dXaQmUPtTbrLhYPeVmuJZZooUKQI5UiBWCBwrqiyPv7cdTKztRR1qWr2q/pWWWNgpZ2PTNi5/aD1lmGkeDh0ZuF9fxWox2m3DasrN5QZRZzwI5HB6RIzgcquohjLKksACGFUXAYEUqCSLleTbeoKx+n9p6c3eFw93g7XLHIM8pyImuJmCK6zmHIRII3jjiiIt0t2CxKyssrSvJtT2LzZ235ClxNHe2lu0UIURFIw3UsA8TFm7lZPpDIu47dvb8moUQ+Vu0m3HWpMXI21W1hVp6WOkJ3Q6WEvq+YMjKBJGVmujFXkaF1ivkvkUNouFTTC9sLFhswFAQYcUY4GXMgTi69fMpd8k5Byy54/wAefL8mtHtrw/70AEcjRvKYAMpSNpJYopGJ30aJVjEcbSI8dk4dC/HY+MLe3i4uKSNwALepaIlotx7FSIySQAQGJq+8qpW4rl1niV27CxttAtIZgSW4qY74j9rK5c7mWJCID8NIhs757JA4WutG0PNKMYpNxs7hELK5/LAO4g+OYfmGL5pyDDcSyXB7CULx/K3VvcToRVu5bCQLsYk7A/cBl2gGTtRBjtWhkV7jrS/urW8ul3T2YlEfsp3u2HJpQnpEu0EkKSxA3GuqoTJyw44mBxzYs2n7ZON0SepIiiZnwwY8VoW9EMJhhe0bhsSRknJ/Qg/XYCpkwoqSLGEswqmW4buFfMVNyEsHmHPOJetuY4rY4ezGIwl/Pg7S9tLWe4S97y2mQ9596tn93voImRzdzFZRELmPdRJwtVPPyuAiy11cXUtxcxNdiDuqhi2u1ssawN54nIKCKMUBCPtBdWJNd5toqJjPzu2OD2t2ZwkB6wgnwKpl7k9Yrtsq2ERNWfR9fIJGOteN/S9EeDkUXGAOYFME8lQ5mXFKipFg0zDk3PqbBc8FHp7Nx7BHj4y65E9cr3Xn3RhkaQZOvZeCKO1ZYxG/ZQOHFyTcEmDlXN47Ove3T3OLhnjhVhBtAnHmJCwrUiQLMC27zqFoIi8baChcr6NGpFWskdNOetkWu69QAHAjwTOyMsQ2Xl5vMZ0kyycvxqulhYUHh59MZSIppHAYsuNJQMiZp5cbIxcxjkNn3ch675/J8qzXI8hisJNZci2NkLB47xrOeeKpiuUPvovLa4jLSFWt7uJQJHULsO3Wv9lrc4UYSS5umhTYI5A0aSxrGVISqRqkiMUXcskbhqAtVgrCeNTdN2PqGVlqzTkWaZMWZrlBxy6+3DMD6LL1xXe6lA8rLQjZZTSQmTFbHKn1VTMGDHmVvp5g9mJjY2MYwLlMQItz/wBSsp6hx4q1vrLF2GPwuOjsrWOzgKEQRhVQS3E0k95cFVVQvfuZFjoxiVGklL71hh0sslfZeSea4yOQeNpWk2AViTtptjiSOFAF6EpGrMAodmVIwlva8711tdE5Es+tt9eRkxyLDPUVZIUU4g7G8Wb5tfbBw8TGKll9FLOtEczXMq6QMJiYLYKSaoEchg8bGCw4V8g8s9rLHbXUVzNFHPFHKrNFIZBHKqsCY3MTxShHA2sY5Y5KE7HVqMLxT8x/9o8RUeIqCD7QfDVXdVNRimp7WfLRQJ1myU0p7vB1v+2csFoPubazvfrpdD3fay2xYthSLcRcnY7HYZOjF1TFSKFcsAwiQRYvbILOdeofqJP6hT2NzcYrFY2bH2kVqhtDfEPBBHFDBHILu+u69qKIIroY3arNK8jUI4mKwoxmVvsvLcT3V3kJllm7vaAaQVqw7MUQXdXqFAAoNoBJJrAPyoWqbh11wib2+27MNJ5z0V2PXD+QOowbhGkwCR8ZhHNFzYGpgSaVRj8qlyy4KUxKdXEYmGVDyDTshyY04j9e72HlWK5fDxvji5PD4aTF2q1zBjS0ktjZkFTlyzyLaNJAru7HbI0hrOscqcq54hFeLlRd3t68mZnglum/o4Z2tyhjpttwqjdHExCKtTEorRpA80rmhTbOzOszo0dgtk4meD/bLba06JsXOmO0VpT/AINggkopRzSA3lyLnKA1ZEMtdGCSruZi5s9fKJ9+zJHCuWAWYcTsfVO9i40eI5PDYPJYSC4aWwW6iuWmxu9pHaK2uI7uKSa2M0hm91vjeW7SdZI5Kvu35eP96/tsu13drlrdGRnVlCTBgikywsjQhwkaoJI0jkVahWUbQtyz7KaSozzkfqDeSjTJPt8VpnGqMTCzQzDYGT8kkVBFT+r2GaUKmZ3L5A3t2dwb9Th1eivN57u8uL05FpZBkmmWYyhmEglDiQSBwQQ4cbtwIIbrqQ2DfVjQtZAJ2CCgoGAp4CjVBHs2sCD4U1UBU5fcHmdRmZpmgK0iMmOo7EjdRZLwbThTTUmoLqip9oEltR6YLjtQXS3lVxYPVuAnTNlBJOEDHXzDuWsFfHDH00+sPLpPVJ/Vq+Fnc8ll95Ekcsbe7SRXds9pPCY4XhdYzbyNGvblSRejh99WMfg4xiLPjdzxSxRoMPdRRo4RvNSOVJ1YM++jd6NZOgA6bNvb8mowOcshuqTa2ua6jtltgoFtz0hITZ1UDeWrwqmrqBJlNeN1dxII3xYMSraU3XHzWDSDZYoDgklCxgURNJEDOJcwB2IfWqe2k469vx3j6RcWmeTHoDldiBrmW8SOT/em+VIbqUzoXcyuyqs8s0ReN8ltiLmzvZ8lb394t/coqu9LYnyxLBuAa2KAmFe2Rt2AEsqq9GEgK+hiQeTNcTKRsfsW0JU1jab2YTFnhB9QB2TF9kSAVb5Nztl7o7ugN0w4tEzYDQR+qYBaZQ+GImBC4GLCimczHLi9WLlMryC8ucJhbnD8muILi8sJPrBbb3i2MhgmgkhyEV5EyGaeqi6aNhM6lNqxhOfjOIWeJwFjgLG4ukjxqusEoZGkRJfnoe5G8bhgEG5kaT6NTvruLRwS5TuuabDjth9MfuypIRfnVW2QbEsZzu7leYonl5UXFxZwdkUupxZrKW2jpMNyHiQ4gyacHXCxoXNbEVDYopnPry/eB5vNybG8kktcH/QMQMY1qLCFLO9stkaPBeQx7DMjdpGVO4qQOqmzW2VQozXvFMfkBlxdyXLfXM0UsxErBkkhNYXiavkkjPVJAO7QBXd1UAXiiSKjEYpakGtyVIkyvBeOBGXFJsp5MbB4LRchhmXQ0fzbGTHjSO28gN4mJlgVIoyCmlchxjBwfAZQOnTZnzDkedjz08YtbCyxeLhUiO1tPeDCpbq777qe6uXkcgFnmnkbaEjQrFHHGnbs7aS1iKTTyXEhNd8gj3eFKfRpGgA9gCqKksaszE6vPeuzankBjKBh1vOMZFit05vOK5ijPJohyHHy4cRz7ZcHmXF/NF/MZWRnY01g4lqiYtIaqmmy4+IvYYnCxMyW2eI8sveI3dyYoLW+xN/bmC7s7oSm3uowyyR7zBNBPG8MqJLFLbzxSqyld5jeVHre2cN/bdiTcsgYMjoQHjYfvlqGRqiqlZFdCCaqSFI76D4OZsCs8VrNQdbWz6yvLLzfj7dpwopPiTpCc5m511SC+FJNT0dJMOJeOXt+ZIESCUnEwgE9NJkk0oTJl8fKOU5Dll+l7fpDBb28KwW1tCGWC0t46iO3gV2kftoKktJJLNLIzzTyyzySSvgssZa2E1xdRgtfXbq88hoGlkRFjDuFCoG2KqgIiKqqqKqoqqNA201YQtuowIRQ5JNlCLEMo/WJII6vE941wcKkrRs50x8tAgcGlGNpQRw0lPeiCnKeeJckAOYFIBgiC5FBDJcfo+nfNrj045VHy6wsbC/yENpdW8aXfvJjRbyFrad1FrdWrl2gkliG9nVVlZ1USrHIjMY6HNYi4w9w8kcF0Yi7RlQ9IZFlQAurqB3ERjRQ3lADBSwaK3joI1ZCkVzu98TzP7nYT4keIZce2vyqZhceHnFIkIo0dp7HcuAl4W9azSE87RSiK58s3nSjEVBQLZ4jAZExximcixHq1e4LF2ljh8PhoMxj7O9tLXIIL0XkFvkGuTcR9b42k9Uu54o2ubWeSJHBRxIiyDUu8Et8DFcXFwbSR0aaMFAk7RNG0ZaiB02tFGSsTor7PMpq1ZX211bRNvIwIRQ5pNlGLUMm+2JII6vE/qzwcCkrxq5018NAicGlGNJPRwklPeqEnKeeJciAOOKQDBEFyKCGS48e9POb3PpxypOXWFlYX+RjtLm3RLv3oxot3C1vOyi1urVi7W7yRDe7qqyM6qJQkibeYx0eZw82GmeSO2naIs0e0PSKRZlUF1cAdxEY0G47QK7SwaLT2i1zU9SdsWW2p2XTH5KEQpcJqBcmU1nFbzYaLfEWz7cNtNPP63nThddQnA51RSCGPGD4I5pQzwMgjlgyxcDsP6mxScFg9PJePYJ8DDlPrA1OU7ks57auJnTJrWOSKKOErEISqIGRklZ5G1fqiY8hsuSG8uGv7CGWOAFYNqLLUkheyAzCQ9ysgkBICsDGNmvuyuX7EjW0lM6FOF3SXKMMZMI9GicryEbYeD/QWjmDhggFkhaYEfsJGDVWSZACNJCmOmjqQB0EMcUcfMPG9suc9XOQZj1Ui9YYLaxx/K47tbnbbi4Nu83hIzx3FxcMVnXySxiQRMhZFRQxrbhePY/DYlsIDJcWDxmNhIVDFCCNoaNUpt3Eqy0cGhD1CkbZMWmbDlhmQO1Ed7yVCqhrS7Ed4wy9YmOMoV0tJSRmM5Y4DKCFZXY0qMtwpZ9nOs4UMhqiOdEEvnYS2eIluvfQ456l5nAZ/K5ye3sskuctpYL63u1mMU6SzRT13Ws9rPEyTQo6GGaOlNpG3prFNxuyn43FxcvKljDJDIjRlVYNAW7Z8yupoGYMGDK1akVoRWtW5ULCVYbfcFY7TbZpjGkCfy2x6pmSUNbRnEnP8vIYsuCl0hxK2tSmoYoJyUsSa4JiauaO2MJ4BcMzgRzNFDM0s/XvKWnKsPzAYDjz5jCYSTF224ZPt+7SW3uZLxpk1VpBatJADTYVldyhmWKWPTv+IWuRGX94urzuZy4hmu2BhDO0BUxqv0NI1DRxtRAp+jUBgpdWmQ1oQzHJMkly/JcvTDLGExa+JWs8lxo9AIZIx2541SyKwF1Rw2BDzIexBdUVZ0LSkYMFFsuF3tZHDDBDKAkCpOLN6qZC34lBxDCYzGY2O0zgy1vcwNfG5hvFeNlZTPfTQsirDDEqtCSEhVmZpWlkk6qYu4GWx2amvJ5bvHW80K7lhCyJPXfuCRL4k1bxB8AFUlTHDF5XjEaUia2yC4doNx5RtqWnOlEg5ovOTmGgISC3nWVbZQ623Q4IjiiMJQk5vABM9MxuTdDiWATwRSwB/E4WzFBEkOT9d8vf47kFpaYHjVlecoa3fJXENrO8k8tv3dk0cN3dXVnaynvSkyWltAys5kiMcgVxxYOE463itLJbm9+qrF3aCASKiJvZW2GSJEuHjBVdsckzptGwqULKbBTtqK3JulGLpkLStMEOyJFjakJjEF6JT8ehXczAlIyyzb2ZjmJSTHEkJ+CcpjsJOzDOpYSYtE8w8syx0LO9ssYLxbnFxxjCZbjMuPx2SwOZktZpobsXPlnsu97tPE9rc2zh4+/LVHMkEgaksTjpqS31m19JY3CTTQXWOkleB49lVM6xrKCHSRWDiKPxWqlaoVJNa+NnldxuzYs16jlrbAbKoDl1RNKhfXqcUhYhghMMesZcTktMXYnHELQlhGEgxqtlUUt3wk6muumDYgIYgpjMQILMOcZT13z+X5TleQ32JwcllnkX6ysHjvHs7ydN5iu/NfG6tbqIu3bks7q3VQSoQK7huBbcQtrXHjGpc3XYhYG3YGNXtlqpeNSsYWWOQqNy3CS1B6klUKStImibHkEjDyraXZ2Zc2wouOFyNXZtmuNjl5rVVd8hk8ZJDd4LgjtxQ+42zIuSaVuoN0ZpejRMIkULJaenFCRMACOYb1SyuFvMgseOxM3FsnEsc+Kminex2QhvdjEy3KXsMttucx3K3nvLM8jzzTPLKz9e+xCZKzit7qe5NzB1SdXVZVNVL9AnaZZNoDRtEYqBQqDYm36SFoowZBTIgUhpPmdqzhCLhXXaydpGsssPCd8nG8y4ZWSR1wRwR44YlWm9JZMHABUbYzTyaoBQEsWTUxPLkE8IpTDeqWYwt9kFhscXJxTKwrDcYmWOdrBo4am2CFLlLyOS1Yl4blbsXbOXeaeVppjIvsQmSs4YLuedry3bdFcAqsyEkbyKJ2iJANjxtGYitAI12R7NOkrlyx9JEOHohEmyemmO65fak+S1KLaHhM3KE1yyx1NmrbVdb/OPOEncyk/FFV46Qcy6e20NvpYBRILp4RbBNxyJ5dHB+r+UwXLLTk8eLxE6Y7G3NhYWkovha2NrdrMk8VuIb+GdzIlzchpLue5kZp3lLmfbKuG4waXFnc2xuLhbq9eBppx2zJIbfZ2gwaMxKq9qLpHHH0jAFAzhtxkTSFHfEmsWcm/PuwEQTm04wxh9xytGB2Hw1aXGHgdxVwUuUGZIEOv+I1E0TXxTagUNJbcSTJAyoGbFMwAcsAQ+ViPUmXHYTJcSv8Rh8jw3JXy3osboXhjtblFCLJaXFve297H9EqROHuZFljjQTCRgWak+FaeGwPvdxHkscsiw3CCLfSWhlDxyRSQursA+1oyqv5lVa01CLP5UETR5HOrsXMif9qkhs6pScalxl3V33Hj/AD7qeA6YebxfF1CyVFDxKt9rpbTWVFMLIjQBayOGGpGDXdrqWWB7Cb333huSZTkeb5VkMPx+TJ53GtYyhbe4t1it5CrSCL3a7hMkskiRSPPeG7n+iSNZBCDG3Mu+G2V7hrjCy3N6ba6mt5Zi8gkLvasGh+erCNUoKR24hjPiysS1e4W+WU23Ah7jt8/tVtTZN3jNgjzNiVvrGCOUKBtVMj4VJY5jLWYUZATjcbIxRvidvc4PiSA7wGLgo5iHs+Li/WOfEwcTt7bj+AMXDtxsA31oQztcNd9yf/elZGF273IClI+4xjKG3CwL2XxkxyuQzEV3cRX2RjRHZVg+jRIRbhYwYCv8QBHvcPJTz7+99Jqne1mtzBUZFjaIthjm7DuiOI4LaiLHEhIGlEH72tOSHfdwOUJxqK8wErl/bPtmG5EaDeBSyY6mG32rdykTwQZewmCaYzH9K4DzbOi1zHNeHpxaDmOTyzPcWsucv8DLbQmOMqI7huQYpry3nk3yCI3F0bWSMlwvfjCRK+wGNxGJxnFv6bJg4IpDvW1huwHDeRWU2ly6sqMaPRAwenVkcn0z0qRNhikB4JW0C8dc7qGesnhNI6utths99ZwqM+XBjDxeS0KKE1CjlJkHCO8iNlABEJEypbLqBCB4mgzF7+J+rT8IyfJj9jrZYLFrS1N0qTXE0Hvywxm7NrJcySXL2/vAfttLK7N1YMY2TUj4l9bWUTzXEu6Bbgm1BRFdIVY9vuBVVTIaBmGxAKhQgodRAlcsOFCOtjZ1lUJHnFfbsZuJoumCJEUXS0yEp6+LUe9b1eHojWW0xEFsJZ1nWGHDwNKSOqHVcuaGAWBlMDLs8ZNc+uvLZudn1At7TFW+VngnhvYVhla1ycd0KXS30Utw7yJOAu6NJY44iiyWqW7jfrWk4jj7rHZHD5CSe4xWQaA9t2ANubYq0BgZQpR4ZFEsctO7uqHd0O3VnYV10QYeWHm9VF7v2YJakUu2019TJKWTGDfLkb7KxW8GS1sk6LmPGUcIDaZ+LlULlCiQgJweZg+ZNGe8HDJgyLCOScxuuQ2Nrhba0tMXxiyaVoLG194MEck5Qzzb7ue6uZJZu2m95riQhUSOPZGiIvXtcYILg3lzLJc320KJZBGHCDcQn0SRptBZmA2DqzE1Yk6g4vy/mHnnuqE5Zfmt7om9hdULy223CPEpBKa2KgwQIrK5xoZZcRtJxpOaNHacRSy3nY+tY54J4RgxYc4IaMme7J6qZUYzi9jj8fi7O44k6NZzxreM8jJde/E3Kz3k0T9y6Z5W7SQ0aRkTZCI40zQWkkHIZeQpPKXnUq0TCPtheyIAqEIJAFiATzO5Pzid/m0U9EzBhIhcsg7dbYM10Qy0JFYoT7RFDXtYWJDa0lDMTNVSJEaL+16ekPmSaMBHKWEmBJLZSAylsBhLY5DmBhs9mT1Shu7zOT5XjfHbuwztzaXE1s65COOGayE4iktprbIwXiM5uJWmL3MhkLAN5VVRyMXxxMPjLPH467u4ZbESLFMpjL7ZHDlWV4njYAqoSqbkCijeNZ7bessMNjW5O1LINEExBCdFl4YuzFE8omMT0fjIAraPJCgpYGgFQUZSShxMRjGAwY1xBMs8cscuF7RDOc25Rn+ZzeoV7dFOWS5Bb4TIqr27hJFlR0UDaAjqpUEEAKAa9ddvEWkOEtIrKxBEEUXbAJrVKFSGr47gSG6dan2HVO2jysI7Qnzry83bs3uPK5TVpCejVhlmvSUWM3kNGab5Tm8lqzXdDkiCKoulWSkHAm003DuzlcasGcDKYgnu9l8xQs/Scr665bI4vkGPtcFxqxueUSW0mRuILWd5JprRpGimjiu7u5s7WXdNIS9pawkM5ePZIA4j2N4paYm4sZbW5u/d8aZfdoi0eyMTbSylliWWRAUXYksjqoUAClQfrEfK/Z0MOrXR0tTZ7aVRx1ZarmjWIWy5Tmvam2EyHnaKzBFuJFUAtrynLSq2hsWGQwwVcj2DsxDw6lljqYh4h5M/68ZTktrnIspgsAbrkUsFxfTRjIRyy3lusyw3i/7xMccqidyYlj9zYncbYkmuq3C4IoIbbH3l3b29qzGFPopEjV3V5Y6PEWdZNgUszmVV+ZIutgUuWfEyowZpjjKWp8JNqXpsJ7Co4Sa5WEWzhaUikwkp4zXYrCFjYwROWNyYngHcsHeC7LhgB91CyDLZZg5cmw9auSWOS4/mlscQ+U4/i5McsjQz/wBMtJLRrAxXgF0DRbVmiBtmtjVjKayneOzf4K3yM2da5km7fIDbG5UFOjWuwxtE2wmMl443eh2sUQFSopr9CBy5mYlkNr0l0T7sPJiPuk0DLanVPfRuEgcFNbNRqhxINIbcOMGEWKqNl15spAALYFC4/o0Ble+QSSHwwtjjyHq/fzW3H4sXicNjpOL3Ymx7wC+YxKLx74W8i3N9cLND7zIzlnBuT0DXBFQcmPxVxY5l8yt5czSzRFJkkEO2U9hbdXqkSGNkhXZ5CEINdu+jDq50i5rI+sg+iymXnDYlzTQxFtgtx2P2NXy7m+AaHsTTEp0SVKkRRY3oMhQtHgViykRxtm1jGeSTYVMBHVc7CDbWBz2QznP/ANqUEmKwMOLuo7iVbee3jkTxcx21leXT3mQa6IaKT/W1XvUuGW3G1dS0jg4rjIcYsNxlAxKrE+4CRSwDLJPHEY7ZY0YbGojUSse6UE6rpzHo0KRprdprAkXt3Ys6VYOymt62VckAQbKU5PVgx/DLsRTjpkpSMM+KZiQAXWgljYSqDg4k89k5DwI/6Ep2sdBqW+jeZm5F6oZrmuYmwlu02FyyNHkL61s4JJ761lSK1QT3dnJJDPT3djbyL7pGysZYD231Hc1h3wnp2+AVJ8jKXs0YRRESTLFewSmTyxzrE0Cr7wGK/SPDt8zPtNvBOX7DTzjibWxLjslqdHJsgTYmMjTFJiq3G5LNycYi+c4dKtIOKWPErPi+0SLw4quiAoiAl5ALpkyoGsTB00aFF89m9VuTYu/xM3FIcdg7Lj7XHudrapJPaI12aXzS++T3kt376gEM5uLiYGAJFHsijRVlVthbOSKb39prtroJ3GlIRyI+sSjsrCI+2asuxUZXLPXuEtqa4I18HhcjbFxzjOGxDjLIic1UZ7z2rR6pupBaKYEW6jfIZxjG0WoR0RUPFsTaqsHyB1xrZnAHziomgyZEMtw+W8wTlMrGzxGKwtnLKZpYLBblYpZiWpIwurq6ddisUihieO3hUt2YUMkhfJisSMZDHE09xctEpVHmKM6qaVXciJu3FQzM+52IBZjRQOU0a4I0xudiv0CRpXiiRYxS3qmMJ8xS40dLUEK7+u1g3CbUm07W2848fgQhFqBAgpzlRVpFCyGua7lc+XIGyeDjHMLjjNteY8WePvsRkHga5gu4ndZfd+72lWSKSG4tyDKSZLWeCcgdvu9p5Y5Nu8tEvI1UvLFLHu2PG20qWpU7SCj+A8sqOlfNt3BSI1JaORyYjTYlhyA/ZVl1x7UNM8xppmR/qjLKye4WqM0lNkISGkAx2xGDGbNRmYgrBrzUSR22RJYnjRk8ZBMnThwwY7F56mZd8jhr3C2mPxePwF0lzZWluk7W0cyzpcvK/vNxcXUzyyxp3XmuZHMaJChSGONExY7Hiwu3v3lluMg6FDLJ2w2wxmMoBGkcYXYzdFjHmZpDWRmY6I8eXsTeKJrakmdrtpk43rA8A5BZS6WF1wUVRyPcqgrbOS193l3HritoIIaMx3GeSC6ahEkNG7uZyMCExFC2Jy0hx3rNPj8znc19nuPyS8htTbXMZGSREgZkkkjh7OSjask0cczyztPPvXasqxFkPAl4in2bi4zZ315DZQurqw7LtvRmeNiXhb+L3MEVdqUoHVgBrdXHpWVXNg5Y2QTtip+aT0laHUiEBkVvFoAFabGabeNKio31BlFXNAziX7uJHX3ErKAYyypLJcUwqDYDgClQiRcrHIvUEL6fW3pveYbD3WDgy31i7yHIia4nOxWE7Q5GJRE8UcURW3S3YJGrK6ytJI/fmsHl5BZckWeZL7HwSR24AiKR9yhZgrxNvbeO59L3Er5dmzyahVC5W7TbUd6kRgibVbVlWtpW6w3hDZfPLWEwZHUiaMsNdHLPMyNrHe7hIobRcamll+pYsNmXURRhxBjgZcyBObz1/wArf8l5Fyy84/x+TLcntDb3p/3mB22ZHfsgZQCJpJYopHJ30aNVQJG0iPHTw2Aceh41De3ceOgmSVaCCpeNi0Zb6GpCFm2gEAlquHIXb52yVEDsdUmzxLcfA7ox9zDMXpMYOuoLo0P11lhgNZQtm4UeKgSm88iaJuxso0NL7ZFCPCF8ZhKeYEhTGRAuuoF7lzXp3E+QWuH4xhcDkfsxkPSGW3tWyxiz+Ss7iUbka6rgoM9A73sbDt7hhpBcyxJdH6FwyaHI4Uus3eSKL5b63olmxtIXjYmOqn3n3RykbSsWYNdBkVzFVWTX9G7WDcgLbQQ3gaTDrrwR03BymkMAcqiGF6xQKysOjljQopsBLEP9e5fAXPIXELq2yvfLjevkPJvj3yNw+IWRMUZWMKyEGRYqnYHYAAuFpuIAG6tOmpji47+LHQx5V1lySoO46qFDN7SFFQB8A+Dx611sNaet3XRORLPrbfXkZMciwz1FWSFFOIOxvFm+bX2wcPExipZfRSzrRHM1zKukDCYmC2CkmqBHIYPGxgsOFfIPLPayx211FczRRzxRyqzRSGQRyqrAmNzE8UoRwNrGOWOShOx1ajC8U/Mf/aPEVHiKgg+0Hw1V3VTUYpqe1ny0UCdZslNKe7wdb/tnLBaD7m2s7366XQ932stsWLYUi3EXJ2Ox2GToxdUxUihXLAMIkEWL2yCznXqH6iT+oU9jc3GKxWNmx9pFaobQ3xDwQRxQwRyC7vruvaiiCK6GN2qzSvI1COJisKMZlb7Ly3E91d5CZZZu72gGkFasOzFEF3V6hQAKDaASSawD8qFqm4ddcIm9vtuzDSec9Fdj1w/kDqMG4RpMAkfGYRzRc2BqYEmlUY/KpcsuClMSnVxGJhlQ8g07IcmNOI/Xu9h5ViuXw8b44uTw+GkxdqtcwY0tJLY2ZBU5cs8i2jSQK7ux2yNIazrHKnKueIRXi5UXd7evJmZ4Jbpv6OGdrcoY6bbcKo3RxMQirUxKK0aQPNS5oU3DszLU6NHYLZOJXjIDYbTXnROi51R2jNLYANsEEpDKOaQG+uRc5QGpIZlro4SVdzMXNnL5RPv1CZsrlgFmHE7H1UvYONniOTw2DyWEt7hpbBLqK5aXGmRpJGitp47uKSa2Mshm91vjeW7SCskb1fdvy4DvX1tlWu7tcrboyNIrKFmDBFrLCUaEOEjCCSJI5FUkKwAULeRMTU9GTyCQlEyycmJRIompyeTBxLlCJAkBgWJlCoAdrBglixcPHDDDG1scccbWt0Wrze5nmu7iS7uWZ7mZy7sxqzMxqSSfEkmpPtOu5FFHBCsEKhYUFFA8AB4AfFq8sCNsyjtgyqHA8ghVwziODhna+OdiYOHZgZZWv4hcr5ZW9i9q/Zj7ifpzkeIemdxyXLxmK7zdyJY1YUYW8a7YiQf8s7nH+aw180+rGahyOcSxtyGjtU2sR4byasPxdAfwjU7V9xa8r0pppTTSmmvAH+1NfzAP9IpTTV/+U7/JZctP+ABpv/F1jmmmr/000pppTTXxMGASgApkwJiEABhkIKJnfhjhhhbjlle9/Fa1q1L++tMZZS5C/kWKzhQu7saBVUVJJ/ANZIYZJ5VhhBaVjQAe0nVUHnPihmbGJNMMEEqFnkH5xMYdoIPfG/C+QIfG2OOF/Fe/h8lflh6yffvzsmVmwvpVFFFjYnK+9yrvaShoTGlQAvwE+PjTXvvGvSezW3W5z7M07CvbU0C/gJ+H4RqMBZakAbja7hM4Wv4gsAcOHsWvYPrcPdr5ku/vX+vd5UNyC4RT7ESNfzha/n1OY/T/AIjH4WaE/hJP+HX5PWg/b48LOVQvjfp4dfHy+Xq8a5o+8167Be2eSZDZ8G5f3dtfz6z/AGF4mDX3KEH4v8eufrSf3C1vSVQ4W8HvsP8AUq/+0/68UCnkd+VHh1X9XVv2E4n7LKH8h+XXL1qP7jx9JD1728HSH/qVd/ai9eCd32jvSR/A/V1T7B8T8Pcovz/LpaVH9a/W9JDvHy37P8nU4VePvSevIO4civAw/gfubaafYPidKe5RU/H8us2lZ/28DjOdPh/9Vf8AFfCrl+9P69KajkV3uPtpGfzbdUPAuJEU9yip+P5dZtK7/ta9rOI3wv8A+aF/fwrIv3q/XpRQchuqfwY/1dUPAeJHqbOOv4/l1z9bL/4cPSE1e3s4A/l6nGr/AO1d697dp5Bc7f4Mf6mrfsBxKtfc0r8Z+XWfW3IHR+sJno/7MH/d1cfvY+vpIJz89R/mRfqap+z7iP8AU0/K3y6Wlt/8bZWcA/Rx4fmgOHu/m6yD72nr6CD9fTdPZ24v1ND6e8S8DZp+Vvl1ytLsgeHz8N08f/ZAX4cfJbs+FXJ97b18StM7Ia/DFF+pqh9PeI/1Rfyt8utKVVg4smczih2ApkS/EQbAAMDMS/jvn2NsMcsr+W9uNeL8p5jmeZ5J8vn+xJkpDV5FiSNmPwt2woJ/CRXUlsMdbY2EW9puWAeALFgPirXXV1Fumt/WL2424U6U8Omqjx1mnx6prhnjbLG9ujp6PBx6Pa9yqg066EBgVbqpHUaXtx8fk8X4KVHjTpqtB7RrHVvxyva/DrcPFa/gt5KbunUeGgCA7qeY+P4vDS+HHre+8PDxcei3+Gqh+vh4aptQ+I6nx6/B4aXx6cr9bhx4eC3Hhw6Pd40B9lNVCpWtPMfHr408NYyx49a3Hovw8Vve8OF+ny9agPQU8f3dCqMKMKj4Ph1m9vD77hx4cPe+Dh5PLxpUGlB0+PVaL8H5/wAmlsb8cr9bpv1bceHkt/fvQsKeHTVNqA7qdT+H4PDS9r/5XDjw4e9t0cOn3aqGX4Pz6rRT1I0vboytfLw8PF4OF+PsceNKjpQfn1QqrdCKg/h1nh769+i178Ojh5PD08em1Ny08Pz6UA8wHX4f3Nc6t6fB11TTop5faNNfcDu3aY95sN2V7269wcsOva3jva2eN8b3t7lbtj9We8L9ZCb3avUxldwH4AwofyjWKXvbD2dvc9la0/MdWBakNNp4pOCklOw3l4MRwMyAFhCwnjDFwsY48beK/Hhevvz0u+556b+rvFU5JxblV21Ttkia1jDwv7Ude7WvwGtD4jXkef8AUjNccyBsr/Hxj2qwkajD4QdutnvrcR4W6roM8f8AGvdPBvb3LWMWvavSm/u5sJQbeTXW721tY6fi+lr+7rhj1ouq9bGOn84f1dL63Eb3xvi6DXV/xuKeDx9zgPa1qN/dzYPeuzk11s9tbWOv4vpf8B0HrRdUNbGOv84f1dZ+LaR63/NBrqeTzeD1uPt944fiqv8Aw5sH3OvJrrtf7LHu/L3afm0/bRdbf9Rj3fzhp/0dcba3EuOdrukzfhx6trJwVr+x1uJnhf3KtX+7lwhLb+TXW32UtE/PWU11U+tFz0pYJ+H6Q/q6W1tKdW/F0mb5eK9k4Lq8PZt3m971av8AdzYfYd3J7kyewi0Sn4x3iT+I6ftouK9LFNv84f1dY+LaU6tuDpMde3hvdOD6vuW7zx/HVD/dzYntgLyi47vt/oiU/J3a/n1X9tFxu62Kbf5w/q6xfW0pfh1HSY4f4/FODvx/zeBm3Doq1v7ubFVHb5PcVHiTaJ+akvT8ddB60XHtsU/B9If1dZ+LaV61uDoMdTx283B9b3L944fiq4/3c2J7gI5Pcdr/AGRK/l7tPzafton2/wCopu/nD+rrFtbS3G/F0D9X/F/e8O1/dv3i9qsX+7mxe87uTXHb9n9FSv4z3T+5p+2ien+orX+cP6usW1tL8L8XQNx/xeCdhwt7f6Re9Wp/dzY7Yd3Jp93spap+f6X5NVPrRLXpYrT+cP6usfFtB6v/ADQL1/L5uw6v4O8cfx1T/hzWPb/+55u7/si0/J3a/n1X9tEtf9RXb/OH9XS+twPC3B0C8f8AG4p+HD3OBjoq1v7uex2gryeavtrarT8X0ug9aJK9bFf+0P6usX1tB61uDoE6vj4p+F7+5ft7cKq393NZbht5NLs9v9FWp/73QetElOtitf5w/q6fFuC63/NAnU8X7349bj7fb8KtH93PZlyRyaXt/wCyrX8vdp+bVf20PT/URu/nOn/R1i2tofTxdGfscE/H8f5+9UH93Na9d3JpPwf0Vfz/AEuh9aH9liP+0/8Ad1x+Lbhw43c+XWt4P0C3V4ez+f4+CqD+7ng2GvJn7n+yin/zf8Oq/toavSxG3+c/93Wb6248LcHPl1vHxT7cPc/P8asb+7mh2AryZ+57f6KKf/N0HrQa9bEU/nP/AHdYvrdbjbg58uH+NxT7fi/P1Vv7ueKo2cmentraj830uqj1oNOtiK/zn/u64/Ftta//ADNfq8P/AHC3Hj/3/CrP+HPHu6clft/B7qK/l7mq/toJH+o+b+c/93Wba3W43tdz8Lf4v6Bbj+39NVH93Ou415M232f0Uf8A1NUPrR0/1Hr/ADn/ALusfFuvwv8ArN77xfoFuHu/n71Z/wAOc7T/AOpju9n9FFP/AJmq/tnFf9R6fzn/ALusfFuy4f8AM1uP/AdH7fVD/d0EJX7S+f8A2Xp/8zVf2zrX/Uen8P8A93WL625W4cHLb2f0H8n56jf3dDGm3kvx/wBG/c+k0/bQPbZf6f8A7unxbs+t0Oa3D/gfyfnqtP8Adzvv8vJPJ/s3U/8AeaftoWnWy6/w/wDFp8W4Tjf9Zcer4r9x6fY/9tVB/dzy7z/6kGz/AGbr/wDM1X9s6U/1I1/h/wCLWPi3i9P6y4ex+g36f9tQf3dE/WvJF/B/Rv8A+pp+2dP6kf0/8WsfFuG4f8y4db/gb8P26rf+HRc7P/uRd/8As3T/AOZqv7Z46/6kafw/8Wl9bx+FuDlD4+P9Cvw/baof7ui6oKckTd7f6Mf/AKmn7Z4q/wCpGn8P/Frj8W8botZyh8LcOP6Hfo6P/wCbVG/u6Lvd05IlP9mP6+q/tni8TZN+n/i1n4t4/H/mUPh/wWXH9tp/w6Lvd/8Acibf9mP6+qftnip/qTV/h/4tY+LeZ6f1lC9j9Cy6fb/O1YP7ui9qf/UkdPZ/Rz+vq79s8P8AUm/T/wAWsfFvNcP+ZAeP/B5f72rR/d0ZDZ/9xxB/9nP6+n7Z4K/6k1P4Y+TWPi3GrW6HIDx/4PLhb/aU/wCHRkAnTkcW7/Zz+vp+2eAnrZN+mPk0vreb8TkA9niTz/3lUb+7pyX7zkcJ/wD0c/r6D1nt/bZN+mPk1x+Leb42/WQDo/cmfHj/AN5VD/d05Tf05HDs/wBnb9fV37Z7en+pP+mPk1n4t5zp/WQvw8X6Hnx/bKt/4dOV615HDT/Z2/X1T9s9t/Unr/DHyafFvO9P6yF/Y/QxP95Qf3dOX6k8jg/B/R2/X1X9s9t/Un/THya4/FvPeH0jLcfJ3QT8vaVZ/wAOrMba/aKAH/Z2/X6ar+2e18Pcnp/DHyaX1vPdF7OMt7P6IJ0e17+h/u6cwFG3kVv+H6Bv19P2z2vts3/THyax8W8/x6HGW6bf+6Ccf2y9Wn+7qzIIUcit9v8As7H/APP1X9s9rTrZv+mPk0+Lef48PSMrw4eHugn5OvVf+HVmy3/3Fbbf9nf9fVP2z2lK+5yV/hj5NYtreof/ABGVta3i7oJfj/p9FWr/AHdWcINeQ2w+D6B/1tVPrPZ/1OSv8MfJp8XBR4f8xFOPk7qL+Xr0/wCHVnaV+0NtX+Yf9bT9s1nX/U5Kfwh8msfFxUr2teziKXvfxXKi2/H171Q/3dWfAqOQ2pb+Yf8AW1X9s1lXrZyU/hD5Ncfi4Klr2/WIne1/H3US3D/S6aof7uvP1FORWpH8w/62q/tmsf6nJX+ENZtrepW6LOIna3l7qL+TrVT/AIdfId1PtDabfh7D/ubv8On7Z7I9TZyV/hD5NPi4KfT+sRK3kv3Ubp9zrdFW/wDDq5HU15DaAfD2H6/i3dNP2zWP9Tl/SGltcFTh/wAwkrex3Yb8vGrV/u6+S7STyCzDfB2XP592n7ZrH+py/pDWPi4qvDjZwkv/AAwv5etwof7uvk9KjkFnu/mZP3a/4NP2zWH9Tl/SGnxcFX/4hI3/AP7Ya3D/AEumqH+7r5NQbeQWRr/IyfLqv7ZrD+py/pDWPi4K3HhZwkeHl7sN0e51umrT/d18oDUXkFlt+HsydPxV0/bNj/6nL+kunxcFbje3pCQ4eXuw/T7nWqo/u6+U7qfaCyp8PZk/crp+2bH/ANTlr/CXWPi4K3Tf0gIcfF+jDdP4+irR/d2crINeQWX/AGMnX8/TVf2zY/8AqctP4S6x8XFY4Xv6QEOPk7uP0+7x6Kf8Ozlmyv2gsd3wdqT92un7ZsdWnuk1P4S6X1xV7WtezgT/AGbd3Htw93p41Yf7u3lxAK5+wJP8lIKfu1/Jqv7ZsdXraTfpLrHxcVi/VvZwp/C/hv3ce3D3OPTVD/d2cuBAGfsPj7Ugp+L210/bNjuoNnNX+EunxcFnjw9IE/hw8PdzH5KD+7s5du2/X9gF+HtS/L/h0/bNjaV9zmr/AAl1j4uKza1/1gTsbW8H5gxfj0+DxcONUH93XzCppn8eKeH0Upr8n59VPrNjf6nMT/CXWba4rXDj5/TrX8VuwMX4+74qtH93dzEIWbPY8H4O3Kfz+z8mn7ZcZWnuk1P4S6xfXFb4cbL6bx/yewMfh48On8FVP93bzPbVc9jt3wdqX93/ABaftlxlf9Ump/CXS+uK5bhwX0y/Hw/mDFuH4r8ao393bzNaUz2OI9v0cop+7XQesuL9tpP+kusX1wW+PV8/pnV8vYGLcP8Ao8PZof7u3mu6gz+O2/D2pf3P8eqj1mxfj7pPX+EunxcVzje3n9Ntby9iYvx9zh0VT/h281qR9fY0D4e3L1/F7NP2y4un+qT1/hLrFtcl7hf9/ku17eC3Ymb8fd6vRWP/AId/N2BrncaG+Dtymv46dNV/bLiv6pP+Vdcfi5L/AFf/AL+S75f5PZGbdHt9Wqf8O7nJSpzmMLfB25hX8dP8Gq/tlxO7/VJ6fGuuV9cl/hbgvJd7+O3ZGbcPd6vTVT/d3c6ABGdxhP8ANzCn5uv5tU/bLif6pPT411i+uS/xtay8l3t479kZtw9zq34/ho393bzncAM7jCvw9ubp+KnX8ug9ZcTTraT1+NdY+Lkv9b/7+SrWt4MuyNX/ANHq2p/w7ud7tv17i9nw9ub9yn+HVf2y4in+q3FfjX5dLa5ODp4rqVbh4PzZm/H/AELcKsH93bz01LZ3Fgjw8kxr/o9Pz6H1lxHstbj8q/LrHxcnDwvfz4ldbwWx7Mzwv7PW6nR+Cn/Dv59sr9eYrf8ABsm/d2/4NV/bLiK091np8a/Lp8XJw2txsuJN738OPZmrcPL77qX49PtVa393dz8LUZzFMfaNkw/Pt66ftlw5P+q3H5V+XW8tSAEtLMhHXCe875g5Y5hkgg7hE75Y3te3bXyvcQbG17eD3tr+PjXt3pX9wri/F8lFmef331vPCwZbdEMdvuHUdypLSCv73yqfBgR01Fs/6t399A1rh4vd1YULk1en4KdB8fU/BqwoYeAWGAQWGIYYeNsMMMLWxxxxxtwtjja3Ra1rV+gMEENtClvbqqQIoVVUUCgdAAB0AA8BryB3aRi7klyaknxJ1zrLq3SmmlNNKaa8Af7U1/MA/wBIpTTV/wDlO/yWXLT/AIAGm/8AF1jmmmr/ANNNKaaU01Cs7LBhMZeRcvnkHkpmwigmWN72v2N+OYuPG3g6+OPCvjX78XLr/jXo09jj3aOXJXSW7EdD2z5nFR/lKCPx69M9K8dFe8lE0wBWCMuB+HwH5Dqj1fiVr6g1RzmRo5g/o5tC4Et2yWxHNG8GyxJrKdcUypI8RupHebJjpzrLbPekUYuhqrCkmFFMEMUZMOCmUs5fDHvBYXq42t6H6R3S2vqlx6KWGxubO7zFnazQ3dpbXkUkFxdQxSr27qKWNGKEgSoqypUmORCSdVayjyET2cnco6NTZJJEwYKxUh43RhQ0NN200owZajXnjrAow4+HVp43WA9+ZIkTQ4mwgyu6XdO0kc0JNiRyk49Q2csSI3DDU2rcyXDEqkJCDcYhUvijYHAE6wuCiHbMAEIAz7t6gQclxTcru8nacIk4faXMlpDBYW/FnvIjdPOlrJ3cVE9/ZtbGNXbvlHl2tAaMzNH5RgZYZrLE2r3GSGeuYxI0sr3vbYxFHlHblYQyLIpKeUFV3B+tADaxwc1mH0c5ssCkwJt060zUJyhJE/OUjDJNnILLbFmglPVQkgqNLTxjg86WqkIqriLmQSi5x1GyePnEijm0gYqomPM8Z6E8gyWP4/kJcvxy2Xk8BfHI1607zS99rdLVltILntTPIu0vMY7WKQmCe5iukkgSfT5pUyt3hbW2u7jI2R+kVFQLt7InLrJLJGjqENQFYvIKPEkkZVzYtT3AaifsWwNcAo3lFRW5ViN9zDG7/JAR+HHbwSo3s2LOtsFBVGQCL3R3aSzeiXbDBUQyCcNY3a+By9gxuzhsPp9k5+K5nlIvLBfqDI2lne2rG495ha97vYlJW2a2eJuxNXs3Mso7Z3RLuj34YeR4+5bEvabpbDMrcGCYUC1tgDKGRiJgQGTqYwp3DazEOFr2q81mCmzrxlsc8Yt2Ra7fJz+e1tcLI9WSa9H6zpER5UDiBcEdgsYO59x2kNpMdmeVsDt3Fn5xwxxAT8Dh8cqSHmVv6D8oyHOrLgeKyGDub7I4RsrbT+9Nb29xa+6m7Xsi7ht7l5mi8Yjbq0Y3SzCO3jmlj15uWWNnYZe+yEVxAcJcRQXURVXlR5mVVoImkR18wO9HdD0UHuSRRvsQPMcbxx+vyJCOrW25qYme1WtJKJFYrOiVGc0hxE7jTlLJcrN9Vcs0IjGZbeBu1TNjKW+FhpOsA1mGRySPOWWRPDRn9Hrqz49By+6z/HE4k9zJa3F337t4rS9jERNpIkVjJcXMjd5dsuOgvbQqGm9593HdN68lRsrbYRbO9+sshGZLNNiKbqJW2u4LSKluENNy3jWz+ZVCGSqD88gc0/VSO4H1/nlXceN0/Z1nFn1DbIXHvCcSupxoOKciKi/mccM/yxEMQoB1nF3CWwUADzoLiCmcuwJWODXxwy2sf6BeoWR5vmeCxW5N5gbnsXs8cF9dwxOS4iomPs7y7dZ+2xjZLVgF80vaUMVtt+V46bjlvySQdq2uVqqPJAjVBAZd0sscRZKjeBIaezd0J1FO5vesDjYOuj9YjTnqUANmJCcMRspJjKMfTWzflBrkXIKrsd6PlJXRIhIqmCo2RigAye5FMgbLCWWgTAjbCNLRfqTfdw5/Z57NYDJT4eynwljHeytc3Yt+7aSGKk8EEiC7KKkodxJbxOjD3Z1W9eK2k14ua4iTFLmFWdrXuiOQpGZFikYsEVpErGxdlCqI3epZXH0dZF3tycxNKZI7bOP/AFK3EjtkKi7BbTdMoPpkxI3WLGzv2CWW43ma23Jc1Nl3c7TCIuO9NJL51lpLrSEU6ZyLGDeJgubCA4uL9HJc5I9pheRcbvMx28hLb2kM14893Fjo5ZZ5I6WIhgDxwyvbpfTWc06IJEj2PGz7WR5G+LtpLu4sbwWsAg70h7ISLvyRxqGJmrJtaVN/u6zBSdtdysqx+4t6pVbu802a8unXGXQ4QivXhryiFIMcAMCRnGqhOhRewA77FYrZfB2WjSKYUGSMgIKO30BZcQqniObPkSxEQsPhktvS3AZD0YtudpnsbFye9zwsvdrnvwRwGMQ/QG5kgSzDsJ0ubie5uIbWKDakc7TCWM7s2SyNtyywxUVqXx81rNOJAVbvbADQRhjKQhRolRFEksrkKjp2213Ou22EaNLULUE9HIe1ey6/OMaiOOGGXI65HLn21kxtIoRNYdzokl4vJ+MSJCZhlpy8VuqKSm5CBG+Y5QkWFMnzZMqY3Oden2eu/VDkFlnBx/BQYy97d7NbJcxYi1kcFYYraGG3uLsicxv2ooraSTyySyKkMcsiaGJzFseLx5q0F3cWhRSqsUa4ILhKsWdVNCw3OWCgEDdVkVvq5+a7rizIVV5kcDM2GwHZs6out8pRQjQyvO6V4jlxYcjcb3o+/U1mmHCzQSRf0sIGyyinLainr4JkEBDGVT5gsTG1cf6Ecxy/LLDi+OusK8WVxFxk7G9e9SGzvbO3jkkdrdp1jm7gMTpJbywRT25R5LqKCCOWVLrjlNjbWWTubqOeK7xE0EV1AUrIjXLIIWVlJimidXV1nhkkgNRGJDMVjNjYV2vbsxSZJMPnoumCHpCjdvsp75t2XENpJw7sjiRDLqJMx/tkZkvV9FyqSsnWUogiJy1mkONOHL5BHk0qLa+FolyX0/vuN8btOVrf43I4W6uJbdpLOSVxb3UKxPLbSiaCAu6rMjCW3E1rIGrFcSLQndhzMUmQTHTxTQTTxmSAyKB34wWDOoVmKBSOqzCOTrQoCCBE7q5jMQtR8paKZj2aVOKT87pusR7ZpIbzLGg5AndUXRWgCwlLA8/0+YlAuWfnYt404EpoKTVKLg9ygyngIWPd17+I9GuSZjHGWG7xkfI2xb5KLGPJP79NYxxd9rhNtu1mhNuGuEt5ryK7kgTuJAyyQ93Fkc/b4ye6juYbn3axeNLmYIO3A8xRY1ariR6tJGrNDHIiO2x2VkkCfGVOY9EsT3e7oVY3mtxQJFL3vG8xbQtFCYapDMUvUmulG25UlyphyRU2b19PY62pFSq4rtpmryIlGRBgRzuIxBSwJU436OZ7kxscfb32Lt+WZa1a5x+Mme5W9vYBG0iPERatZRGdEdreK7vLeeZQrpEUmt2mw5fkltiDcmSGeSCzMa3Ei7BHC0uwqDudZJCqyIz9iOYJUqxDpKqcHnzGY9b04yLrozoH2omOVI3jptSibTo7idOS2s6Gk4jy6VzPM6RpbeEXR6rAJQCAMNiaFUyycs53yJohlUUS5wkWpYekGVl4TB6hZjLcfxXFpb57RnubxpJYJlEe1JrWyhu7pWkMigRpBJNCv011Hb27RzPlus/DBl7XBQ293Pk75SbdUjCrNt3dzZJK0carGF80kjpESyIjvKdmu3VuYJGozD15eMXRvLs8rOzsYrkzxXGUZgRehSOpRi1URrrjrcoqXNkoxChGTLeweySXFSCCkdXjIxy+ZMkZLFjhgvRfRzP23Ic9x/kV7jcQvHb2GzvLm6N1JbJcztIsEYaxtbxwJRDK4leNIEVNssscjxo9LXkEN7goM/ZQTTw3EbOsadvubFoHb6SSJW2FkBVGZyXBVWUFhBLi5hsomNmtMWGx9YJcWYU2U13eE/nV0AzEGMhFSxEhGpgRKPsdZlJLVkwrEybIxc45gCdj60onDABVBKKlwDWOcixnpBhV4tzS+zeexsPIuNZm1x6oReG3PcFz9Is0dmyt729s8dqzlYo1jkku2tleJtaLcivJY8NdWdnM0OTt55WSsQePt9misWkAqqzBpAlR5kCNIwkRdzj3mgsqW2s93tGGp+872bLEXpHZqkcToDIpaooSBHEho8cmGAltB0PpAfGLhcCkugHQBTiYTS0ggEe8+m0gykqxYjqZr0LyvG73HY3P8g4naX2ThgniByJdBbT273HvLzQwSQdqJUaMhZWknlMYso7pJ4JJc8fKLaaW8ht7W+eSxYrIOztbfvCIixuyyF3BD0KARx1acxUYDqZd3ti51an7rLz7Zu3sEHtfk9wxlMzUjxHaSvs/G6g5IsRH0ku6Ol6GHtLUaoxr0PehRSTXMM4MEdEHCyGUxyQZcW+NMJ6U5qz5vxCPD3fHMtZ5+ZbiwnuWmTF3It7xreWG5ivoLO6cd+BopLb3fu3CsEtlmaRQdyzzrSzZKzls7lMhYQr3Ifo3mK3Ft3UeMwySRg9twysZPo2UtII1QnW4H984vid5QDrUkR5tZNslypBx5/xwZQ4zFWhXgnshLaYYye7JUdaqzI1AfauG4wBFBQMKoLfTTWXWWFFMudT7HNT9lXIOQx8l5bcXXHsVi8JmYrW+RroILd7ppCrQ2kST3Jtk2MIlSJ5pVDLaxXBgnEXGw3IcVFgcJLaS3N5BlbWd7WTZ55Rb0DCSpXtyMWA8+wDpJIY4njd4NlrmcvrMhp04IE1jl93t+eNk3tBcoJKmdhFtyWw3jFOMkFHZDBNvvWX0BoG5BPuGNFLERWxWs2wXS04xcBSFNmSWNSvjfoVjnyvIcfy3PYy1fFYCPI2jqt9LbXUNytsYr0vDZvOltEl1ETEYRdPLIgNv2kmIzZDkV7FiTd2tlN71HfJbTxlog8DdwgL1k7bvKEIQoXjVCzOyNsr3/M6mJ4N0xqFEGGu8izFHU97Etpsyu1EU3AwyHIbZIR9JjyHgpWSpNmFjE1U+vq7TJHzwB62DTUEZPNkzagJcxgRNc30I4tjMzk+RZebM2eOymFwVxcWcjfWCyQy922iXIJJa2czxpbiVwhQ++LO8UkUFEaSPNy7Iz43jJvVhk2yXFvFJQQuqrLIA0TrJIA5mFYuism0uXdPLu2FCnCBtAgAIRZOo+ysY6/pUmx2iKsllU1r568xm/tpHqlebG42PTybrPRQaCW+pBLF1EKOkBcaDaOHBCwWQFwDIYOBuOcv9a7iPkWT5Lg8jzS4srpobYmVcjeQYmBy8kot7EQRym3t3MTZO4t7y6SMOQweNn0zJiOF2VxNaWFxBiImjkuHG3swNcSogA3zVcdyVd4tEljQuf3wcDvlZ9xTLW42zkJCOrbMg7G9qsy0J4spQVnrFuvmbbdTnkTur4hc6nmGo+BJWMDFjBFSeCCYwT8iZUsUJn8zhI1gXjWTxWe496JWPN0g44+Gbkm6O4EcF3kUmiS2/o18jiaA2RAEkdlcxl9zPJLD2ZozJ3rbL20HqXhsHK1zDf3FpP2wARDMgYGSRHHUXEIkCiZChjqAj96M7KlaebywLpbytuXd6115NwcsgwA3A2GyBpDhiM1R1ANkgmZOo8Sd2w0pQvEyYVbwK0WEGxUnISGM3GxCJhmR8sQb+z+rHpfy/1M+8VzG3wFvIbW0yz+8Ti2vbpIO4D2Q8WOtL26Yy9tgvbt3CkEyFFBYQ/iOSx+E4DZXkzKIDF5AZIozK5kPc2G4kiSqltxBcUX5o+aDcRq8zzXqWIkiCQoVQZLm9yTyvPdoMOE4ywjseUjC/GHvZaBPra9JjYhlLRIztmHc+4PTL0dN2NErpSioecU7vXlWa9BeZYLkOR49yeaxxVjjoYZp766Nytosdx5rQqkdtJevJc0Pbtvc/eU2S9+CIQT9uR2XLcZd42TMY0PcG3kRXijEburswFDV+yVWtWk7hhIIo7b0DxJyZQiAED7FAJ6A+moXB3v25wCbMnrSi5JIQQfWefsEkv1xqzoe6gvvAja1w1E6Osqwpo3iIJkcM3y7bOVfeWkllz/GZZprS5L8MxREtrGsVtL9CfPbxJFAsUR/6uMQQhFooiSm0crizwnPcgVUljuVyY7iyO0jg9iKhMhZw+4ebcrsKGm40rr1/r5z1NdTXBS4YTXiEnWEy7orACBChcb9XtQ7dcLO1vBa9umvtD7jnN8hx71ej44sjfVWVgdHSpp3EG5Gp4VpuFfi15n6p4uG94414QPeLdgQfwHoRq8Fftfr5f0pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNeAP9qa/mAf6RSmmr/8AKd/ksuWn/AA03/i6xzTTV/6aaU00ppqK5hbZhxs42GTwuIbIZ4HwQ7W45CWB43Ewxt/lZB8a+Xvvc+nN96iekF3bYlDJlrF1uY1AqW7fV1H4StQNTz06zUWG5HG9waW8wKE+wV8Cfx6oTljfG98crXxyxve2Vr24Xte1+F7XtfwXtevwjdHicxyArIpIIPQgjxBHsI19XghhUdQdVL3gjeY5m1ZmyF4NSI1U3tMkbvmKcjcrPx0R+1m2kP8AZ681zzrsoNGMpUV1pSQhFIMYFLsRJhHbWytmdL8LdeZ+m2VwGA5/iOR8olvo8NjL+C7YWlvDcSyPbzRzJFtmurRUWTYVMvccx1BEUnhq24kuo7aQ2SRyXZRlUO5jUFlK7iyxyny1rt2eam3ctdwgNgtDmDJDLhKMzkQ6YsUvHZWNmmrTIj7JynLb0RGYg2QESQlRgRu6NJY5RvTF0soieKELHHKCSJGjgYpmx0EHIsPPc1k/Rq95FluUjIcmu3v3upxYvjbW0hkmk7r2yT3UOcuHEMM7RvIY7UvIkZVO0zh0hdhjuT47AwYO1jsoXhWGNZ1neRkVXTussT2gV2eIOqhpBtdlYlgpVq7PPTveF0NTmooADV1VAN73msC0Zmh9g5a7JmJQsINXX0yafBcLVTK91EFuNXBewAIZmwhTpm6bcUMIOyiJ28Rz30ysYvTxbi65AzcRYPeUx1nWd1yUmUCW/wDvfbtMkhtd77CI1FzsLE24kUT5y15Bf5eKK1eCWPbbK0zrtPua2ZaQi2PztomKfSUP0KuB9MJiW9a9rkt46RT4y23r84ZY10huYYbkaKnXNUiNGPlIjKqfF4WDhZcwouurzcR44gH4oL3uVPMoiGaBUBLdqDmXxyH5cPNvT64uec4S/mzMPGeVZSwvra5israa4gaxN2e1NaSZKBGWVbx/pEvWKNEvkcSHZFMDxzO4jjeAspTbT5bDxXUbhnaNJRcmLzh0ifayiBPJ2mDb38wKjdWNX5fe+RfVORYOBdOpUgPCQ95MNorHBVeYIabDda6bs4l7JDErqODOnhWcDhequgAksSHcSJZsAG8sbqC9kXxFMzK09WfST9o/HOW+68issXgeIzYkrts72WaSXFvjE8vfsFiS3SZ5DMHma7ZF/o9kHOzfyWGz9y3Irq3kte/m7q1liTzItt7vNHK7mTtyGYzLDGoiMadpmdhPIoSMWtxg/ckHdCatlcGHrQM03rqwyoUZzevsNKADhFeLAVpAehA25s/iqmE5IbbgcsijJ4pkoIfMp5EhgcxKmhTGREv5zd5703u/Ry39Nze5xMoeStkJpvq61aJIJI7e3ZIh9bK0sqRW4lCv2VeSQxF0VBM/UkTOvy3FZ4R23uWLs549nefdNJK3dBY+70iXfRCV7h21koSRFquUI6L7xwVFGi680jusWexOnEbvLW9ytJSkiUzsKThr4/VCNllePhSCBCZB7xZKBNVjNPGI29FXImBCB5XFuNgJbAL0Xlvq16Xcq5byqC5izw4Jyq8gyPdW3tFvrDI2qXSQDsNevDd2jC6kEm26tJiCACu0mTgRYXk/1HbwFrNM/YKsULlneJ4GaAz9BHGYpWSEIhZJ0QgMFYsdliNi4O3ZltW06dyWga2Kq9CWwWWwkhIy1NUis9CQ74x++42TYojdRTNZ3kpPhPTUl/CHTDnWgkQyoqJMS4aSQLHAiyZCuC8p9L+My8jtbubOJjcnhHxtu6WNtLJJ3Jre4a8uUbKQrA2+3CJawmdVjcbriRomeftcjjz+RwPuOPithfvc287bp2CoYGr20Pu7GQSBm3OwjKfOVGqFSt+4vL22t2Ek6YHQVS9YpVLGZf1wlXWd+zdJ0mIz01+bkNr0TOZ9wzHrLSYJkhqxkWlpcZiuOsPJCUsVdXAPlyiqnngChPuUu9K/V7g/CcLiLS5mz1hcw2GUtcpDY21s0GTe+ju4ra8uZWv7eS4NjHNCsNlPC0MTRvNbzQySy9zByPEZHLzzxRJaSYyRrV4lmd91u0BiaZYyIXK+8vGzPKjqwV+0ySIijVrl+BNqCu2bh2aZiLAigFIOpLHh93NR1yhICWYb0hx8vyk9CiO21dGhhWBcDKc6xIAScI4jRZOPpJYDM7ZCUM74ka83+0fBL70uuvTTJS5eNF5Mb+3uIrW3cPbyRWlu7SxPeoUmijt2lW3WR45XdYve4lUytvxQ5STMYDPXMcHveNtbpJ07jeZ5W7sSxuIgCgkojOYwe3V9m+iCsMT8v7bGH4j0BcjbOQAa2X0mjR5wGvMtSkeQBYLmaHH/AJNQNwjhSUFB4L/jh9gDsdLUyAuDTWShcYIYkNiZBGsaw9M5F6w+nvIOYcvjnjzKcE5ZeQX3eS3thf2d7arKIAbZr5re5t/p5Y5FF1byOCkitGUMbxe84tl77jNvZSNbLnLRFjjLNI8JjLxGbqqRuskiRKqsyyqhX5j7iw/XM/L+2adMOTHiwSsAGZz2k2sgPZSYk10StJbajGO03X9WhhSbEeR+602EXw5JDFNEIWLEjCyfQGzcYyqmT3cgwwgEy3J4N6ocG41yXjNvdyZgcF4jgsxj7UxWlrLdXsmYF+Jbi4je/hSzCPfs6wx3F5RYEh7lXecdDkWEy2eGeyh93TOZyLFxBd7iO2TGCAKd/ac3DSGAk/Q29O74ntASWlYMIbPgcwSQtl3w1oISIgeuusbQqVLtSZJAdEipyrHzifz3usmm2r6/s1tm09YXJFHI2wwXAxC5VPDNXsLmazKloflORcBf0TX08x8+Xl5GufmyG6Wyt4bYrLDDbiMSJkZpdyJbrKSYNrM5ioFQSvv3dvnb3lGNykiW0eMsrOaFgsrPIxlcyb6NDGAASEChm6AvuFdg6mB9ett9dHhJcWspYg5b1lfk4vuZGpJS05XuRnqJUyW3yvytJsegRP6uV+N5KsaeriUCqEtmHaheaCyl3s0mquROxE5scl5l6f8ANcXjc3yGLKJz3G4qGxeCOKD6vvjawJa2ty1yLqO5tGWCONriFbW4E7RCOKe2EpkhtjxWQss7f3uO7Ax+SuFmdmZzLC/UyqqFWSRWapjq8faLncJQgDQcp6BbGp7H251La67Danqjt2+JVdxiVHE6nmkT9CSVsAeVVuYmgiRalRorx9LVsVlVO5NtVOu1tCJuKja5wqo4ksATcjtPVXhdzecQ5zmockOf8Nsra2itooYWx9/7htFjNJctdpc2bAKnvUS2t2sxi+ieDukxa1xg8jFns9k8W0KwcjbfcMzN3YXeA284jQxtHIrKS0VWiaNnIYyBVYyYV1w2uZe3sxTXHrF1yMxUqapMHXaJUJen+UUt4GDkWrL9crdVXyVC1pdKagJa8fkEUmZ7mpLJggXIYmLWOCGbgF4/kuW8F5J6SxcLzt5mo+UXPJnyl3LHj7SSGNZ47eGWOD/ekJmdUtxIu+O3V2kMf0YTuPs22LvcTyTDXOJht143hrKWFYjNJ3J2d+6u5mhk7Kq57dQZyVrIamkQq5hy6tllXTrTjWCV4P0snQhAEfudlvYgs7BzVGqwTdiEpRoowzNEC7AtDVdSlSLXam5NtZDWU4mnlAxy50EDM8dC69sfSLz1j4OPVDknqFxvK8owtzlrqKW2ePH2V0gikSdb6yv8dNlUtLyGTfAYXkkk2NGXEMTAHWpZ4jLrg4MfmILG+njWkitNJErlSO3IkscAeJ1XcnkVG89RKCOtmS+n21DGd+gcgN2SI/nCQNYNe5VgqXXxOLqfiEuPdRk4jC9zEmkB0RpvxSeq0AdiwfAyUVTiWYO99wNCqOQ+IuAsGf1G4BkRziymx95icDyXL2F7aW1jHbyJAtj76BbN3JYFgQi6DK8McipsMawbCrLktsJk7PF4q2EkNxk7COdTNK0g81wYDI4UbjJ/E7QruDRt28EENGLN093vSdS9kYfDXYRi2UpO2Zc06tFTi/YKZBkpcZsn7AZy9KMTOKT02AoxkiKBVFmmTbZAcjdJKSjnY5mcCCI54Yh36+S9QvSl/ULiPIViyuS41guPrjbqG6x9krvLb2BtLS8it2yN1bz9uYpdG1nkSM9sQu8qsWFFx/Ip5uSXsvYt7/LTQzWpjmkYWzIYu6rOIYmYSRxtHvCgp3S6qGjXdoDd5e+0TOhrmUxJH0O6SRW3t2W8VvGrKjSXpFbDAiRcXYYZMLO1DPpCRqQkljSQnhJam4Q1ciUAHXlITEEZOTu9DHC3XvfVnhGTyfA8nnMtynJX/E7pmubm6s7eW5vI0yEuQhcNJmHIchorUxSSstvEu9Jpu2sT7mFtsth83f5dLSwWK8jFIY5njRZPdRbMKra0AJ3Sl1QFmJBRSxcWFTtcNyS+yul0xGmhrTk1dddb5OiJ8J4U/SjdwKLrlglGHnU20wb6tBpqk3WwcicrgXFODpxlRDURM8gClyuIRqKT8z9NpuN86xKXOcF5yjN2N5bVx9r24YrE3e0TP9al+5MLx9yqjLEYlAeXukxcPC8ez2IxnHcaWtpTiILpJ5O4ymc3IhACR9ghBGYFbdvq+6mxNtXgtk6Mbto7JjwwtI+rYMjRbzFZU3TRkNOm+V1NjOFsTOVnC601FF0j62IrhRF9jnJdBsVsGkHS64GQyuIMl5DWsHKr71U9L2y7LZSZ84S64PBgZpGsbNLiOS1Nj250hGSlidLhbNgw7yNbmQUE+zzdC6s+QZCLMm/htGkvMpb3kCiaQIvb31RnECudpKkMVo5BGxQa6tluzB+2kuOzUZbhBv68uUPXiZ0ycXWoyrLUjRMI5logwJAjw20m432jBM5YpaYpkn8IdCUjKmMKSELYgXKGbZXHtAPSXlXp7xaTkR5XLmobfL4afHQR2trbXfaWaWCYTyyy39gWeNoFUxLCFlDFu7FQKc3Ksfnsrxn6jxzWxvXuraZ5pGdAPd5d+1YlilB7gLKGMg7XRqSHVRdvOXrtrsLIsuOnFJ1ck/v0o62Shrg95nlWUk5168IsOrcTOaQoZjhoJ0BP5rx2RlZws1YGVnoiHAFhZLnixZVTTgJUniRnfpN6u8H9P8Pg7KW4z9pNZ2mXtspFZWlr2cucgl5FaXl05yEDzPYRzwrDZzxyQxtG8sE8Lyy9zU5ZgsnyD6xtoFthj72Gy7SySSM1pLbGJpjEeyxpdujl3VkYLJ2yrqiAWk9Rm3ttxZi2VxY+ulm+9dRo/hhtNv4wMkeeBZGYqq9nvbBeMfFcuSSWSoumRzqb5zL3PHwSCaCf83CCnM04l51kM36d3no7H6aJe5tcg3KGyD3H1balI7aRILdhGhywMs4it0lEbmKMySND3gsYmk6+zNycpwvI2jt40xdlcxyRCZ270krCSNd3u47aI427wrsVJYx1AQ1rgzRbeOBYs0UX2ke1hF2G02jt765udnKUkSobhWctfZBPxwrLR0OQy8KJ73iuTiCpGhAYhazVciYGIHn23bYCWwC9N5l6u+l3L+Xcuiuos8vBuWXdtkBKtvaC9x+Qs47lIR2GvXhvLVhdSCSl1azEEBSu0l4xiuP8msOPY+x32Yy2KMqQktI0UsVw0JmqQiNFIEiVULJOoK7ipL+SyUva47cOOWNY9t2UbgJS2AiEhMDRfMNu53Ptuw4bjKbS7KFUGox5mQ4ucj4wcjBUo4SxAFxSZIuDgGMHhsk9IBEKkSvn3FuX+nuIxnIuA3y5heFZtrKVb2GK3e9FzjhOIZZ7KS6SDtTi5lDQQXqNAFhHfuGWSSWSZuyymUsrKeAWy5mxklaMO0hjX3jsrMFkVAS2yFAryROtSzCNCV2bty/NedjNfEjYrCf1uFRrTBsvLM7Mtow9d8uGzKJSs6VJ1q6a5pLehJmZPQ13lQCAADKtJEwJYFM88xzlzVsSmp6t8v4Ry1OO2/EIsp3cPx+1x09xediP3g2sYjR4rSFp/dxQMWLXlwZN6gJF2yZrsZa5cZnJ5XImBLe9njeOGMmQxbIliO6cpD3N4RCF7C7CGO9w4VPQuvH9dzU4wQ3zKi7cVfs8rEkgETLIW9r9W5gW3VDDxy8F8rY8b39i9fbn3F+AZDkPqp9rTGww+JhYlyPKZZBRVB+ECpI+AjXl/qrl4bPj5x9R7zcMAB7do6k6u1X7R6+Y9KaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTSmmlNNKaaU00pppTTXgD/AGpr+YB/pFKaav8A8p3+Sy5af8ADTf8Ai6xzTTV/6aaU00pprF7Wva9r242va9r2v4L2v4bXqjKrKVYAqRQjVQSDUeOoPeUHoTjMiqKYPdGPDZXzGxDDtmUGzv03yuHa9rh5ZX8N7V8UesH3KOD+omSl5BxydsPm5mLSBFDQyMfFinTaxPiR+TXqHG/VDK4aFbO+T3m1UUBJowHwV9v49R1hrgqXyv2jhJYY+K+JYbPK9vavfC1fPUH93XyRpCLjkFmkXsIhdj+Sqj8+pi3rNYgeSzlLfhYD5dfp+LeZ6v8AzKF1vJ3LLh+210v+HTfbP/uSPf8A7Maf9PWD9s8Nf9San8MfJrF9bzfC3ByAcfHxJ5/7yrG/u6cjQbeRxE/7Of19VHrPb+2yan8MfJrjfW854nIX90nn/vKtb+7pylQF5HDT/Z2/X1Ues9t7bJ/0x8msfFvPcehxluHl7oJ+TtKsP93TmN1ByO32/D7u36+q/tmtaf6k9f4Y+TXH4uCh0/rGUt5P0QXp/wBOrP8Ah1Zw1/8AUVsPg+gf9bV37ZrP+pyfpj5Ncfi4KXD/AJiJ8fJ3UX8vWqz/AIdXIKV+0NrX4Ow/7u7Vf2zWVf8AU5Kfwh8msX1wVOHQ4SXHyd2G6Pd63TWNv7uvkm2q8hs93wdl/wB2uq/tmsa/6nL+kNYvrgq+Jwkb8f3MNbh+O/GrW/u6+Tim3kFkf/wMgp+fVf2zWH9Tl/SGsfFwV+PD0hIcPL3Yf8nWqw/3dfKt1ByCxp8PZk/cr/h0/bNj6f6nLX+EusfFxWON/wBYE/h4r93H6fc49FW/8OzltSBn7Cnw9qTr+Kuq/tmx1P8AU5q/wl1x+LitcL/rAnWvbwW7Axfj7vRwqz/h28xIJ+v8eCPAdqXr+P2ar+2XGf1Sb9JdY+LiucOPn9N4/wCT2Jj/ANLhw/FVh/u7ea7ajPY7d8Hbl/d/xar+2XF1p7pPT411xvrivW4cF5Mvx8NuxM24fivxqxv7u7m4AK57Gkn+TmFPzdfzaqPWXFe20n/KusX1yX+NrWXku9vHe4Rm3D3OrfjVG/u7udBgFz2MK+09uYU/FTr+XVR6y4mnW0nr8a/LrHxcnBxvbz8k2t4suyNX4/8AR6nG34as/wCHdz3eV+vcXs+HZN+5T/Dqv7ZcRSvulxX4Kr8usW1ycV+P7+JFuHg94av1v9nbhVq/3d/qAa1zmKFPDyzmv+j0/Pqv7ZMP/Vbj8q/Lrj8XNydXj57SOt/k9U10/wDS7Lo/BWP/AIeHqJs3fXeJ3/Btn/d2f4NV/bJha091uKf835dYvrm5uFr4raNfLx43sbtw/wCl2N+P4Ktf+7w9RwgKZrEFz4ik4p+PZ1/Jqo9ZMJWhtrmn/M+XWMtc3Na+PVWkbK1/2V72OW6vudjfjVH/ALvD1IBAjzWHYHx6Tin/AHZr+bQesmE61trkH/mfLrF9c3P1+FlpFvh/lfpnH/q9h/fq0/3ePqUJNozWGMXw0uK/k7f+HVf2yYPbX3a53fB5P3d2sW10dPHLisIvC37G9rm73v7duxtwrGP7vP1O3MDmMNtHgfp+v4u30/Pqv7Y8FQUt7mv/ADP1tcLa7Ovhe91VG428FrZGr8fd7C3CsY/u9fVLaScrh9w8BWfr+Pt9Pz6u/bFgK9Le5p8S/ra4/F3dvV4+c0brf5PXM8Pw9h/eqw/3e/qoI9wyeHL/AAbpv3e3/g1X9sPH607FzT4l/W1i+vDutw4KKNfj4fzhi3D/AGHTVj/3fPqsoG3JYck+PmmFP+766qPWHjx8YbkfiX9bXG+vLvtla1lBHvbx5dqYtw9zsasb+779WA9FyGIK/Dvl/c7eqj1g49Sphua/Evy6x8Xp4da9u/JHC3gv2w/T/sas/wCH76t7iPf8Rt+HfL/9PV37X+O0r2rivxL8uuPxe3j0/piR0f8AbDdP4QbVZ/w//V3r/TcT08PpJOv/AHeq/te45/8ADuP0R8uu2R9dlgQfC60rFS5a2Vu0wJ45CjZ4+THPPq44cfavUr4j/d7csuL9H5nlrWDGhvOtuGeRh8AZqKtfh2nXPyPrFjkiIxlvI85HQvQAfGB1P5dWdbbaSWqmhJaSXxBADtxzy8Iowl/2QgufhzzyvX6Wenfpxxb0v45FxnilusNjGPMfF5G9ru3izH4Trw/NZu/z1619kHLSnwHsA+AD2DXf1PNc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width="800" height="244.05286343612335" /></span></span></p>
<h3></h3>
<h3><span style="text-decoration: underline;"><strong>Пояснение: </strong>ошибка в коде вида операции. Эти коды подгружаются в декларацию из журнала учета счетов-фактур. В разделе 11 журнала комиссионеры или агенты прописывают коды видов сделок:</span></h3>
<ul class="c-list">
<li>«1» – покупки от своего имени для комитента или принципала;</li>
<li>«2» – реализация от своего имени покупателю за комитента или принципала;</li>
<li>«3» – возврат продавцу покупателем – комитентом, принципалом принятых им на учет товаров, купленных комиссионером (агентом) от своего имени;</li>
<li>«4» – возврат продавцу – комитенту, принципалу покупателем принятых им на учет товаров, которые приобретены у комиссионера или агента, действующего от своего имени.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="95">Если прописать «0» или любые другие коды, отличные от установленных, то ошибка будет и в декларации по НДС.</span></p>
<p><span data-role="phrase" data-phrase-id="96"><strong>Как не допустить ошибку. </strong>П<em>роверьте, верные ли значения кодов стоят в журнале счетов-фактур в учетной программе, те ли данные в справочнике кодов и правильно ли они подгрузились в декларацию. Впишите верные коды видов сделки там, где их недостает, исправьте ошибки. Далее сформируйте отчет заново, выгрузите файл и отправьте в налоговую инспекцию. Если других ошибок нет, декларацию примут.</em></span></p>
<p><span data-role="phrase" data-phrase-id="97">Заново тот же отчет, который инспекторы ранее не приняли, не отправляйте. Если имя файла в повторной отправке будет тем же, что прежде, проверочная программа ФНС автоматически откажет в приеме.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="98"><strong>Еще решения для частых ошибок</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="99">0300300001 – The &#8216;ДатаСчФПрод&#8217; attribute is invalid &#8212; The value &#8216;ДД.ММ.ГГГГ&#8217; is invalid according to its datatype &#8216;ДатаТип&#8217; &#8212; The Pattern constraint failed</span></p>
<p><span data-role="phrase" data-phrase-id="100">0300300001 – The &#8216;КПП&#8217; attribute is invalid &#8212; The value &#8216;КПП&#8217; is invalid according to its datatype &#8216;КППТип&#8217; &#8212; The Pattern constraint failed.</span></p>
<p><span data-role="phrase" data-phrase-id="101">0300300001 – The &#8216;ДатаДокПдтвОпл&#8217; attribute is invalid &#8212; The value &#8216;ДД.ММ.ГГГГ&#8217; is invalid according to its datatype &#8216;ДатаТип&#8217; &#8212; The Pattern constraint failed</span></p>
<p><span data-role="phrase" data-phrase-id="102">0300300001 – The &#8216;ДатаУчТов&#8217; element is invalid &#8212; The value &#187; is invalid according to its datatype &#8216;ДатаТип&#8217; &#8212; The Pattern constraint failed</span></p>
<p><span data-role="phrase" data-phrase-id="103">0300300001 – The element &#8216;КнигаПрод&#8217; has incomplete content. List of possible elements expected: &#8216;КнПродСтр&#8217;</span></p>
<p><span data-role="phrase" data-phrase-id="104">0300300001 – The element &#8216;КнигаПокуп&#8217; has incomplete content. List of possible elements expected: &#8216;КнПокСтр&#8217;</span></p>
<p><span data-role="phrase" data-phrase-id="105">0300300001 – The element &#8216;СвПокуп&#8217; has incomplete content. List of possible elements expected: &#8216;СведЮЛ, СведИП&#8217;</span></p>
<p><span data-role="phrase" data-phrase-id="106">0300300001 – The element &#8216;КнигаПокупДЛ&#8217; has incomplete content. List of possible elements expected: &#8216;КнПокДЛСтр&#8217;</span></p>
<p><span data-role="phrase" data-phrase-id="107">0300300001 – The required attribute &#8216;КодВидСд&#8217; is missing</span></p>
<p><span data-role="phrase" data-phrase-id="108">0300300001 – The required attribute &#8216;КПП&#8217; is missing</span></p>
<p><span data-role="phrase" data-phrase-id="109">0300300001 – The &#8216;ИННФЛ&#8217; attribute is invalid &#8212; The value &#8216;-&#8216; is invalid according to its datatype &#8216;ИННФЛТип&#8217; &#8212; The Pattern constraint failed</span></p>
<p><span data-role="phrase" data-phrase-id="110">0300300001 – The &#8216;ИННЮЛ&#8217; attribute is invalid &#8212; The value &#8216;хххххххххх&#8217; is invalid according to its datatype &#8216;ИННЮЛТип&#8217; &#8212; The Pattern constraint failed</span></p>
<p><span data-role="phrase" data-phrase-id="111">0300300001 – The &#8216;ПризнСвед91&#8217; attribute is invalid &#8212; The value &#8216;хх&#8217; is invalid according to its datatype &#8216;String&#8217; &#8212; The actual length is not equal to the specified length</span></p>
<p><span data-role="phrase" data-phrase-id="112">0300300001 – The &#8216;СумНДСВсКПк&#8217; attribute is invalid – The value &#8216;ххххххх,х&#8217; is invalid according to its datatype &#8216;Decimal&#8217; – The string &#8216; ххххххх,х&#8217; is not a valid Decimal value</span></p>
<p><span data-role="phrase" data-phrase-id="113">0400400007 – Значение элемента (атрибута) не соответствует заданному условию</span></p>
<p><span data-role="phrase" data-phrase-id="114">0400400007 – КПП не проходит проверку как элемент декларации</span></p>
<p><span data-role="phrase" data-phrase-id="115">без кода – В декларации по НДС слишком много номеров таможенных деклараций. В квитанции написано: «The &#8216;НомТД&#8217; attribute is invalid &#8212; The value &#8216;12345678910123456/12345678910/12345678910/1; &#8212; The actual length is greater than the MaxLength value»</span></p>
<p><span data-role="phrase" data-phrase-id="116">без кода – В декларации по НДС некорректное сочетание форм. В квитанции написано: &lt;КодОш&gt;0100800003&lt;/КодОш&gt; &lt;ТекстОш&gt;Некорректное сочетание форм в комплекте представленных документов&lt;/ТекстОш&gt; &lt;ИдОш&gt;ЗнЭлем: NO_NDS_1111_1111_1111111111111111111_11111111_000000A0-000D-00B0-A00D-AD0B000C0000.xml, Свед: Некорректное сочетание форм в комплекте представленных документов.&lt;/ИдОш&gt;</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="117">Декларация по прибыли</span></h3>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="118">Форма, электронный формат декларации по налогу на прибыль, а также Порядок ее заполнения утверждены приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
</div>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="118">На практике можно выделить две основные ошибки, которые не позволяют налоговым органам принять отчет.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="119"><strong>В протоколе: «Не выполнено условие присутствия (отсутствия) подраздела 1.1 Раздела 1 при значении элемента ПоМесту, равном «214»». Код ошибки – 0400300001.</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="120"><strong>Пояснение:</strong> ошибка в том, что вы не включили в состав декларации подраздел 1.1 раздела 1. Большинство декларантов, и в том числе налоговые агенты, – плательщики налога на прибыль (с кодом 213 или 214), обязаны включать в состав декларации подраздел 1.1 раздела 1. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Этого подраздела может не быть только у следующих категорий организаций:</span></h3>
<ul class="c-list">
<li>некоммерческие организации, у которых нет облагаемых доходов, а код места нахождения – 229;</li>
<li>налоговые агенты, которые налог на прибыль сами не платят и указывают на титульном листе декларации код места нахождения 231 или 235.</li>
</ul>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="122"><strong>Как не допустить ошибку.</strong> <em>Включите подраздел 1.1 раздела 1 в состав декларации, если забыли это сделать. Проверьте построчно, правильно ли вы его заполнили.</em></span></p>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="124"><strong>В протоколе: «Регистрация уточненного документа без первичного». Код ошибки – 0100800001.</strong></span></h3>
<p>&nbsp;</p>
<p>&nbsp;</p>
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7PA049eqfU9e/wCGnv5WX/etT4A/+kb/AB1/+1z79UGnz69U+vXv+Gn/AOVl/wB61PgB/wCkb/HX/wC1z70R5eZ68CT59e/4ae/lZ/8AetT4A/8ApG/x1/8Atc+/cRUDr1T6nrr/AIag/lZf961fgB/6Rx8df/tc+/D4cZ69U+p67/4ae/lZf961PgB/6Rv8df8A7XPvY4kU69U+p67/AOGnv5Wf/etT4A/+kb/HX/7XPvfXqn1PXv8Ahp7+Vn/3rU+AP/pG/wAdf/tc+/deqfU9e/4ae/lZ/wDetT4A/wDpG/x1/wDtc+/deqfU9e/4ae/lZ/8AetT4A/8ApG/x1/8Atc+/deqfU9e/4ae/lZ/961PgD/6Rv8df/tc+/deqfU9e/wCGnv5Wf/etT4A/+kb/AB1/+1z7916p9T17/hp7+Vn/AN61PgD/AOkb/HX/AO1z7916p9T17/hp7+Vn/wB61PgD/wCkb/HX/wC1z7916p9T1SD/AMN7fAb/AKCRv9Bn+yP/ABA/0Jf8Mhf6WP8AQ7/stPTH+iz/AEp/7Pj/AHP/ANJf+j7+5X90v9IH90v9xf8AGftP4j/Dv8m83h9HvXn1ap08fPr/0Nvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuiw/K/5e9E/Cbq2s7q+Rue3ntLq3FVX2+d3jtXpvujuHHbVh+3mqWzG84eluvew8hsrbEfh8TZbLQ0WLWpkigNQJ5oY3STXcMM0NvNKI5JK6CfMgqKDyqSwAFamuAaGji280kU0sMYfRQlagGmTUAmpACkkgECmaVHRaNx/wA3D4a7N2Hlu0d3UvzK2r1ngduVG8M52NuT+WT/ADLsHsLDbSpKJslVbqy28cn8RqXbuO23TY5TUSV01SlMkA1lwvPtROj2bmG5AikVqFSQaEmgFa8STSnGuOPTNufq1VrRhMCCQVIoQOJqMUFDX7Ojg/Hj5DdX/KTqzbvdXTVXvDKdbbvp4q/amd3r1X2t0/WbixNTS01dQbhw+1+49k7B3bX7XzNDWRVGPykdC2OyMDiWlmlT1e1NzYXu2zta30Ph3C1DJqVihHkSpIJPmOK8D0jstxtdxWSaxuEltwQA6mqtUeRGDThUEitRxBHQ5/Uf6/8AxPtgV8+PS7rv3vr3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3UGurKbH0dVX1tRBSUlHBJU1dVUzRwU9NTQIZJ6ionlZY4YIYlLOzEKqgkm3tqWRIo3kkfSgFSeNPy68EkdtMMZeQkAKOJPp/q49FU+P/wA7/h58rt8dk9f/ABk+RfV3f+f6jxGxc52FVdQ7jg7A2ht+h7Ibdq7PjHYe2FyWwMvk8gdjZPz0NDk6mux4p1NXFAJ6fyrFsbr93LvBtyu3uSA5IqSpINUJ1rQg8VFRkVBB6ST3lvbX1rt80tLuYMUWh/CATkAjzHEj5dEk+Rf/AAoA/lIfE3unffx4+QXyxl697i60yNHit7bOm6C+Tm42w1bksPjtwUMYzuz+l9wbaycVVhsvTVCS0dbURMko9V7gFlrdwX9sLq0bXASRWhFSGKniAcEHyz9nRpcWdzayJFPHpdlDDIOGUMDgniCD6jzz0M3cf83r+Xx8f/jN0t8w+5u88xsH46fIeqpKTp7sDL9F/IiaXeD5HF5PO4mYbLx3U1b2BgKHOYLET12PqcpiqKnyFCEqKd5YZYndfusEmyb23L+4UTdlj1lAQ+laKfjQtHXvUFdWpTVSAysAh2mUb1tt3vG31ewgnaF2ytJFkeIgBwrEa43AZVKsAGDFWUmd8Jf5tPwC/mM7i3ttf4Z935XubKdc4jFZvfMsXSnyA2Hhdt0Wdq6uiwcWQ3P2f1ZsrbX8VzU2OqjR0MdY9dUxUdTLHC0VNO8br2F5HYPurRUsNQXVqXJNRQLXVgjJ00GKkVFUku52UG42O1SSEX1ysjIuliCIgperAFFIDCgZgWzpB0tSx0MCPqCPpf8Arxzx7TkVFOl4YMAV4HoIqrvbqOj7vxPxuqN9YVO8c51pnO4sZ1veqfcFR1ltzcuA2dlt4usdM9HS4qDc+56Ojj8s0ctRK8nhSRYKhoqWrfV/vHwG1taeF4uKaPGDmOtaVDeG2VqAQA1Cyg1uX+jXb5J1Kx3TyJE1CQzRBC64BoQHWmqmrJWulqC+De/HH+9+79X679+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdJfeW6sbsbae5N5Zim3DW4na2EyWfydJtLaO69/7pqaDE0ktdVwbd2PsTCbk3ru/NSwQsKbG4nH1uRrZtMVPBLK6oWJ50hj8RlqvTkUL3EiwxsFduBJAH7WIA/M9F5+J/wA0vjz829l5rsP437k3rvDZW3tw5DamQ3FurpPvHp2hn3Bh6/IYnN4zB/6a+uOu59zy4DM4qpoci2MSrjx1fA9NUtFOpj9rWtZksdt3DUptLtXaJgynxFRtLMACWC6qgMwAchtJOlqIWuo49y3DaJO3cbQRmZMkxeKCYwxpp1Mo1aAdSqVZgA6Eor5E/wAxP4r/ABU7T666V7sz3cGF7H7clWk6tw+zvir8ru3cZ2Flft8lXVO3No7t6d6T37s7O7sxeMxU1ZXYinyD5PH0IWpqYIqeSOR2Ntjfddwba7LT9dklSyrhV1sxZyqhVXJcnSOBNQendwlj2zbn3W8cLYqKlq1pUlQKLVtTEUVKamNNINRWX8p/5gnxd+FuR63xvyM3L2dtKft7cmD2V1pUbT+NvyX7ixG7t97nq6mi2x11jM70t1D2Fgx2Tuaejl/hu3ZaiPN5BImenpZEUsKWzC+3NtmtqPuGaLWmqis7UJovaqsTRjgfMVURQzPt826hR9DGoZjUDQrFVDMCQ1CWUVIoCacelb3l80fjZ8busNm9sd49lJ1ttzseu21huusFuDaW+l7W3/ujd01BDt/Yex+i6Pa9X3Xu7sqtlyUSvtnH7fqNwUzCQT0cfhm0VkVxfw7QieNuUgYrGCBqCCrHWKoABShLdxIValgCkgmF3trbrBqWwUgNJpYhNTFRqUgEVINagaQGY0CkhHdP/wAwf4yd39zx/HraWV7j2v3RU9fZbtXG9ed5fFX5WfGfP53r7A53DbYzW6dtx/I3pTqqm3Lj8ZndwUlPMMfLUyo0tymhXZVMFrNcwXs8BDpbaPFUFax+JXRXOqhKkVpStASCRVu4vEtJbFLlGVLlnWJ6MysyAFhVQVU0YEBiCRUrUA0O0GB/1/6e6dK65I8x1y9+631737r3Xvfuvde9+691737r3Xvfuvde9+691QF/3dM/+YAv/oifvXn1b8H59f/R2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da6ps/n/G38nj5+fj/jCFR/j/AMxNtq/sH80Yj5fH/L7H/wBXo+jflkgbveE8PBf/AKsydN/8wwr/AMMQ/KcBh/27w3//ALH/AIw9WG3+8+xZ7qn/AJFO6BsH96R0Hr/jK/6vy+fQT9kQv9XeXQhqBaXP/HJuisbI+UvcOy/iz/I2+Efx53Xjetu2fm18f9pQZTuOs27gd4ZXqPpfoX4zbV7A7Q3FsPa+64K7Z2Q7RzTV2Oxe3587Q5jCUNTWSVNZjMhFAadhHzfbz757te5Fkv6e0bbcA3cna5LzK5tRoLI41yDQWjLhQpZxmnQN9vJm2v2esN8+nNxd/USR28WrwgxN66S/qaXX9NCZKMFqSFDDAYymz/kH8ivij/M06c+DfePyC3H8pOoPmH012l2N0V2J2rszpbZvdnXfZ3RFBt2v3/13nar4+9XdMda7x6+3HtTLNlcZUNtqjzFDXRy08tRVwFDGHdglfeJ+erCa18KbaUtHjcNqEy3DSBwUoPD0BUYEs1QzCgIr0Od7Y7TZcobyt5WHcLueCSHR8JjgSWN/FzWpZl0hVyoqc0Iq/wAwX5T9xbM70+EPwl+PG68b1t2x83d79sQ5XuKs27gt4ZbqPpjofrpewuz9xbE2zuqCt2dX9o5r7/G4vb8+cocxhKGpq5KqsxeQigNOzG2JNvO931nHP4e2bagN2wVXJaaJjarpLIw1yqQWjMgUVLrSg6U7lOds5Zvd+W3M940kKW8OrwwxZ1Ex8Qo6/pxsX0sFqaAMDghLtX5E/If4kfzLuovhF3v8hdw/KDpv5d9Ldp9ldIdk9sbN6T2V3R1r2T0Ljtv5LsPYO4a3oDrDpfrLd/Xee2hlHy+Oqn21RZehrYpaeWpq4Chja23cEurf3GbcIRAuxR2brKG1CUXbvGAYwKoQRGQavXUQQtKhjdUlsYuStygutQ3S9mt5IdIGnw4UlV/FNa/E40gLUqMkkAlg6O7d/mbfzFPh/v353fGX5Xbh6j3DvrtfdMvxJ+Mu3uo/jI3S9X0h1r3vW9dx0Pd+b7u6r3p3JubsHsPZmzsrXV2Wwm99qYunmraX7GgiEDpUGVvZbjsx5PG9WZmu7mORr9CyR/TMrMI1V4nkWYFCjFo1XzXTwkZ3driOLmrnrlmCDRYbS1ssFzqLfV+PbLMX8EorQaJG8MBmkDrRw1K9K75IfNzenxr/AJz3U3S/fH8w2l+OPw33p8Tdw/ILI7J7aqvhr1z1pU9m7b7AwXX2K62oe1uxum6PsJds7ow612XnoE3W24JK9ZXpK+Chi+0RLy/uNjd7p7k2N3pb93w2LWY7wZGuPGE6kggDw9ClS4oT6jHT19b7gvJvI18lv4e8XV7eR3bij0ii8KSF9NSlT4nhnwwOyhYeIDIQf+Gv8yvsXcPyR/nQ9sbm+bGa+Wfwr+AW1dob46WxGzaP4kZDYG5dqbp6d3T25vSog7S6V6Q29uLeWT2Zm9k1WBwjxZ54I4GmiyUWQrkWpjSyNu+z+039ZbjafqeY3klSMFhCz+HNHGpAr4aOwYltaaWr2KoK0o7Pu/u7y5yTtzrbbJdQxSSuqtIYi8TGQUZtbIjKzUDBxpo0hFarTeHd/wDMm2r/ACy8d/NnT5aT1u/KHpbbvzF3N8MT1L8fqb4lT9PZXbFNvfL9I4bcX+i2p+VWO3ZiOvsirpueXsevSo3JSPIMeuOqFoIV29huTd6sdquYf3lBBMYb1ifp2DyFY4zHp1gaJJO2glBEY8TDmjGzTjniLdJdrrttq8ZNnIKXDfpKxZnWQIG8Xw+5SsRXxSEK6Aemn+YN8+ux9v8Abn8pjsnYnz33d8Lfif8AO7Eb3qO2K7JUPwtx+09n7bw3Ta9q7E3XSdmfJn49dkw7P3VuLNbkoMVXtkMhU4aaGKCCkoqerkkqJrG0Tbfczm3kjdtxH0VkZB4uj4WSHVGoVSSRLJRQdTaNWokrQAm2zmO85i9ooOedj5fD8wGSFUtjKQZNdy0M4d30KrQxpJJQInwFCGY16GT4C/Ln5rfI/wCKP8xfcXSncvVPzI3R0l3x3h1j8C+/d9YzrXBY3vWHZ+3qDLYHE9r43o1esut6mgxu7sg2EotzYmLblDuLHxw5UUtPSSxz1KO4a+k5B5I3jeIDsm/Xz3ZugCtz4UMN7JDbuKBkZ7iJD8IPhduuMsG1CK1udjb3C5k2Oy3U3uy2UFiXXQyCK5uLRZ5YdQUPIiu6gsGevfocVVVAzo3+YbvDa/8AMr+FHxh2T/M52T/Mn60+S3S/yDp+7cRi8x8JN15DpPt7pvaeC3zgt1YDN/ELqzq6v2vt3fEaZKgpsTuY5iUw00rxyyyIZYRFtlsN23DnexXbFj2i3S3ezuQ7VYsSJUMRYkgVFSxqGVaMFJVghv8AuG77JsHLfMN9DJBvK3Ekd/YViZFjbQsDmfSSX8T/AHzQKrMJEYlWiUO0Pn9kun/5tXzw+PXzC/mi4TqH4+9VdedK7q6D2L33nfgp0tjKnNd77V3XuDdmPw+7s50nsXfG9Kbp6oixq4KJ8vWTQwSR/wAcfLNLrcJ8q33785G3u9uHH7+WaONWCkmJQWZm0rSORpAFWpXSgY0TVQgZ8zx3lnv/ACW23WYXaZ0nkuVFSp01jjTUzM8aVJkNG1u6BVdVDKwZ/BD5dfL/AORn8vz+ax8gch/MC7Q7Gz3QHdHyj2N8ae2NsdffCWTEUGwPjbiE3vsLdWJXbXxdXY2/Zu18ZVRU2er6ylr8dV4t0lwkOKqG+7Yw5jkutv5I9vd2WzEG+bhYzz3CEltMiTyxCM1JXSoQZTSak6i2Ke2C4tdw93eaOSwyXHLdlLapFKA6NItzGGZiNWoNGalDXSaiqkYKI+Q/8yj5m9YfyefjX2V1n8kM9vP5c9j9DfDX5L/ITvPcfX/x5qMz05sT5Pb9662xjMNg9g4Lp/CdT09V2Ju7cWWw+0o8ntuvmiwG38xV1NRVV1HDPMavtn1/uz7e8mW0v0/Ll0br6qbSZC6x2zSR9hYSBvEAA8NlAHxBtJDE31c1hyN7n83zsLm/26CF7S2xENRm0yDxQGwUU18RT3PVClBSxX5c/IX5E7K+Zv8AL3/l7bc+S+7Oj9r97dX9z7u3x8ta7afx7yXe3dm9emNu7UocF1V13DvnqHN/HDb2/d0Vu433JuZKfr+YVFDGkGGpcWuo+yHZ7g73zPzXYzgWltt625hRQZBMZVfWAxJMfhhBIdZkLVoukA9Lt0vP3JyZFvC2ovNyuZgmov4S2qgxsGKj+2MuowoKrpoz0c00lI+IvyO+avYvxw/nNb57H+c/fm4NyfDX5QfK/oHo7P0nVfwkx+W2vtH4y4Da3YG3dz1ONxfxNxm291b93klTU4jOvkaSbES46djjqDGVojrUSc27le7R7WbPzXtlism/XCTOELUVjFdSxaCWJUDw4yWNFJp2kGlRdDtdmPd7Z+Ti3ibLNHaFxRgR9VbRyMahtdYnkPh0YAlRrDqdPQifDz52fL7N/GT5i9B929mSb1+fXR/yD2n0F1nvus2D1/hs3m8D8t8btHdPxU7h3D17szZW2NiNDtHZvYc2RzUMWGjo/s9oVsk6yATuTznq3mtthhm5ZbRuVvEguDTV3vIFDUlJT8arRCcqSQBXoF8k3K7lvtvJvk1NivjI1utKaVt42MqllVXarIWLMBQHSprwNl/I+7o+QvyG+E1J298m/kBunv3tXN9v99bPzGQz2y+nNj4falP1F3j2R1NiMRtTGdP9T9V01RQZPA7Lo8hVTZJclVNkKmYxzQwGOlhM9zhsLe02RrCkkE8TP43epk7itdDE6ACpAFAckksKUTW11cS8xcz2Ukmm3tXhRIqAlNSFyWkA72fUOFFVVUBQ2tmuGeQqL2/1ub3+n/FfZT3UqOI8v9no3r3op86/y6oE7t398ut0fzoNn/DfZvzp+QPSnQfY3wn3b8lJtrdb9cfCfM5TaW+NodmbS60pcPtbc/cXxH7Yzz7Qy2PrZ8hWU+VnytcclOxp6unpFjpEZ5aR7+T3GtryYMdoisZIW00L/VtLrUgGgCBABWpOTUdKN4mS25d5I3WGzVLjcL66t5RqY0WFYmV8kjUTIQQoVaUxWpKG+DHbPzM7O+eP82f4wdlfPDvve2wviYej+t+lMtlusPhJid14Wu706gqN+5nsbMVmyPiRtHFbh39sjLY/RgkqaNttiGd1yWIyRCFSe/3d19p73nKKBE3Q3OgV1MEWO5hTAqFbxEYhqqSoPaVYBgVXd9+7fczlrlV4RLtVxaeM1SVLs1szlKjuVY3ZWqCpcgCunUpKd8XvlJ/NI75/kk5P+ZPkfnNXYfuvpjZXyD7VxO06boX40ZTq7vrbHx47e7Irc/t7vzBP05t/dmGr9z7U2HUbWpJtgZ7Z/wDDqEU+SkNdXvMALOapY+UrvZb6fZvEhkX/ABm2MpBQmqjTOpbXQUlOlBqKmIUqH6Ndh2t975/5p5LN4YrATRRWU2kOdRjDOWSiEVkIiOtiFxKtVBQmK7E/m2b17r7T+D3TGxd099/Hna3f/wABsH8/e5d//Fb4q7w+ZnfWGxfYddtXb3UPV+xts4f48fJfb2xtvZDM1ubqtwbg3H17lEkpcfR0VNNjKutSZ63+1pbc3e4W0NeFNo2We2jgkKV+oM6szggMDCY1CMQxk1mQBaKrdEW1XW8NyBse+7hsv/Ilu5riOSHxV0W4gmCLIJQojmEw1KgGgoBVgWwDi/y2u7fl739t35odRd65X5G43BdY9oV+2Pi98ye2fizJ8WO6u0Op+ydsSbjwW467pzt7obrzY2R7N6FzNZNhpsuvXeO2vm2pKOWXCyH7v7pHL/jHKm07ndRnb97dp1nh1CfQI5NMLhwoQ+MhV6KDoppbIPSuW5itedLzbdvT6zYYrO0lDN+mPGmQ+PDSom/RdcksNYcNGQpAFWfYHyB/mFbQ6l/lhdj4/wDmVfJirqvnD870+O28o8j03/LslxUXS+Y3L3HHtDdXXi0XwaoavD7uz+zdk4asWsyUuUoddZM32SKyRxLOQpId/wCZeX7DdLNTt1xtu63Enc9BJZQF4F7GVysj5bSwIApqzXot9wtwv+UeS+d98tbdG3fbbnbI4Y3yJFvblIpasrBVZUaqE1GqhKmhHVlGxO5Pk90d/OCzfxq+QnyV7K7F+OHya+Ou5O1/hjgt1bQ+M229s4bsXrvdFHN311DW5zr3pDYnaG7N07G2nmcTltsmfLzQx7Znrf4mcrXxpWUpPytPPuvLXM1vuUYTmXb2iDvkhVmLqjUSkJbUoqtWBFTRMAm3Msn0s3LG62EkcWyTvKJ0ySCqqUoHLSCNgwJNdesUHaG6KVm/nB8yOlvhvtLtal+Rma7j7V/mF/OvZnxe+D2e7k606RyGx+meou0e7d5bX627lm2z0L1T0Rl+w6nPdDYJ93MMvW1NIaqTGRiJIFrUrr7ZbbpuUntryvJbGHcbuPcG3C67GaIWqTTxMIBJ4UuuKONAYmiCySPJINOmNTW8NvYb57r71d26jlnYLWweC3DlVuJLnwI2QzNrlirNK+lT4jNHGsad5Mpsr636M+f2xfkHurbu7vmx3B3L8Xt3fFvJY+k37vvrz4X4Pt7qv5QtvJKCn3N19/or+PHXe3K/CLsSvespKHc22NzYyHJUKipepilNMavfW/7q5kLxGMIYPpJ6li9RN448OnbRxEtZBmupe0NUgH7yF9yjcxIrDVci/tzQIRSEWx8SocUJlJEL1ISj01KRWn/Lp/mUfJzbsPyz2X80+y9xd8bg258VOqvnn8WMtm9g9WbF7E390tv3E7g2Pm+vV25031917trN5/Ed67QTFULxY+Wqq33BTDyMGiRXdufcN89u9luk2pbTnsNL9TGr+IuZm8EVZjBiBNRKtkvQ946O+ZrWHl7nu+tPrjJygqQqGK0ZGKB5HoFMray4RVoQPDLcG6Drpz+Y38zfjB8PP5tfyQ+W3f1d8mu3Phj8i/8AZceseschsLpPr/qiHdef230rB15LHN1f1J11vvIJlOz+5Gpco1fnq4Lg8dEsKwVAmrqjVrFuO7cu+39ly5CtzzLvhvFWWoj0tYyt436crLEaQqWapjqR+mamnSm+tbEc/bnt810bTlqztredlCtKWW6iZo+8BnUeIqhSFYgP+oCB0Zz5d9vfOn+Wj0z0r8ze0fmXuL5FbPo+1Oqdj/L/AKQ3v1F8cdodWYravdW99tbHye8fjRlOrOo9ldxbOrestx5+J8TQbv3ZvlK/DO8VfPJWIK4qrGaxfnrlPlaDVc7FuT3KC5/smXwoJZEYwkOxBkVAyB1NCaPQZBbXO7bpyBzTzK0Y2rfrG0W4WDtugAJ4leMSDQhLxM2lyrafNC1KAt/NH7S/ma/FkTdx7a+cvZPXGyu5f5j3xt+PHR/XO0urPhfubamC+Nfae09k4veGcqK7f3xj312E/ZUnZK7hOPmyWaqKWko44BJR1KkMS7l8SpzV7WckbvdePuG8S363sxTQYfBS4nt1WNDocmONVJRhxq3cCCILy+ivdk9yOZ9t2tYts2farae0HiM/1MpEEdyWLUaNWlkYgMpoahDopSP84+zP5rPwdo/jnJB8391dh1Pbn84Tob4zdaz9m9WfENcL2p8Ve89j7LyCYTt5ervjXtTL7ez+2exdt57E/wAS22m3sm9FVVlSVmEmJagOtglgvuYOVtqu7PMq3ZulDGq6IpZIdLAgE6I9XaaV7W6dgtZrjbOfdx0j6SztrWS1auWLNEkwYcQDJKQCwwEUilWJNZXfID5W/Dv+Zv8AD3429u/JXcfyY6C+evXnyFixtL2d1v0XsndfRXb/AMbtpxdoZTJ7G3P0Z1x1pHmert7bUz4x/wDB9zUmXyuLkxkM4zlS0tRHIg2e4tlsPcC23UANsyWRiuhqHjvdagymBQ3h6SKFizBmIK+GgKkkuX3E8tcr8z20LqxupY9wi1RFUjwkEgc0ZmdweyFexdWstVStblJ/NJ+Y/wAmPix2t8y/jt2r83sR3Cd7dgbm+KXxF6m/lWdtd1fEPsrrPq7tXI4bZXXHandtB8L+yd1bw3l3RszaVRDn9xbW7l2ljcLkswiU9NjJcbURys2zXu3x8uXFztLXd3Or/Wxa1h8BtZWMLICyygIVk1RqA2kpTIYibcbWGx5t5s5fuqR7Nt5hEFyWDfU67cSsWgFJLcLKfDXWx1qRKrFM9G0+fnzb7/6Z+Qn8pDcm7fl1ur4E9GfLiTetJ8pthb2oviLQbO60k2N1KvZuPocp2Z330RuTObQ3LlN5Zqm21mJJsvBSS08MUVDS0NfI9VIYWsu12vudzVy0LlbzYLTUbUlWTxwIgQxKHWiliGKlyzatKOBSgM2q75i3r2hs+YLjZ1s+cKosyo4n0GSaRGp8MchjVQY2WJRQVljbuHUvoT52b2+S/wDPD390D0D/ADFKbvf4U7b+HNB8h4NndMS/DTsvr6i7VyHYH+jbJdd1PbeyumM9v1ts4LE19Lmlx77m/jsWTlhaorpMfIKF7bRaSjk7nrc72HVfWVxbpbuarVJY53eTSCFqrR6QHVgVU41HV0r5o3gbfvXt3tm3KlNy+o+pHcTGYNJQKSSD4g+OmRrqpUADoGfix/MkqcJuj+aT1P8AMz+b/gdgb96O+SPafx6+N9B3Nuf+XV0x2JhNi7O2xtnM7e7awO16v4/7Gp9972r8/k63Hy1GQxeU21MKbxR4tKiOSQhO73e5uPbGPfNigFxzQJJO1QRq8K78MLpbtAeMHWQK4JQoc9Deawii9y9n2ia38LlaaOBpT3MI/HtlkdtWoyUjZtUY1fKTxBjoHds/Or+YJmP+E2uR/mRVPza7RHytho8r2fDu+LqL4ert2OmxfdeU6Rj61XZB+Mp262wanFU6ZmSRoW3J/Gl9GXTHk48iP3CdOVd55T26xVWhmU+KTqBkLLbmuSwTQXbSFoCGOrVRSoQ9ub6TmveObNvvolEdvK0cWmtU8L6juwRqZ9C6w1RRRoCEsTbzsD539b9r9Cb1+P2yvlH8hMD8zNm/GGp7lk3N3d8aaz45/IjMYFP4ytP23tTrL5A/E3qzqDsDa8e4cJNiquuwOyq/B0o0JKsVRNDK5d7nXN3smxc78xctWumy2h7cg0LArLKqL4iyVkUS6WVzQUZ6KYmMdFHt609/fcg2XM8ayS71czRllNYwUZiVRoSUrFGwMYMmpglXMtJKk46G76+a/af8kLoz5W5b5vd3xfJ3uHM9K7tn7Gw3UPw6qZcZJ2p2rtfpGbrfF7Ef4xLsabrWnk3J/Gl8mOm3WMkmkZl6L/IS/wC5X1vLVxtlvy7arPcqq1QnR4+tImYlpGKx+HqYrppqqKhqZd9v7uHfN03dN7UCxjlkjAWoMYieUK4K5ZpdK6gQwUVoATXrhtH+YV8wezP5VkVLj+x6Xaf8x7ZHZHyA+M3dvYmN2TsPLwbE7R+G0e/93dz9hZHZOQ2TkuvcdRbu2F1xRR03lwX8Mp8nvPHrFTKGhj9t+6V9Fsu33HMvK1E2K3EZkBDMKEohJMlZTqkqaICQH4gAELeQLdL7mC62HmafxJGmdYCvbr1sTGnYKKY0ZVq5Adlqa1INrH8rPsXtHuH+X58S+5+5O29z919mdzdFdZ9sb03purbnWm0qv+8fYO0sXubN4PE4Pqjr7rTalDtnAZTIS0mNQ46StFHEn3NXWTaqhxdzrt0fL+/7rtdpaUtbZkEb6j+qrqrBiGLFDRgaE+dKAg9BrYbyfcY7y4uJhXxmQIFACeG7J8X4tenUa8DUDFB0ST+ZR2x8qdnfPj+WV0r0t8v+4egesvl9vDvHrrtXa/X3X/xP3U9FF1N1LluzcJunZ+c7y+NncOdxO6c1lJoqTI/c1Nbimx9LGtPQ01S01TKD9gL7hzVv2xzS/wCKQwiRMCopB4hXFCQWHmSRU5pQA63W8Sz5Lm35LNRewTRJ8THxBLN4Z1ZKgoMrpVa0o1Sa9BBtHeXzUpv5y2+PgBlP5j/yg3L0ngfgBT/I3HZTL9U/y+absWPsnd3ZGZ6op6ibP7d+EGCwU2C2xBPBlMdR/wALBbL08RrZKygM9DMa7esu58q8838EIG62N9aRW+eMcgeSZjUhK6U00cHtJ0UejAs5i3ZeX979urQRpLY7qt39Tq1gxGEUh06SCwdyoIAxWpOkHpNdNfMf5fbc+Cv8zrrfvT5Mdgbg/mF/Dzu3cHU+2d6SbO+Lm3stm8t2xWbYX4LZLrvZG3uhU6+g2D8hot0YLHp/ePb+aysuVrcsEqKZUo4Menliu+Yth5AvOWD4F1uf1Wp2XVV7SZklUrKUDR6VBDJ4TFSQDqo3RxFLtuyc8cxw7/dRy8qW8dmygaiypcwk/qGGsiz+IQunvRSEqrUkBy/O3v75SfB3vj+VFsPtP+Z5v7r3rDvHOds7K+WfZvZO1PgHsfaGWq+stj1vYuK3Su69zfFvH4LrqTdW581SbckSGop6VsNBRxQRxZeSoydUu2i92zcfcq+2dbVf6u+DNJDGTJUmG21KhYMJTrmA19wJZiIyqaVAfuIuaR7T7pvYsx/XOGSFSECtp+ouSpKpqeNvBgJaPDiiAzeIdVXr4/8Azt3x8mv54e/+gOhv5iNP3n8LNtfDSg+RkGzemJfhr2Z1/R9rV/YP+jTJ9cVXbOyel87v47awOIr6TNrj33N/HYsnLE1RXSY+QULo+Wobq85I5r3Pd7Ux7nBNAkTnBRXEzs2haKxJjCgspAUHBY6un+Z92/dnMPIu02EaGK/Fx9RXVVTCFKaanGsZcDPd26QAOi2dA/PP5Q9j9g/Pn4ND+Y1vLP8Azck+b27fi78LaDPbQ+DmM3l1f1V1PtrE9ibr+RG/dkYP4y4PH7z2xSYCPNQ5oVWJkj3A2OhxOBGHyMlRladrYJX5m5R5R3K0gEd88l/+8ZAQ306wzOlpSJ2TxvqAoUmAgRM1ZKAYO+Z9w2vlTmjTf2uraJra3MEQMgEk00AeVfGVZTF4RJeMTU8QAqC5GB0/mhZL+Zz8LfjB8ufkrsv+Y53W20fjz8e+ja3p6qy3TfwKyuR7Q7nz/bW6sP3Rne28WvxCU0m38RtPPbapsLQ4IYGMNG8kstVIJ2kKt13yC0gsryGECe9uESOGrHQgkjikJkIIc0Jkzo7m0qKAAK+X7Fdy3G32q4uBSKOdriXSePhyzQhUBFAKLHguSoDMdWpjO7P+Sn8wj4b7D2jlMt8mMh8jav51di/y/vjl8N9z9/8AXvx4ooOme5e+6/tKP5Fbk3Vtz449TfHiq3vtrY21MFj83jKWuKLUyPTUaTsyVrTife9tlHM++ch7Y3hX0E5VbnDMI4v1JiIX7K+ErULM9GoVDHsIW5P3ePeuVdj9xb5Sdojjd7q0FVVzJIILdfqADIg8WhOiPUylgSgHiKN/bPefys/l1/KD4K4ftn5Tb9+WXx3+aXcUXxV3fju79g/G/aPYHVnc2e2vuTcvWG++tNxfGzpPo/G1u0t1ZPDti8zh8/j8vLSp4ailro28sUlNpP7z5m5g5dTbQll4Bls5xISw8CJpLhXjJ7wT2DVobUoZNSkoS3ct0vNt5N23m6/Pg3sU6rc26gMkiTy+DEdYDmMp2yFlqulmWQCmtQt3V8wflx8df5te1Ni75+Qe8+x/gv2r8kaj4k1mzt/9fdB4Oj6r7w7k+Oe1/kb0BQ7K35110/sffWZwM+Tjy+1YIc7lsnViGWlarmrKoiqYr5GvP3ivOG2bzah5Ylh+guASDJTXJcMYozRaALGBIBUsGWpBPQw5vhe12nlHddmIjnaWQ3cVah0FI40VpK6SSwlZkJ+ArQBgA7dTfK75ddufzlcL1hX/ACM3Vs/4bb16F+QfcPU3R+B636QFPuxvjz3VsX46DI7p3zuXpvcHaVVsvsnKVOe3XQyYvcWNknpJMYYJ46YSQ1b/ACrDcy2fNw3qku8WjQUjpp8NJC61Lxt4b6qAgZKkGtQaC3NM1jb7XyfPs/6YupZY5piS+po1WTEbAaCK6DihUgju7utg7KUdJkaGtx+Qpaavx9dTS0dbRVsMVTSVtLVRmCppaqmnV4aimqIXZHR1KupIIIPtxNSz2h4MNRr6GnRVeV8C77ajs/wjqgP4DAH+el/PTU+oHEfy0x/S9/jHvINz+Prb3rk7/p0e0tqqTJID/wBlVxj9h/n0r55qeYfaqvEWu4Ef9Us/y6Mz8+ujvkhtzZG96r4TdB9Rb62x2rvbMd4/MzZGR+RG8ug+5PkpWbU662ltHCdTdb7gpuj+4doY6ftTD9e4TB56qyGR25BPg6B8bHLSvlJ8tREW6T2VvYeDvkXico2aNWGsncZi9DriYTgrPIJBTXrICMPCGkqo7e4vLkHbd2+i5puWiWO6ZElWFYWjJHgygwtrhRoanR4eszBvFo6iD0P250f/ADA/ib0V8wfjL1Pt7Mbp2LT753d8aNj94VuW6rHU3ceM2v2J0NnNo78qNlYfsWTY0+GpMvnNu5P7HGZ5KSlmkkpYJiIH9iXfrfdNsubq4sbtn3LcAjeNQVkQUqxRzSqrVWBK6mqNR49BrYm2ia1uNgvLMwWNhLplt1Zm0klnj0yFVajk6lOSoI1JUaOi7/y9fkNvvZHyX7Y+CXzC6rj2N868ttKn+UW4e39r9knt7p75WbAykmD2nkN7dV7wy2wept3bKxXVu76uTadJ1/k9uU/918Fj6GSnr8t9zU1ztWFtZ3+1bpPsIH023vELiGrk1nqEctIdSrqjbuWqaqRg+QtepuO07jsL7pIZl3MyrDOERVhMC1MbLHUM7qwoJNDaQZO6pPV3ALKpLBQACSCQALAkXP8AQ/7x7oxVVkLtUAZPr+XlTo3Qt5rpHmK10/n514/LrR++Rfzt+N+K+WWzv5tmF+Vfx1ru0uqvnlP8Z8n0th/kBsSm7Vf+WVNRVHxt3TPmeoF3JPu/O5GLu4ZHtrH0pxhK4SvpamRYFhklRz24Ev715agghmksObobv6t2VlihksUnFm7a60VgkTF4PCMhMaSLKACHOetu3a62/nPY7pXt7jldLWWzZV8UTSXP073US6AqM1XljHiNcBNDaQjEqNmb+aHvbuPYfw07H7H+P3eW9+k+ztozbYrtkZzYO3Old01W8twbl3Bitjba2Blcf3f1V23td8HujcG7qSz0lHQ5H7uKnEddFAaiOZLt8Ly8xcq7Pf3RgiuDc+KdIY/pxl14ZFKfhIrXNeiTct7ubPYOZd02ja0v7uNIfAjMnhZZ1DUckKCwqKyBlAJoA1CCN9Mdi/LzaX86rdXwy3p86vkB3T0B1/8ACPa/yUi2x2R1v8J8Pld0763f2PuzrWfE7o3R038R+qc+No4ehpIMjQ0+KnxVaMpAhqaupozLRyL9tuLR+TfcDf72FVl2y+tLaNquafURzPqopoWLIijUrqBWoHENcx7lc7XzV7Z7BbaTBvUF/LIxHcv0RjIVc00yBmDHDDBU46Dr4gfNT5UdY/zGN4fHv5W/JHc/cXxs7jw3y3xPxs3d2xsPoLYW6dt9l/BnuTLbY7awFRlukeoepcTuXG53qbLUWeM9XBIYmxVQIkhUSgleyXztyZzld7/aiDedma3Z5ASwZLlnSMaY9UatUxVy1e49g7OhPzLayrzDyS+w+GtnurzI9qG7laKNSGV5SXaPUkzcVKAqpaShfrl8C/kV83fkj81fnB193Z8r+0ti7ApOheh+4/jv1PtXqf404Ov6a238tcX21uTBHM5HdXxz3Hu7MdkdM7c21gY6SHP5DJYyTJy1pyVDkomSCmQzG/5d9vObdx3mYS81bRfQwXRooELTyh4UAj1ROWhOktH4gArqKyEEJd+3Ta4ec/be22OknLW9Q3skRcSA3P0cYSTiElhCSuHIbwy7qugmLUjFv6o/mWfMzD/yXN9fITIfIjO93/N3sravzk3111mN47E+PWDx3THWHxC392Zsvd/amP2P1p1B1/gMtgNq4Ta2ChH8fpMzHX753Lj6ZymOqWpoFnOsl9s1ty/Y2tuq3YkX62UEVTWyaV0MXVgwaimLK1Jct+E95S26PdOfd92+7bxNhUKLRMgykRM0jMylZFKu2dZQMsahACzOwlfNP5ZfLbof+Wp/LB+SVN8/O0OuN092dxfFDZvyQ7b3HsP4T0+JyfX/AMnJ6XcXYO7c+u6vi9N1/sReocJDPDt+soaLGUVJjQ0ucTLzxmqAg5o+i2T3cXlPQqbCLmWEjuJIjjlKuGqzKxZF1VJXBIVQcAX213m55z9rrjmu9sIxvMtqJkCkhY2W4WLQBqAdHUk93eCQA+CC87//AJhm4O3P5sf8t341/Dz+aFhe0OhO59nd3VvyK210Tl/gt3fEcz0LsOh3ntGXMbqwvSW99ybHn7gq4K6HPQwV9Ck9JBJ/A1xEsRlWnLdldXu+e5Ml/ZV2fbYrKS1B1KrmcFZk1Bg5WNlB7iz1c9+nSA9vd/c2PJHIl5iDf9wv7q2nLKWZY0AaGbRhC57lGlVSiDUjNqJGbYHy3736s/mMfzPdqdyfKHtftH4//FjafxTyfSvQ1fsn4w4M7g7B+YWP3rLtrq/D7j2d0RsrsndG4H3/AIvD7Y2NS1G4TPM+QCZabJzutVGFra/vrfkXet2WzF7u8YjWA6hFrq5V2pXw1YECviAq2QqqSCBPu9k0/MvtxY2Trb7buX1bXlAX8MQKBGF1sXZSGaRgh16o1GoKSrFg6X/mlfL3p3+XN/NU+c3yX7CXtntz46/LLvD449SdJPtDrag6W673Zs/sTCda9cba22/W3X2w+2d77el332PR0mXqM7uPK5LIYjEQvSyUFTJVzTiC+tLxbD2n5c2CFbzmjfrOeXxiREXe3lmEw8ORhAFSOF2ABjZtBoXLKAVcvXo5g575323cYBt+x7PLGpVS0xZJbWOdGZwC6ks4XAYAvkGgHVk2yumf5ouzexvjduLJ/NbeHeWy9zdf900nyt2nu/qr4kbO2NtPsKu61+76d3D0DFsnpfZXa+3tv4jtNZKYY/ced3zK+Mkh+/lkeKaadm6WO3i5ksbBTNbqYhZXR/TLDVqlZoCz0JHZpdqLUsurFCrlzdbzerTlTddz2sWL3PitcW/iifwtNVVRMqoHBw9VQNSi4IJNZeH3L/Ndxfzz+MXwN7I/ma944ffXaf8ALf3T8je1sxhukv5etZQ7a+Tu3sxQ7amwm1JE+GNdTy9N0Geq3WSjlesy1VDHqjysergtS7lvL73U2rZIVnuNii29rQmqfVfWOwlLBmUQiNUZgGYluAoeJ0si2uwci7/vdqYP3pf3UFxEG8QwLbxq6MrpiRnLqtAoC8SSK9CH1723/NDn/mXdOfA/sz5j7owsW9/5SexPkl319l1l8TqvcnV/yBxfZW0uquw9w9F5vG/H2s23XZPLZvFTkU+5Y9x7ap3zWRqaeiaGHFUFKLJ02neZvcz92AW+12NxYizmpJJRG1GbXGzK7LN4UgzR4yQUoKdFd5JvW3cj8k75d2AbmK6ubpLiIOigqjI0dG70WiSqnb5AElm1Ejr8bvlf8+KvcX83D4S0++Nk/I75cfBc7H3F8W+1e19l7S2FB23h/kN1ZnO2+o9kd24DqUdb9cxbg2hVY9sBVZrDptqhyUCw1U1FROJzKHHuU3TkDYuZGY7VfNLIl4QfqfACT6ImFU0u1xHUjw0ZYaqHDMrFjudLfaOerPbrySSTlvcbRJLPVQapYowbuP8ATBlEccjINUulpAXMVAVVQQ6D/mEbt29/Mu+Evxb2d/M+2T/Me6z+THTXyEpu7MZi8p8Jt45DpTt7pvZ2H33gt07fzXxB6t6tyG2Nu71EWRoKbE7mbLymCmmeOWWWNpIT6ytn3aT3JgtttEW3WX0LbfcBzqlErP8AUqY2ZhpQUBLHVrClGAJVgpfXe47dYckbrvJkst1kuLmPcbOkciInh/4s3jKpYyGVRTwdKqpcSoxKtGl/kVvn+aH0Z8of5dvTm+/5iPdW2T84/lf8wNl752xsnqP4DZDGdc9KbAqtybt+P9F1pmtxfDvdeVTdE/XEmHbN1edqc95p3lQQ08gJBPsr215zJFy0J/F8OzuJZZNJWrxReIo0YoGNa6WNPlw6EHMF6Nu5Y3zmeG2VPCntVhhLFgVnl8N6vx7ahlqo9M8ehB3rvf8AmU9G/JT+VH0H2988u06nLfIrtf5sbP73bD9X/CKnxPYGwfj/AEva3cnR+76SrT4tTvsnM7+6yp8DQ7ihoammjixkOiCHH5f7mvke5dnju97t7a7s1aOFZTcxksQraGMA1RlGYSEVPhmo4MR505lW4tuSect72SfVuCGxWxJCiomkCXLkP2ho01OnjDSWAAVx2kSvjv8ANv5IfKT+cJuDrDE9uZ7YvwqoPhBifkn0l11tPbHTeSoO78Vnu192dQ4Tt3em9tz9Z7p7Hi2zvZqabcO2aXAZ3C082IpcLVVAkSryFJOX8qNPunIPMW/7qvhb612irGaN9HEDPpo8ZEdwZ1hEmplPhKxQrrowc5ruzsnNHK3LlnaobOaCR5Z6tqlkAhcp4ZJ8NYmkaIsD+pp1gqCOqnN8/wAzv5L9WbO/mYxbh/nD5XG/KL4k/NmXoj4i/GXszZn8uSOp+Re0MfuPqvH4PHdi9b4f419Z9wZ7G7zr9yZTF5PdO2c7tfHYGnjkr3aJcfUB/bDfTbtyvyXvFjYi83u9urmOe1D+FoSK5eFH8dqR5RfEKgAsexaNQ9CHc7XarTmPcbXdrr93csx2EU5uNEk/hu1sJinhKWldS5VQQSUVtTEhT1Z1/Me+YPyD+OXyl/lXxb0+a1R8MOlPkpuDsnafysxE6/EhuotqVXWHWM+/6Ouxfbnf/Q+5M7t2TdG88hT4Grqp8vDS1WPWnSipqHISvUyGVnNtcPuVzhsIuvqdgtAGtdatGZ1MIYFtJ1xjVpYozFiWKq4AFI92i85i3z2d27mC52lLPnB3VJQjifQXmlRqU0xSGNUrGyxKuKyo+R1B6N+eu8vkP/O73/0j0X/MToe+/hHtL4dY/wCRg2T0/N8OOyOt6TtCr35J17l+uq/t3YvTmX7CO08FhammzP8AD/71Jn4clNE8+QfHuKF0sV2Nl5B9webN5sRcS7XeWUMOpmjEkd14gaTswpR1oupXUhcjJbox5mvZot/9suXtmdVn3v6sTEKWaBrZPEjChiQ/jKtGAoR4mpSNIUqH4/dxfPn+YR8PewP5gnT3zCz3x2XdGa7dzvxM+O+3OoPjpuzpGs636d7G3TtLZ1N8kMp2V1VvTvTde5u3k2XUTZyr2rvTZUGKocjBHQUkNVSSz1Rfzcd45A5dbcb20F9v9vGGng1JDl3qiCVWljxG0dWUEMSRRSCej7aY7bmDnW65XRja7QLiOJbqvik6ggeTwdMbCjliELHAA1MMkDvkb/Mt+R3fP8vD+Vt82PjX3tvf4v5r5YfJb46dE9t7W2BtL4/7/wADND29v6o697QWgl726Q7WyOPzmxNx7RyEO3KqmlpadY6l3yVJXsIRAK77a4Nt92OS+UmvDJy1urThnKFWiEVi90hAB1uXk0xnIAoWpQ0BJy/ur7jyP7nblLZo+97FB4kbaiPGf6xLbQQCI41KEtkM1ad3qP8A8lO9/n98ARu3aWV+QNZ8jZflt8nPhf8AFL4D9lfIXZnQCZPrfefdKbrpe9Ny9kbV+NXVvxxot4YzYdLgZMpjaWppKUVbGkpxUN/lIkJbPxN7l2Hlpo/ot0lNw11cLSXwUiRpk0wsQjl0TQNMh0s+t6gaOnYZ329Oaucb6P6nluwt7cxW4rF48ssiQqjzDXJHqlkFT4f9mpChTqlC97l7t+U38uP5P/BjEdpfK3fvy/8Ajv8AM/tuD4sbtxvd/Xnxx2V2B1b3Rntr7g3L1rvnrTcfxt6U6PxlZtHc+TxEuLzOIz+Py81Miw1FJXIxkikMNgT98cy3/LcliI7d7WaaCbXUr9LC0ro0eNYloEBJQoQGGsVQlnNG4y7ByW3N7TFrmzmgWaBVASZbqVIgdZ1tD9PXxCw1K6hlZVw63sRyF/1Lp/r6r/1/wB/HssglMsUMjLQvXFeFD/OvQh/0SRBwWmfWo/lTrXU6R7N+efef8zz+aZ8NZfnF2LtDoz44zfFXdfW27dtdT/FBu4uvarvDqzc3ZFb19tKp3N8b9x7FznXs2SqTSzVO58Vntw0+Ow1BDDXGqqchkXL7C6lPt5cb9cj/AHZ200aLKQCk4d2V2KKy+EY+zt0sJCWYMgAUvc1Ou281e3S7fZgbJusN69zHrNYjbhFiVWdWZhJqLalYaGWjKytRS3UH85P5P9efBbeuB7BzOC3t8w+vv5pM/wDKO/047X6M3HvKHd+6MNuuhfNfIql+L/VP3+b3Dvr/AEMfe5aHam22raGq3RFBFT0slPL/AAv2f7qlvfX3ISWsD2Fju0V0bwj/ABk2LW6uY1Cko1yJisahkKBGmq/ahHTcW37ls+8e5FvuEP1dhtNvZTbfR0i+v+rVGaJiAxtCmtiTL4mpUAVtTEg33xs+Tfy2i+e2xOmdvbx+efyv+JHbHRW+Mjvbtb5i/wAvrcvw/wBw/G3u7r2uiyG25cF2LL8KPhr19vTaHcO3c9Jj/wCCVWEzuTo8rh4amKuhp5p6aem3RtuCcyWV5B9IsKQm1udayeIWLCQeAACugUbvY1pjFeiPmC9n2zb+Xr/bofqN2e5kWe2qIwY9ClG8Rqgd2pOw1HFviWhZfj3uf+an8msB/Myoepf5iXeWW7h+IPzU3N8fOhNpbk6m/l8Y3Y2+dnbMo+ttx5Cl7Uqh8NcTlqvdGUwW4MnCldi8tgKNZzTN4UCSeTfJN5bbhyv7Z82bztYeK/l3Rb+MSMugWtxJBagOuW8TSrOYkxUg6fi6MfcyG/tN65p5b5TaO3uTtm2zWkrKZAst1Ast0AkkgBEFf0vGcqSQSJAChOn8wtx/Kmn+T3yVwvVfzs796j2V1Z8Fh8mKTrPYvXnwvz2G2xvx8hvzbO1qFsr238Q+0d61uy91N1Vk62rp6rOy17V/3ApKinpFjp6cB7/zDuGwcq+5vMMdok77S9h9KGOkSC6M4lU0+ER+EoBcEtViDwof2EIvOYPa7ZptvWOz3W4u4rqXUxYeCtqY2C6virPIDoopCp211FgL6J+Q3zN3x/K2+BXyP7C+eG3+s8b3nPsrsr5ufL/uDF/ErrHP9B9Ubr2dk8li6LpZ9ydT7Y+NeIXcPa+KwW06Y7q2puzIpBuyVw8k8MFRSyNv0FhZ8ybfZtdGDbDA5UBS/wBTI0KONRNWjETsRQFdfaakBlcG7RfXd7Yczy20P1W8xXCqkX9mIY0nZGbXTS5eGPxDqaiVdQAxTSu/5YPzU7K+U/an8zj4wn5lU/yj2P8AHffXWWN+PXzU65p/jPlt31Oy+9eoarcaGLK9R9aUvxr3vuzqPd2GrKanq/7oS4+auidMhS1KI1KhRfLfHkG15hmsfo94EkikBhJqCzhUahqqEqaEEUoFIUElmfe8/d3PljsyXX1m2XlusiqwCCF0irKlUCyMpcU7n1AlmD6SsaAV/Ls/mWfKDbsfyq2X8zuxtxd95/BfFjqn54fFzLZrYnVOw+w989J79xmf2JntgJt3p7r7r3bOez+I7z2guMoWix8lVVvuClXyMGiRaM27br7fQ3O07WI+eYy2uMOCJdUlUo0h+njCxK1e7OoA9w6OLxba29wNls5Lpk5KvlCu5FTamM0d6BfGnMutaKqgR6a51dBn1J/Md+a/xg+F383b5KfLD5A13yO7m+FnyFrPjl1d1pketem9sdUUO7cxtPpNeuqtKLqDqrrLsjcqZLtHuV6bKQ1G4auR8HjYo6cU9V5a6o1f3drFyhyxd7HN9Zd3/iL9RpaKrwyhJaQvjt7lIoNRWqGh6Ntj2x+YefbXa72Fts23wWlkt1YXLBWgeSKky5bWyLo0KWXxKOHp0NHXfy6+be2vkf8ACOj2L2D8/wD5f7N7i3tk+svmPsD5A/yvexfi71R05i90bYGVw3f3Tfbtd8H/AI1vsXbPXO98G9DNhN3bu35PkcDmRCZHyFOuT9iCxjshv3MWyzW5/csceq2vCxRiyxs+hrarODK9IxqbsI1AsD1G3743ebkja9+n21Yea5HQNZrNFKArTeG7C4FIXEcdJW0ipB0galoZG2vn3lelf5tnzu+Pfy9/mf4fqj4+dWbA6a3N0LsTvnO/BbpbFy5rvXaW59ybposRu3NdJ7I3xvWm6hqVxqYKJ8vVzQQSR/xx8u02tgvtFxNccj83Xi0ud9s7i0iiZVKnTIXMr6RWPUAEUllZKP2qrUIG/MkN9ab57bPt9jTZtxivZbsDUyxm3ASGMsWZwkrMzEqyuWjAD6dSkMf5dPef8xr56fF75Y7o6x/mC713zujaP8ypvjz1p29R9ffB2fEYX4idWds7HbffYWyWwXxlothb439vvpPdGQqY8hW02UxNTU09DLjKKmDTLVCOax8Ow9tru4jMFvc2t3JfEdxZwZlt0CkkqNcaoPDAoWZpSy0oG35glfmL3L2Tbtvin+hFkLDuZWcylTOXcnQQqEv3KuoAKhDGvU74X7//AJn/AMiu5/mJh8H/ADBe4N40Xws/mi9edAtsHeXUfwTxOB7M+J+G3Hsev7jXemZ2r8Sdm7mj7Gj2NmMhUxV+CyeEEkdMYaWkWrkhkUl5P3AbvytsfNe4beD9TJeJJEHIC+BM8Ebaxk1IEhAA/hrmvR3zNH+796uOXrK8Edw1payxyFC9DNGssg0EgHSKqpZgK0YhgNJDr58/zD/lP8Ltldndu78/mU9I4T5Z9bfKva9NS/yztp5f4XZfaO5vi7l+68HsnZlFJ19ltkbg+a+O3p2T0Lk6Hf2RyP8AflPsDkphFS0NJGkdOZcmRjduZ/bXZI7c3+2biL1dxuT+ibdoop2gZEUjXrYIsYAUKwpIJRUuWcxJua7Zz3NbK9lLa28Mm1yDw5Pq3PheKjrIpESKfESVnUl1DGBoyVZNshKpamliqYhpWVFkXUBca7Ahhb6g8H2zJE6XCW8nmTq/IVHD/IenUvRc7eL+DFQNPyqQDxH5cPs61yNrbF2B/MW/nF/PLrH5g4LbvcfTP8vvaXxn270D8Wezsbid8dJz7n796f3FvnfHf+7ep89SVG1d5b/p6fIPg8PkctQV64mheX7RknkV40PKdtb3nI15zlcxeJvV9NpMlGH0q25miCUBEcvjgJLqCKV0aO6hI3zVJPt3M3I2w2d54G2tbzSOgVX+tMixNXWQZIPpW1x6Q9JCxOlTg1P9JfEr467T/kV/JP5f9a9a9e9H/Lf4x70+bPcHSXyb6m2ftvrfvTZu6epO9u6cfs7bqdp7YocPufN7Eye2KX+7c+28jVVmDqcPUCjajZI4FQrn3a+23lj2O3e23bw7y+s5GnYxq/1Za5eElgwZYqIdJAUBgfUV6NJraDcfd33w5RuIRNs1m1osNqSVFrr21bg6ZQQzlpQJwddVI0gjo/nzu7v7C3fvf/hOd8gMj1bvLsPsrefaee7Dy/UfXcnXOF3lldybv+JtTlMxt/b03aW/eseuaGoxlRlJXIymfx0Ihp2UStKUjcW3ltBtHvrzVtljbk2kEF7Giaj2L4SDLMSW0g6jkk0oK46jblm+uOZfYLb9z3bdEW7me1LTaO19N3IFokaigcIoXsBAILAHV1l/nH9+9rdpZH+VXgt8/CT5PfG/FUX8474M5im3p3Tur4YZ3bGRr6XObvhh29Q0vx3+XPfe8kzlVFVPURvVYinxogppRJVJMYYplHJlvC/uNy2WmGr6Xcuyh7v8QuSCGGBp40NK/wAjKE1xLbcj+58yR6ythAQQQPDpdwHUQfiBICUGogsDSgJBleoMLQdy/wDChf5Ybl7GjXK1Pwx+HXx82T8dMJloKaqx204fkSu7d4dr9jbWpqynMmM3hmKjAxYKoytIRUPipJKGWUwsIVDft/ezT8oc6btK9NzvLu0SSQAAmNBPSMgAKVrRsAUPQe5vgW3vvaDl63uB+5VXdbhoKD+3/RVZdZrJUKKAB9FK1FeryMj1J1vl+0Nr9z5HamPqe0dmbK3n1ztjeZesjy2L2P2HmNjbg3jtyMQ1MdJUY/N5rrXCVLiaKR4pKBTE0euUSGcEslqLwwHSLjR4hoDq0V0ca0oWPw0rXNejC4jhuobezuKtDESUWrAKWADHBFSQoyfQdCQqqOAP9fkm1+Rb/X91FaZ49PEVJY8T/k6ye/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf8AzAF/9ET968+rfg/Pr//S2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da6rL/m2fGf5D/Mj4Od0fFb444zpqTdXfO332NnNzd2dnb26329sfASTU+VO5cXHsbpfufJbyzEeRxcFOMXLFhoGhqJJjXhoVgmIt122TcX2yISaYIZlkJoDUq6OopqUgHSRUVp/Cel223Ue3T3F5pLTspULwwUZCa5FRqBApn1HSG+Tfxt+Yfef8q7e3xBwWzPjhhvkB2t0Tnvj/ALpXM/IDstumtm4jO7YzO0DvjA9h0Pxeqd8b2yNJQiirRh6jZ+Djkmnmp/4giwJUVJzzk7cyb39fYVjtJ7oTSA0JTS6yhQSQXqQF1DTQDUV/CSD28t5eT9rt9vvGMz20UiRtQL4niB1JIBfRpDlqVep7QQO4Frn/AJafyry3xz/lt7gp5fjvsP5y/wAr98Zh+q3pexux+xvj93JsKfq3GdM9nbP3lveo6Y607F65j7b2bQLP91RbWzr7drqeEKmVjLMDHdt2mfn/AHbnjaoNKbpr+utjQlqhkiKTPQK0asCpWIKxBDpUq6kvL/LosOQty9vNzcyWQlWSC4HadYma4zErGqa2ZWVpKsCGVloUJnOtvh18gu1fnZsb55/MOn6Z2Hmuheot8dN/HjoLofsTevdm18DN2lLg6jsvuPeHce/+n/j5m6/d24sdiIsHSYKk2lDQ47H05nevq5qox0yHaIrPZv62XNrV9y3g24kJqBGlszMoUVIZmLmrUUBRTSxOoH+5rcbpDyvtckYG1bZLNNmhaSWaJYqggqUREUVUhyzZ1KtQys/mC/CTfvyJ3d8VPkl8e9wbF2z8p/hR2duPf/UkXaRz0PWHYW1ex9qHYPb3Um+c3tahzW6NmYzfW0GjEGdx+Ny8+MrKSJzQVSMyhHZG62bf499sIw6TRvHdRYrKjR6EZHYkRvF8S0RlbIZa6XVTuFvbbvy1u3LF6rLbT+C0bgmqPDIJFqoI1oxGl1LK1KFWFCGSHXXw3+Qfa/zq2T88fmDD0zsHN9DdQ726b+PHQPQ/Ye9O7dr4KbtGXBz9mdw7x7i7B6h+Pmar927jx2IiwdJgqTaUNDjsfTmd6+smqTHTO7baWG1w86NEpfcN7+nWUnUAiWxd4wo1EMxZ6luwaRQqxOoJ9xN3uKcqbfUR7dtU8s4JAZpJZY1iwagogRAKEOWbIKioYJPh98Ofnl/LopOx/jn8dMR8Se7/AIf1vZu5t8fH3Ldt9w9t9Idw/H7bnZm6M/vHeXXua2Psj4591bP7twGztybjnqcJKNybOra9HmgqZqdZYJKPdjJKdo2DbN2jDXe2rKi3CgKJklkaTUYlJ0yDWVcl2VqKY1jHYHtwt4Z+buaOcIC31G8fTtPEchZbeJYAUkJ/s2RFKpo1ISwZ5O0hV7n+I/zHyn84jrz514/bfxvl+Pmy/jBnPi1VU9Z3r2XRdy12H3fvTbfZWY7Ep9gwfGfIbIiyGEz2JmxdPgm3aY66kKVr5OlkJoV3scUG1XXPks6Fk3aO0SPy8H6bxSzYJMnimQAhtHh0qC9aC+6zT3mwcqbbDUXtjdzzytRaSCYRqI6E9ugR6ta6ixOkqANRCH47fy3PkvRfL3+a72F8mttfHWf42/zL8VtHBVWH6y7y7K3f2ZtPAbB6syvS0GEzO3dz/GrrrbFb/pA2tuCqyVXU0+d/3BVUaUccOUjkasjKxt8l97a/1H3K8dLwyu/jKoBXXMkukKjChTTRXD1NQxCkU6YuBcWfufsPuJsklDYQRRrEygh2ijKiQszGmpjqMehgBVQ5Geken8u7+YzkfghD/Kpz++vi9S/G2HaFL8fJvmDgt99nP8jKv4t4ZI8bj8APirkej/8ARfSdq5rYNDDteryh7WnxVLFNJlI6GaRFxrm+5TT82bjsu8c0qPHiZ2uUAUC4kH9iymHw/B0FUcgCTU2rXrBPXtujl5Wl3255ckJa4IaBSFHhNJifUZPE8UOHkAH6VBQpoIp0I/zA+AXyvz/yH/lrbz+ImxfjFVdMfy7aHfMmF293X8i+2usN170be3VlX1BSbOpYNm/FLvfH4HDbRwNJRV0eYlr62oyM0ktM1BSrElVMotNzv/8AXE3vn/c1ElzdJcKUGlAzXNu0DOCoouknXoEYBHaCOPRF/VLa7T2jl9qtnneGzdrYiRg8pjFtdLchf1JGeUyUKs7SgqTq7+HQAdpfyXfkP3p0X/NgrM92d1P0f8hP5l+X6G3KnVnV2X3pvn41dc1fxqqaF8JgNy74rdndRb47If5DwY2RN+Zz+6OJanXJyLHjMqKQ/fkljZfuPlHkDl3b1W4bZHvmcafCFyby4acagWfQYSQCwZjLxKpw6GkV/Hc8xX9/udq/0EsUCAs/isPCgSLAXw20ArVI6qFWq6zXUBhyPwk/mD7o+Xn8un5TZLr/AOD3X+2vhvtDu7p3cfx864747abauM2H27tHr3Zg371ZvOo+IG3Wq8nhsVg6laXY1XgcPi6GDE0cEefk/iE8uOP9umS05g5u3qeZpIt3W3BB+KEwEkkn/RjITx/S0+jcegPccvq/JPL/ACxBVLja5ZXR6LSbxhQqE1AQCMBeLTaskaaBSKnx6+I3zS6u/mc/OP5jbv2n8ZX6h+UWxOp9k7Pxm2fkD2fl+x8Afj1t/d+39h5TdO3st8WNu7ZhHZSbhhqMrBR5ur/uw0bxwPnBaQkXL1q+xcl7psWkybpJIrxNhQPjDKRqZaUfVqJrVNOnuqBHzAp3TfeUL2F2j2ywSdJRpBLiSjK3xBlKsNIVdQYEszLQAlw+K38vD+YL0T8P/wCZv0Vubafw7yu/fmt3J8iO3utanb/yd7pn2htx/lNBUYDd+2985nJfDDGZmhTq3CSCsx1bj8XkTueqJpZqfCxgVZd3W2kvuUORuXbW4Me47LZyW4m0g6xLLJIX8MnSp7wNJZ/hqGGo0fsfDg9z+aufplP0e6SWrmD+D6WMqq+LWriQk1bw00A8HoOkH2R/Jt+UtP8Ayjdn/BTqvN9Bby+Q+9I/jNP8gO0u0+1OzdlbDxMnxvk6ofa23OsJMD0h2tuTceztt7Y6hxm1cNS1dDt0rR+TM1XkyNRWQVIiTemsedPbffNtjY7Hy59UViJp47XcTK5JdpGhIkdn7RICAqUAGoA+bluTddr91/3ndaN55qt4oGbw0/QS37IiRGyLMREqLSqHjqkJAqcj5ffCP5SfzFOwPjh118n9l/FbZPwp6j3btHv7t7r7bHY28u++w+/e5tm7TxVRtfqCsg338cuptn7I6CwXYmVy65jKK+VzO8sHR0kL47CpX11JAH4LOwj3iTeb22a6ksqmwiP6YVpozFM7OH8gzELIkgJApSuBPfNuUnLl3s2z7hJZbluAiS5uQscmmKGZJdCxNgmbw1BdHjaPVVSNNXKB8W/5Y3z5+NXxJ/mffHLaPV3wO2TJ80e2u/8AtTonDde/IntfEdb9KUvyG2pgOuX6/q8LB8FMXR0G3emdrYb73EvjMY1NmpkjxpocRT/5ai26lfdOXeVdi3I+ILKKdbg8PHMs0sqmi08LQJNFEY6tOo0JoBFb7jYWPuFZ842W3stha/TlIC1NbRRIkj+J3MpldWkIMZCFtK6gNXR4dv8A8vDfr/Mvo3537kXYOJ7A68+JOU633h0fhOwdx7g2BmfkNteDcO2+lt6U/ZVZ1NtbJZbDbR657f7AwU+cm2pRZKODNwPFi3EbRhQ+4XNt/rnfRMHh5jNmwiooEL2oIZxIas5akeDoULHShLVAH27a5YOXfbPZtwuGefl2S+pPShkivKVjMKtoWjDxK6pDqJAKCpNe8vUf8xn+Wl/KU+aVPS9tfGb44dubJ7J7J+Q/Q++urM3uD5N43PVPbHeOe7OqPjvTbE7e+O3UWLw26975jdVHsjbc1JR7jly+SzeunoKGrNMpJrq9n+j9p9s26P6jdLKG4hngYLGNwXXJI0ok1abYwI+rw1akpjC66udJztW2wXnPPuRue4Xj22zbqLd4XC6ztrRQIjGmWu1kKMxZ1Bi1nTHJ4arJse9O5jf25Oq+t892hgqfbHY2Z2RtnJ7727SGMUuB3fXYelqdw4elVauvMdPjcvJLCimedlVADI5BYiHfbfb7Pet9sdouPH2eKYrBLQr4qA4fS3curBo3CvQW5IveYdz5W5Z3Hmjb/peYJIWNzDrjk8KSpGjXEBG9AANSCh8+qvt1/EX5gZL+cX1/86MRtj44P8d9lfGPPfFuWmr+9+zKPujIYbd+9NudlZbsWLYMHxmyGx4Mnhc5iZsXT4Jt3NFXUpSufJ0shNCpTy9/usuefri8BI3qKzQDH6X0nimtQTr8TWAQQmilQXrQCzeiLrYeUdqsYz4223lxcM2KP46xpooT26QhYP3ai2kqtAxSHwt+Ffy86I/mBfzHvlF3FhPjlT9R/NvO9Wbn2zTdb939mb17G2NUdH7Gn6325j9wbY3N8betttZGPfeIr5MnWz02fBwdTEtFHFk0katjCu6pHZ+0G5cs37MLyOYSl6Ag+LcxPpIVqAIFwwJL1yqcOkW42A3H3K5f5qtZSLaO2W30FRkRwtGZNRaoLEg6NBC57z509/ykejvm/wDLz+Rh138SOtKL43dQfHjvCP5D9d71+R2X7a7I3x3zjOtdz/Ibuam7KpNs/GRfj1trrobpy4qa/C4+rqe1HpqWkmXJvA84GNUf822D7xdcqf1ij8O2g1PJCCHMjIf0/wBRGTwyrgE0DqQaMrDHRlebhLsHuP7p7lyzds+/ma10MVVVhZrdATSUOJQ8RckAQsjEeHICofq5Ptf+WT2T1J3n8PPlP/L3zHV2F7F+KnQUHw8zXTHeuV3btfrLur4qrX7frcdtKu7R2HtjsDdPXG+NiV2IkyWIySbW3FRVWQkVaqiESksmXdd3/rNzpvVzJ4tlzG0L3kNEUJJao4t3jYh9Hc5DCFImaOkTPpHRDBsccHJnL/KcNyyttNzNcW0zBpHaS6dTcGQNJViy6u6R3/UJfSScCX8nfkF/MR616Ep4MZ8d/jRT/JPvLt3a3x96X21s75K9o79602BWb92/uST/AE39i9jZv4qdbbnzWE2BWYw5LI7doNo00hxdDM0WVkmlSKMLb3tce7x7Vy3CWM+5CYXFwaAQi2QzRFYgf1CwQJgppOTqFQRHtd4u3Xe6b5vdr4uy7eYHWFWoblZJYoXQuoDQ0aSuqjkgYoTisf5SfCn+ZNjfjd8C8btT45fDePaH8qDfPXvyHwO0dt/OfvHf3Y/fmF+OPUu5ttUPWOGGV/lydbYLB7531BUq0OSqaqWlbIkLLGkcrSxDW95ogsudt49wtwt2NrLDcIYtRPhCeD6dD4gBZxFqBCiLuC6e0Z6CO4cr71zVyK/IN/v/AI+9Xk9o73fgRp4r21ys6jwEZI01ACOqyKB8ZDZHRhf5n0nWXzW6j+HvXuye19tdPfzDcvv34696/G3rzb+9ts5Lv/Yu3O1a6j2f3luJdk1FTgt6ZTqTb/ReZ3lJn8p9hTUFsD5rGrpoaYkacuWdxzrb2N65u9ntHuBuRGqLWvharUHS2pSZPDakBJwPE7Sejm35o3C25Xvt4itTEL9IxZsQGBdZQkzqSlCUQyAiQAEMaVIHR4Pnd/LnxHyd+JXXXRHTW6sb0f2B8at99OdzfEveUuAG4ds9adqfH2tgqesEzO3HqoXyG0ZMak+JrI4n80NHVtLGsjRLDIp3a/3mfmiHni0uAeYkkld6qhExmRo5AwIESjQ8hp4ZWpHb2gdV5Z2nbuXeV7jkuGM/1fng8FgNVVj1rKKVYuSHQH4waVFVrUCf1RnP5kMu0MzH3b0p8KcRvXB9bSDb0XVfym7x3Jtns7ttYKPwpmq7d3w42nk+iuupKmnqCXgpuxcnHHVxjTI1I7VqLfbf942e7Jt8r291O0fh1CSGMKwLaq6VkYqDnsFeAGKa2m2urCDbLS8uBOIVcO4URhyalaIGYqAaD4mNMkk16r32b/Kh7b3tg/5WOe79znWe0Oz/AIJY2q2L3LTdVb43P2JtLvHrzB4/a29tiimy+f6i6brRNB8keoNlbwbEVeIhpcSlJVU8NbWsFlnEdjf220c3Dmna7RYrfwLiP6cs7BfHtpLbUJWJYsiSsynTTUeAoOneeluuduWudeXWka0bc5LBo5lKv4a2c8c8qFKJ4i3HhhGBdKKfxgspRe3/AOVB8he5dtfzYuiflViugtmdFfzGuwJe2tn7n6V7o7B7O311Rv3A7b6y27sury/XW8vjl03tbLSrm+tqfc1bWU+4Q5rFTHmCZCcigD2DaLra/bfkzlg3unmXY7i9mguDGpWt7dG4kQxLJoKhaRai7My1dfBc0Ahut5dfcibm2zsy20z7baWkkRfSf8UtzAJQ9C2qTU7BQumIlQTMo6Evsn4P/Pv5odV9BfF35pVHxU2d0f1f2D1h2L3d2T0V2d2v2N2H8pZuk9zYfc21NmS9Q796J6w2z0Lt/f8AuPD02Xz1VDvTe9TRNSChpI5EqGrIBdFcWt3zhsvPW4WJS/svGdINVV8WaJoqmRNIMa6ywUJqYaV1IanoHWu0nYeSt85I2KYta3kXgiZ1BKQeMsrAxliWlIRVD+IFVqsUYHR0JH84f4W/Kn5s9efHHr3404v4/fb9UfJzqz5I7uzHePcHYnWzySdNZumy2E2VtvG7D+P3dYyi7zSrq46rJVVRQfwcwRFKTIedxTlVnHcW3PfIvOMjahsk1zJowPH+otnt6av9C0a9VdEmqmmi11A+8O2HKXPHLcYIO8WK2ynj4NJY5C9Cf1CfD06CyDu1a8UJU/5/WQ7FXqX+U9koNq7Ml7ZT+b98Dq6DZVVv7NUvXs2/1g37PDtuo7Op+ua7cVNs19wj7Z84m0pq5KEmqGIaUCjJnsMbL7l7CtkpeAw3hBNFJ/xS5LEglqELmlSCe0Hz6W7Q0svI3uH+818Kf6GASUIagN3bCvbQGueFD0b7Yvwq+QPd/wA6eoPnT8xaLojYD/F3rjsrYXxr6E6G35vvvLFY3cvc+OwuJ7J7l3x3P2P1H8fMlPna/bWNbC4/b9DtBaaipmapbJTSytCifb4Lfb15yuH1Sblvn06yE9qolmX8IBQWVn7qaxoGkUKuzagF5reS823k7ZrDTDy7t8lxM4K6nuHnCdocsHiiVkDlCJGMulleNFKOH3xE+G/zt/ltY/sv4/8Axl298TvkT8S8h2TunsXoUd0d9dxfHHtjonFdjbo3Fu3dnVGRw2yvjH8mdodo7S23m80anDZGKv2vWStUVSVMFnhkhatGvJNi2HZ9yZWvduSRFuVRVEqyStJqaEE0lGoq5LlWopRYl7AYX9rDLzfzXzlaq31W8/TvPCSSBLbwrApSRjiIoilUCVQltTSYIfvmv8RPm53r8zv5cfyF6wwPxiymy/hduHsHe+/Dv3u/s/rrde+dwdvdeVvWO68NtDam3vjX2zhcXh9oY94stj6utz7z5aZ3oZoKFYxXS72i3gsObd13i5Vm22WIpGvmmqHwyxYEFyGNdJVQaUqAem9y/eN3yLdbDHcEbxPJE7vpSn6MxdVAJ00daAtUFAKgOcHFjfhj8xKD+dFu7+YI23fjbL8fNx/FLHfFGDGDvbs5O5afGYPedZ2dQ9jT7L/2WQ7INbX7imTES4Nd0slPRFsguSmlAxzKNpnkteW+cdlu6mfdLmGVGxSLwY5Y9FAe/V4gbUStCNNCDUJ+ZNtXed25E3G3Yp+5/HDClfF8enmWHh6M0oJNfnor0jvhH8Mvnr8c6f8AmVZbsHY3xLrM/wDMTvvsf5M9YYbZ3yc7ezGHxG7uwNq7Z2j/AKMt/wC4c38N9s12F25i6XbYqjuXHY3LVMzzeH+DRhPM4b3LZjf+239S4ZzFuJaSs2kN/a3Pj/2ZcL2L2D9Tv+I6TjoUHcYx7jbPzgIWbbbRYB4RoDJ4EIj+MEsniMKnsPh8BrGeigbf/lLfzCcJ/Ierv5TLUvw6n7anbI7Gi7OHyG7oj63/ANH2U7RyHdUu+Hib4hSbpXedNuKsXBrtsUZoZKIHJHNJJbGk/wCdWPNu78u36ViW2UiVcNUqkITuqh7jGSdKnTUA1Geg/wAh20nJ268xbi8xm+qlZ4hpCAeL42sE6nJ0+IKEqNRBFF49GZr/AOX584e0O8aP5R9qYb4rbR3x0b8NezfjD8dOiNh979t732ZvHeXdT0FBvztTtnv/AD/xi6+z+xsTi9s4enpMft/GdeblMs7SVD5CIhYyXcy2Me7Re81/t+qLfudDt63DEBhBHt8viR6VLqkrtqepHgACgIZu4V5PsoeWNm9pOWGjZ9q5S3C7vEetPqZLuFoWQLVnhVV01ZnnJOoqqigLZ0z8Ev5h/T38q/48fB6m2j8P8z2x0b2P0NHX56L5Q9v4nr3dvVfSncGxe8q3M02dqPhJnNx4He++8rtWo202GODq6LE0VUuXTLVU6fwsifcdziveauXN+kti1nbxTiaEnDM1usMP6gKuAGBkOhckCM9p1hFs+1NtMPMUXiF/qpxJHRQKapXkfixr8QA1UrkgAihHHLfy0t77e+RHzy+VfX3+jbcW7/lX0Pt/aexuld57y3Htrrjafb+8tn4LYXyT3Bl97Y3q7euRoMB2Xguo+vHNXS7crqqun2/N56OnE4YAXfdkur3265q5Btbv9PdJbdjJoFYhBI74QuBIG8RjpLp3UzjAotrof1u9t+arpSv7hadnhBBFyZhGE7wB4RRYwmoLJVWJoDUMZn+Vx0F8gfir8Ieh/jL8kKLqob46E2Nt3qzH53p/sreHZm1t4ba2phMfQ43dM9bvfqPpzNbYytdMs0TYcUWRp6OCCIpkJjI0cI85g3Ib7eLfGviyIolBpxRVVaEUrULWoVaE0NaVIY2WxutufdIZWratO0kZwP7RmdhQVI0lqCpyACAtdILp88PiJ8wu9fnF/L2+QvSe3PjjkOrvhdu7sze+5Iu0O9eydgb/AN7V/cGw8h1hncHgNs7W+M/ae3KCj2fhngytLW1Od15eqeShemx6RrXSkHL8X7u5p3Lfb2otJ4jHpABK1hMWqoNSQTq00APAsOPRjvsTXXJl9sFhU38rxPqoAB4UviBaM1CHGGYkFBkK57TBwvw1+X2P/nUbn/mAVG3/AI4/7LruP4rY74oLQQ95dlv3TR4bDbyreyqXshtiv8a4tjT5Ku3BMmJfAjdixwUd68ZSWQCgKrZZmsNh5w2q61C53K9t7hHoCIxCJFMdATr1BwdR06SKBWrXpjmSxXed19vdwt3KjZEuwwoD431KFcksDHoLGlFk10zorgItydO9F/KT+ch1j3V8fe5Nmb5j6h6t3dh/nts3rPdG1t77WTsvozeuIX4gbX7gO2svVPtDunZXYWd3Xk6KgyEYyIpdpFZ0gWkphLvlFpLFedt1TOy3xtRbHyZlRkuGA/tBjQveApoClanqvM+vcbTlnlzdKwcwWbTvoKnUI5CrqpICx0qpcVJbuIFPMa/nt8Q/mH3183P5fPyA6Q278cKzrD4Y7r7J3puQdod6dk7D39vOv7e2NW9ZZ3C4Da+1/jN2lt2hpNn4QwZSkrKnO68vVPJRSU+PSNa6Vjlyu183XHMF6pezME0SqKDE1uYdVQa1QnVpK91KalrUP8zQS7r7f7xynt8xjvruS1fxNKsE+mnSXSFZgGEgUoWLKY66gJCApZ8P8LvmJiv50O7f5gJ2/wDG2f4+7j+JuM+JkGOXvTs2PuSHF4Held2fRdj1GyW+MzbI++yO4p0xEuDTdLJTURbIDJTSgY5qcviTZOVOZdgk1S3d3NC8b0VQvhrIhFNTVqHD1alCNIBB1BPzHtqb1vnJm7QMYv3WJw4pq8Xxh5ksujTwGlX1cTp6Iri/5Mfy27H6/wDndQ9xy/HXp3uruT5mZf8AmHfDDvboXvjs/sXdvxw+SMeH2xiNtbczq7v+MHTzVWy5KTbDUmYydFLVSZCgyUqDExzU8E5T7al5y1yvypb7Ef8AkS7O17pfGi5S/mZpY3jk1xKqRsUIdZVlpr0qwCkQ7pc7du/MF5++tq+q5RvLWCKaItpKNbRBIplZSJNZlVZFCMhiI0rJkuDwfOn4s/zFfm//ACp92fEnduC+HmI+V3cOE2zsvtXdeO7x7fx/QuJotv5rE7krew9kVR+L+W33kMhuDL7Zp1Ta1ZiaSHGQ5CQfx2tajQ1tOaNug3vcdvm26L6fb45vEMdTJoKujqodirMDpIrkr5huJY5LvLvl03TblM11cIrrE5VE8RZEdO4INKGNSMhKSHNI60Ag/I/4Bdp/LT4IdGdSbzzPXfS/yu+Oe8+mO9en91bVzW4e5eqNnd/fHvNmv2FW1uTzOzunN07r2VubGJLRZXTiMVW0cWTm8CztTo1Qdcy3tzec43XO/L7eDubyySBCFb+1Vo3UmSqYjdlBaMgkBile3oO8iba/LXJ8fKG7yfUWJhMUjUCF08USqdKOxU6gCQsleKhxXUE1l/hh8u/lz8g/iP2l828b8cOp+tvhhvWs7t2j1f8AHPtvsnvmXuXv+p2tl9qbc3fvLc3ZfQPx0fq/afVsGTqK3GYqgpNy1WVra7/KK+ljo1Wrrt7QbdzBv3M8Cn6u5iEcCNkwRtEYplMgISUyppFTEugiqmhIKe42VrjlXbuT7pvGshL4k8lAqu0congKx18RGjk1GomIYEalqAQiO8f5fvyx+UexP5j2wexT0b1DkPkH3D1N3r8Qe1Ove5t99g7p6t7E+P8AtLp/b3U+a3vt3J/Gzq6LatbHuLpWnz9ZPjMxuNo1ztRikEsVEldXE7WS3ex7RazfpbrblzLJ8XiB5CSukMEUBKRgrkjvNGNAP7TeRt+82VzDatLt8KOCCwQuWQhWyHKlWIamRVQMgnp0g+BHyX6r/mAfDPunozafx1n+L/xW+K2Z+Is0O5+7+xNm9xZjYO78l1pVTZqi2Rg/jVvPZ1bN1vTdfH+HYuq3XDFnKiq8klXiiCWOra+nm5091+Z9y7bbmP6Lw41AIg+lDsxDatUgdn0hWEfhKoKl6kCP7LZJ9m9u/brk+1vGuty2O8u55LhlCG5+pVU0FSziMoAXMgZzIxoVX4urtKpJfBKYYoppvGTFFNM0ETyjmNJZ0jmaKNnsCwRyo5Cn6e0j+JHpljj1ypWgrStcHJ4UHyPQgeJJgY5cRvTUeNKZ4VFf2jqj74cfEf5+9SfzIfmf8w+5Ou/iFi+tPm5T/Hil3JgusvlR3Jv/AH31Anxy6d3P19iZsLi91/Cjqzb3aL7+zOTppKhJ8ptgYWlaVkbIyRpFK9sXh7Vyhb8rTuS8JYrIBxLSSS0K1NADJSuo1pwANB7mXXu248q31qCo2xLhKY/VE5SpJNPDKhaUAeteK+Zkd2Yn+bdiexe+8Nsao+EHZXT+/s/SVvQG/exN7dtdW9k/HLC5DAUuFy2H3V1Js3ozsbbPyNo9t5ajGbolfe+x6zKT1FTRTVtFTyUslCQzbbPuuwy7NuVw0V1Iw1XCqrEqJRItIqhQ4UeGDXThXIJ1ArI3t7XfLPdhC1zt0QUm1qI9ThNLDx8sEdwHPaWWrKpA06Qn6n+C/wAsfgF8UfiX8fv5fvZnT3YNR0tvPP575DUHynTc2yqX5PY/f+T3VubsCak7I2Ftbt3P9K55N8byq8viHgwG4xF9tR0dW9TTxVJqxJul6L3eo2tdv8LleOMpDbLIT4A04/VkDSy6payPXSNTsECJpUEdrt941tvG47jugfnC9mWSa5EKqrhXIRBCr+HGIrfTAhAZmCCSQvIzMV/0L8K+6Mv84t2fzFvldmOuMH3BN0FRfF7qbobo/ce6Owurepeq13m+/wDdeeyvbe+tk9U7m7T7J7A3XTUszVceztqUeFxkIxqwZJgci7O1ltp27fLeCQPuO6vAbmfToJW11+BHoqVZAHJNNPf3UqCWd3OO+3KbYbXxmi5f2xp3W37GE8tysYaTxNKyxGIx0C6mVlORXPRkvnHtf5Wb5+NnZfX3w4h6qo+7+wtq7o2Lgd8dudo7x6swPVy7p2pncXB2dha/Y3TndOX3LuzZ2bnop6LEPQ42mqTrkfIwGFYqgP8AMWyw7/aSbTdLXarkUuBUioQq0dCrK4OpcaGX+lUYIi2C8ttr3W03W9tzPJaMHjUHQJG9GNGCqMVqragNI0atagNu74mb83N/K1yvwmTpbpCn3BlvjqPjsOn6bvzd2P6fxO1pccmxFbGd+R/GGt3kMhgtkAZOkr26zEsuchSJ4Y0Y1ynPPj3/ADVNutxt92ba/unVll/tDblWRhpWQ0kAAKoGoFAAwAB0Qe3UFxyvDssPMVwb42hbxmKLF9WGLYZYyRBqU6WKFqZYAnqrHb+xf5sk+zPiN/LG7R6M+GnaOc+Omzvj18ge1u9KT5k967b2R3BtH419pYufqDr/ACv33wO3PuTYvYu6+xeucDmMlOKfcNDlMVt7LQ6qKXIQGkPrneo915wvuarKE293ZAa0rq1vdwTR6lagAo2uUgpStEHkwK7XaINl5dflyRy6bo8gt20j9AWs8E7AguxcmMrEGLAmrN5U6EfMdc/zBOlf5q+yv5gPbXx3+M9VsP5GdYdXfy/sxs3pL5X9tdm57qSSfem9+ysZ3huTIbz+EvT1Fl9m1GZFPgqqhgSKqpKiugqBLNGZViJ9te3j27mLk0ytHcb5exXSTBdXh/QwTO8YjrRy6t8TPFpIoA1et807fJd7hynzl4wWLl23uY2ipXxhuEsEQbWMx+G1MaJNWrigBPS03h/Kx+Rfyk+PmG62+Tc3SvV+/drfzBOwflFjsr032zvLtzDZvoz5Bdk9h1PyA6dyOY3R8deiMnjqnPdA9v5zZYh/h1bSZeaCnyFRPSeZqamU7XcnbOYuSOZrRmSXbUu1niIBFyJo2SOr6m8IK+hz4a1IjC1BZj0Ir69v7i255261bwrXcbW2jtWIVvpZY1QSygEVn1kSMElKqplKiqxrqGfBfFT5x7C/mV/Kj5gbT66+KGX6l7m6G6+6l2btqv8Akz2xtPfFRnOkqDsev2FuPe+Gx/w73LtzERb1zG86bE14pMpl5tt4uF6qnbLuFx7Efg3E/KHPexXIP7w3e/tLhHov6a22pTHQMA+pW1ayUIK6dLV1Ar3Tb0vOYfbPcLaQxbbsUO4RsgGrX9aFbUCWBUo6hQtH1BixZNIVigdCfyePlN0Z/K1+TPxkmy/QXYXy5+SPXndXS9Pksr252hgOgumuqO2N9dvbpo8Ps3dq9G7m3rnJ8Tlu38rubKhtnYqXPZus+wkqqegoMdPAp35X3DYeWeXbEUSED6uendM6SCSNvDZ9KKNKqBERwZn1VCg62C+n2/3J3jn7clMw1IbSAEKI1MJikXxFFW1EtIWkjY1oqKoyBA+Sf8vn+YB3B8H/AOW38c9r7S+H9H2L8P8AuH43dtdnVed+TfctHsnMP8TsvRRbNwGw83QfDXK53L/6WMJA9Tk6rIYnFf3VqyKaCHOR/wCVA4328g3n3Jj55NuRYtcSzNCT+KRJFC+IKNRS6kME7tFCo1GgV5D2VuS/bq45K+oae6W28GKYIq8ZhKzmMu61FCNBkIOonUNIUjH8kfhd82O0/wCZb/L1+Zuyts/GBes/iJtHtzB77wG5+/8AtLD793BX/IraGH2bvttoYzF/Fbce3amk6vp8c9XiXrcpRPul2ENQmCF5gj5emG0797hX1zIzWG9RWcaAKAYhaBqtxJkMjNlT4YSgIZ60D25bdPdcl8ncvQyEXu031zdF6D9Q3Cqoj0lgqBAtTJqctUjQKCvDqn+XR8g2/md/LD5791v1FT7H3knUlX8eumNhdq7/AN0jPb16W6+7E6s2V2Z3pks31B19jNs5LFbS3rWzY7DY2l3ZR4zI7gqp2qKuoxOLqpEWyyXWzcqcx2cY18xXzwaGOkCBIi3iKoBKSNMCKu47FBCrraoNOaIX5h3f2/j8dk5e2hbvxRpBadp9BjJ7gyCFlJCqW8QkFmVRpAOdHfyj+8t+fDr+ZR8N/mvTdF7S2z84fkX3P8i9mbx+PvbfYHcmQ2Dn+5d4wdgY3FZvB9i9BdA01RL0/u7bGGqqOtgqZxuItOstPiRDG1RbcrcXWxe38G33Bt+YOXoJI4JWTxFPizzTPWPWF7xKI2BLEBCySKzdr+2yy7b7h8485ND4tnvbwmWHVo8NYbKOzCiQVLFgjSKwjQKzAMsgWpsR+IuN/mUbQwXW3Wvyu2h8OtwYrZeFrcPvP5AdRd4dx5DfPajYqPIUW2svH8e9z/G3Z21euM7uGJqOszUsfYOdo6eqhqUo6QxVUP2RreXkG83t9uNzZm2nuqM8YYSBXAGAyhRoqCVoAQpUNqINQ3y/sS8rbLt2y7bM11b2RkWJ3AjZo3kZhrGpxrVWAdsK7gsixqwRS07++GvzJzH85LqX56ba218am+PXWvx4z3xonx2W767OoO5cpt/fG5MVvDcXYsGyKb4xZnZNNmNvZFamio8A263hycEcdTJlaBpGpoSLlm1bbd25+3W/y++Q2UejH6X0XiEHUpIfxNYBFI9FK/qVp0Id7/W5e5P2TaEZX2u8urjUaUb6mNImjozY0hSweraidOlKBuifd/5TvHE/8KRttT9AdbdR9pbzm/k11lLkNvdz92b06F2rS7ef5ipPV5Wj3nsPoH5HZmtzlPkoqWKLHvgqenmgmmlatiaFIag35Wlu4rD3NmgFFWewAbtJBYXWntPH8Rz/AA0/FhVzbZ2F5yLyRbbmT4L3t6ad2WVbTzUgjifOn8ulf2b/ACX+7u5fiH/Mrxu7u6OtNvfNn+ZLujq3f++M5tTEbtqOitlY/oio2u/Uvxs/jFS2H7A3r1MuD27U4PN7iqMZQ1mRgzNTWtgSYxj5ylbX9z7DyPy/s8fi2uzNdtIjGhuXvJDMe5ixhihc1RFMjNnU9CFW8N/Nec18y71vRC7Zd21rBDCqgm2W2hMQmZkZRcTzVBkbTCmhVQKGDSsJNX8J/wCYNuL5f/y5/lVkevPg9sLbfwz2p3Z1Dn/j51v3z20dqYvYnbWztg7ITfvVu86n4fbearyWGxOHqlpNjVeAw+LoIMTRwR5+X+ITS4072y5jtd8543Oe4eS231bUPirQG1LGpJNZzKWyf0dGah616CH7jjg5T5T2G3hIvNknmlhcUpMZ10EBNQWBY1xRjPrBJGggL0JH8xD4a/Mr5D/M/wDl7d/dD7b+NmQ67+E++N8dkZmDtjvjszrze++8x2RtWTYuX21iMDtH4xdtYDC47bWLpafIU+SnzE0uRqJpKRqKjSFKucp5etzt/OFzv9+5+ie3li0AAkCSHwg9QwJKmjaaDVwLDj0b8ywy7hyRfcv2BP7zlaBw1FoDBKrhe5gpEgGlmqCgqyrIQFOT+Yx/L3+QPzl+WXwl3DjM11rsH4y/Hl+56ntzdVP2Zv2g7+3pie8Otsn1rvbrjYexMF1hTbZwOLz214o8ZUbik3zT5GCizldLSUUFXQUk1Sp5YMe084PzFuUfi2kSyiKHgsjSQsis7qwdVjchyoFXoF1KCaOczi+3P2+3vlHaroxX24NbeJLpU+GIJ1lbQrHSxkUMlSVEZaoV6Cjztj4gfLLbn83XNfNCk2X8Z8b8Zqr4eYP4eYTC4zu/sWLtvF4PZu89wdobd3ynXafGKm2FS/d7gykGBkwMW7fFQ41GySV9RKq4tmtomubPlrmjbb0NJu1/PBIj0QBfBSeNgQp0nUJg9SBQpoAIbUGd722G93PkS6sWMdrs8N3GVpXxfqjbkGpaqeF4JUUD+Jqq2ilCRfaX8tT+ZEvVn8zHo3efWnwDfaH8zPvrtXtLcO9D8ou9N+5H4+4buHaO1tjV0uA6wyvwX2Xie5t3dc0+AOaw7VG5tmw1eVjp1aWiEZqPaSDarY8jcv8AJd1MUjtJ5ZWnC6iTLdG6ULHqGloyQqsJDkB6Y0dCg7y1nzta86Wdq8kltAkaQ6wniaLb6c6nIYBH4yoUNULRhjXV0OvbH8tz5dYXtz+ULL0LL0R2L1P/ACwdqVmDze6+8O8OxuvO2u26jcvTadGZlqbam0fjZ23tfFy4LB4+nzcNVPuBzlKyWWgaCgjjSulPjeC99yecueNxhItN0JpGDUx1iMesuNJkap1mqIGNa0r0A7fZn2v22/qbtkyjcvEWQlIlSNKXDXHhRxtI6rH3+Gvf+kgGkPQDoWqH4XfL2H+c7uv591m3fjfL8cty/FfGfFFcVB3n2We6aXD4Tedf2TSdkvsZ/jVT7Flr63O1K4mTAjdyxw0d68ZOWUDHkrs4LaflTnflXfIi9vvN3bTk8PDNqsgjWiMC9WZXLakpp0lXBPRjzPaSbnuntzvG3VW45f8AqqLj9b6pSj5YgR6FZgO2TVg9hyA46d+Bnz5+G/SHdfwn+J9b8U8z8aN67x7PyPQPc3Z/ZfbGzO5vi7s/vLdGY3Zu3AzdGbX6M37sXvys6s3FuvJV23JX37sdMv8As01aKNQ0xQ75aXHOnLUPLfNkxqFCSzIqgyxiTWtI0ZdEgHYWDaSQrhAKp0e2U0Gyc5X3PG1Wpa9meOXwtVAJkUCodww8MsquVKagNShmqG6SHya/lMd54n4Zfy7vhf8ACmk6M3BtP4Xd39Dd2bl3h8he39/9S5XeGQ6F3HDutsTjML1z8fe9KOSs7az2Xy1TkMhJUUSYKVo/DSZFZWFOJb/d7i+9zOXOeZLUJZbW8pjhDA6hLava5kPcpVWViSjBmQ0VA1VJdj2yDa+UedtilbXuG+weHPIAVVK3KXNQmt6gMrKFDqaNVnYihPj89Phbvz53fFrrvbWSzW0ek/lD1N2H098meqc/jKzK9sdadd/JLqHIUu4cVj6nKVuB6v3Dvvreqq5K/Dz1/wDCsFkpsbWGrWjgnUUvsmu33Hbd92nmXlqSt9t5l8NGVAJhcRGGRXEhdFUI74ZZATQgAgdLrIibZd+2LelJ27dYBBc0+IRrIsildBB1Fo1PYykVK6h8XQM7i+HXzA+YnyD+JHaXzfx3xx6l61+Ge8qzunanWHxy7b7J74m7l78qNr5Xa23d37x3P2R0D8cX6v2h1hBkZ63GYmgpdy1eVra4/c19NFSBKww2qSLZt/3LmO0zdvA8MCH/AEOOeNorir10uXRsaowVOUIpQke97bcb7yrHyffN4ljPNHJcyYXUbaVJ7YBFIZdMi5KykMuHU1J6uUSIJa39f+K/4n6e0kMIijjj8krT8zXo+p3ySebUr+WOtWfpfNfKvE/zvP53kfxZ6s+PXZGbrsD/AC84s1U/ID5AdkdIY3bVYnxbzqbbqMRRdd/GX5DVO+Kasklq3r4J59vNTpTxLDNMah3pSraILq79s91tw3hQPPHploHyJWJ/TqpoDg1Ycaj5L+chto3v2Qmu5XNxHbboViUU1gtHrrKaiMqtCp0SaiSCBTuMBU/yOqqu+CeR6SXvmmovl/lfl7L/ADEZvk1Q7BFLtuL5mtvuTeUe4afrtN0vVwdfQYhhtuOlGVNamOH3Qk8/7Ps4u7vcdq3TkvcOVXCHlqOeO3jZVIuUvFZZhMJCycJHJEizA0QCpQMQ1ZpPvR9wJ+bZGl/rdbw216ATWGC1YCFIdDKBhFI8IQKHaRgFMh02h9DZ3+YRlqzAY/5Q9OfDvZWNx+1mbce7Oh/kr3P2rXbs3rFj4IfBh9g7/wDij0tTdd7WyGUaSpEsu490VdJTotKY6h2NYjkptY0vpbZXEwp9PHUECuH1SGlSBkVShNQAB1uOLcSu32l5IJYn1fUS0VD2kFNMYJ45Ha+KAkmpoTT+WL8SPmt8Wu2/m5uD5BbS+MVBsj5c/JTsH5TY7K9NfITtLs7dWx9x7sxOw9uY/rKv2rvj4p9MYjOYSnx+3ausl3HFmqaoE/hp1xDI71MSXbo5LLkPaeVFuWF/ZPcukmhSHNzcNOQVLELpDaAdT6vionAHG+zHdObF5hgi0wPbW8DpUfDbwrEG1Ghq5XVpC9taampU8NlfDj53U3QXzFzPe29vjh8ivm58gNnp0Xs/eePl3Z8eupz0RtBN2bb6yk3lkMD152vm8PvaCg7K3RurLUmN27VY05vLjEU0opIFyxC/N/LUPNHt/ecmrGY7/cogt9cEk1Mc2uI+EHVCFTC+EYic66nJM7DdI7f3P27nA2rLy5s0yybba1B8MuqfUDxqeKfGZBq8fxwjEtFRdMaks2P/ACovnZsjq3+UFXVGO+He+O1f5Ws3Ye08n0ru/uft2r6A7u2/uzrzFbb2v3ZhezW+MdXubqzu/rncOH+4w9HJ1/uCCkFW80OXikj8c0g7hubXPNl1zJDbk/WwJHKNVPB8KBYVINP1PE0jVRFoCVNfiIPt9rjbljdeV7yMAm8e4glpUuZbprl1Kh106NRVS7uCe8IhYhDa/GD4g/PnoP5YfzEfkhuXB/FXf8PzOpepOyNoYnG969o7Qq9ldn9U9NYfrzF9Qbgjf4tbiparrYVr1VKN808s2XmpMfBWvthZq6WioAxdWLjkKfk+C6Z7pZS0cwRRrEk8csn6TPRPDVWArI2s5qtaBZPAL3m7YeapI2i8KAxzQ1D6dELxR/qgpq1VUkrEKVYEHSNSQ6+/lQ9rbsw/8qTcff8Al+sdr9nfAiiyGyO6KLq/e+5uxNo98de4bGbX3psIU2X3D1D1FWQ1FH8k+n9kby/hNTh4qbECiqaeCtrHCyzClr2KDnPfOarCPwYr2IRiAFjoUQ+EP1WJYkZeoVak0wOmLiymveU5OWJ8ASo6SEKciRZHqgxRgoWmvFA3qOkRhv5UXyG7o25/Nm6I+VOL6B2Z0N/Mf7Jqe4dp7l6W7o7B7O311VvrC7Y6y23smbL9ebx+OXTO2srJHnutqfdFbXU24lkNYiY4wTITkUBEW13j8ibVsj33h8yWU0kkMjRq6L41ws0iMiyKrKVXw66wzKxdTE9ABON4ns+fbXmGztS+ztaxwToWCMyxW7QqysNTKzF2caQQjBQfFWo6sD+K+K/madf7d6u6k+RGyvhpu7B7Mp125vT5J7B+Qfds2/8AsTBYGorIMPur/Za9y/F/F7c2zvfduHhpTloh2hkKChyUtTU0/wBxAIqP2Nd0u7He933beJLE2z3hDNEGDAMFpRSoQLGDXQAtQlFOojWQLy7y+3KPL21ctbZcNPb2hdY5GAVvDaR3XWCzapArAOworsGdVjBEagD0L8RPmp15/M7+b/zH3ftX4zL1D8ntk9V7N2ditt/IDs/NdjYP/Zfdu7q27sTIbo29lPivtzbEA7Kiz0U+Vio85VnbDI8cD5saZGC9lazxcm8y7DOxG47hcWsoagIQ25cMtAdLB1euqq6aU0muBJzDGd13/wBvb61mZdv2aK+RwVFZvqwpDV1aozGyUCr4gcMSWTSAcn8of4YfLX4T4L5hbf8AkVhfjuYfkF8tu4vlhs2t6T7p7H7FbFV/dWTiyGU683PSb7+OnTn2dJs4YqmWnzNLLWtlTUyl8fQ+BPuD65vS3LXLu2Qxsdy263aKpoBJrkdy/EqhAcdvcO34qmnRUm16eceZuYASLHdHhLR0H6XgppFGLapNVT+GOlfMZ6Zv5Znwo+ZHxl7g+fe8PkRh/jphtrfMv5E7o+SuBqOju9ey+zdy7Gze5MVhdvDYGSx2+vjP0pQ5CgoaDHy1a56CuSV59EP8MVSZ1C9tsQtfbiPkmO+KXiSTOsoSv9tcfUFdBagKnsB1mtdXbQKTndbme75727ma3hDbfDBDG0b6SH8GERAk11Uf4mQLimkMwOoV2P8AyYv5hOL/AJZ/YH8tnbmX+FAoqbuOHtnAfJKfsLt7Eb6+StTjPkpg+2aOX5B9fp8edxx9Y76zO1cdEcluOg3V2BUvU4ijxiwGmmbI0op2i+nsuZva3mx4iknLa3K/Ta9QlFxFJFRJaEQAa/FK+HLqYsAUrUEm88v7buUXu/ZWzFIObLaKPxdJ/wAVaJEGox+JquSWTSD4kAVc6WFEG1Dsmr3rXbS23Wdibf2ztbfdTiKCfd23dm7tyW/NqYXcMlMjZTGbc3pmtmdc5fdOHo6pnSnr6nA4eepiUO9HASY1alWENpt5CU8iRQ/PFT51HH5/Lo1iaYpWVKOPKoz88YGM06Id8ofgRT9ldrv8t/j/ANn9tfHr5hYHq7LddUm8eo9+ddbJ2/3VtunWuyez+ue9KTt/47fLLrmq2vhNyVbzUWcXYOWz2DE8j0wnVUpiVwwT7c+6T7f8F6U8aImqsYxpVwWJCOFJBZApZToYkBaL5fA3GPabbdmLRWTu0LhavFry6qAyakdgpKMxQMNYAatawfgb/JH7lwPQFN8fP5kfdWY7a6i2v3runumh+M/V3beyNzfGLt7Jbj7A3V2jjJO8aGl+D3xj7t3NRbb3tuKHJ1O167dub2TnczRRVc+Kgo4qfEwHdhPb7bb8qtaJTcdqhljiOQI1lLV01Zg1VdhSTxCM9xqNJdeyXt5vnN25R0hO6eCZJKKzv4SKlDmi9qgaokgJBKsGyzGy/mC/ED5l98fK74Fdv/H3ZPxfretfhX2ZuTtqpi7Z+Q3avW28d+Zfemws913ldn0G3Nn/ABR7gwW28VgaGugr6bKyZmskrpDJStQUiolTIi2dmtebZeZNxZjG9vNEwABJ8aIRh6hgaoc6SoDUy4r0i3jaoJuS7jlXbYtBZ4XU8QpimMtKM2Q9aE6uyporUAM3+bN8PfmB8xar4YUHxz238b5cL8ZfmH0V8x9zZTuzvXsvrfK7ky/R+Rz00HVeEwmxfjP3RRwY7ddLm7vuKfIJLj5ItAxVUraxfZrifaubrPfpKyWdtHcIg7VqLi3lgYk5YafEByrV0kVWuro/iu/D5d5h2zwSL3creONyCDo8OaKYMAaK9TGRSqAVrU/D0/8AffwS+QGR+SPWf8xL4pb26q6q+amB6apulO6OpuzTujenxq+QvWNRkaTcc/XGd37gMLgOwNg57ZG53mqNub+x22qusMcMcWQwFTSyNSRNWBbZZt0tNtQycvX80ck8NQp1whhG4d9bhh4j4WgyFPbWpLcQS7zs3LNtu+lN+2j6j6S5CqzxrcD9SMqKK8TUWqMeIL/2gjZBn2Dtz+Ynvz5N9bdi960Hx66F6F6+6x7XwWY6q6H+RHZ/yJru4OxN95Prc7O3BvCffvxY+L2N2ni+scRtTL/ZGnXNz1NRm5FKwINZcsY47eXdrm6k8WSUx+ClCvhAVEncGo+oacOuKVUjgbbgLyaOxsrRdER1+NL2HACmMCNl1Alg1SjjBAKkZFiioVNyb/7C3uiKVCKWrprn1r/gp0uI7mbyNPyp1k9u9b697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/MAX/wBET968+rfg/Pr/09vr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve6swUVPDr3XBWBtz+Ppx71qGplPxenWlNRUZHr13qAIB44/2Hu/Xq5UeZ67BuL+9VxXy6310pBAtyPfhio4U60CGFRw69qHP+H/E+/cSM4/w9eBBLAcR13/Tj/jXvxIoc9b69zzx/rc/X/invfXuvA35H+291NQeOfTr3XgQb2/B92691370SAKnr3XvfiaZPXuuif8Ab/0uPfvSuOvdd+/eWM9e6979UUrXHXuuAYH6fW1/98fdRqo1V7vT/Z60CCKjh69cve+J+f8Ag63w66BJF7c/0+nvYIPDrQJIyKdd8Ef6/vRUEEHz630id3debC35VbQq977K2nvCp2Duul33sWp3Rt3E5+p2bvjHY7J4rH7z2pPlaSqk25uqgxebraaHI0ZhrIqesnjWQJLIGb8MLMLlFpcKCA9eAIKnHDKkqfkT1SWssTWzOfAkpqTyfSQy1I4aWAYfMdLf25qFK1x1frjqHPP0t79XK1ODw+fWga1AyR0k977G2Z2XtLcewOw9p7Z35sXeGIr9v7t2XvPBYzc+0t04DKU70eTwW49uZumrcPm8PkaSVoqilqYZYJo2KupBI9szQRzIqSxagDUCpFCDUGoIPHI6sjyRFnhkKORSo9OB/aKg/I9B10h8aPjn8Z8RmtufHDoPpfoDbe4snFnc9t/pPq7ZHVeCzeajo4cemYy2H2Ng8Fj8jlUoqeOEVE0bzeJFTVpUAKWlldEgeYmJa0XyFaVp9tM+vScW8SzyXAjpMQAWqTUCuKVoAKnAHmT59Dn7rTNfPp/rr/ifx7qTQrTj6de69/vv98ffiScHj6f7PXukVJ13sKXftN2nLsvacnZlDtar2NR9hybexL74pdkZDKUedr9nU+62pDnodq1mbx9PWS49ZxSSVcEczRmRFYVjUQtdSR1UTaPEyTr0AhKjy01NKep6ZeCOWS1eRdTQ6jHk9mugenrq0rWvoPTpZk2P+3J/2A/Hu9TUALjz+XTtQCATk9c/flIYca9b66/3w961ZofPh17r3+9e9+dP9R695V67926911/vPup44WpHXui494/EL4n/ACdq9v13yT+Mfx7+QlXtGnyVLtKq7v6Y657YqdrU+ZehkzMG3J9+bcz0uDhysmMpmqVpTEJ2p4i+ootmFgSK4knjXTcPSrVOdPDtrTA4Y/w9eZnaMwtIfAFe3hQmlSCM1NOI+Xp0PmLxmOw2NoMTiqGkxuLx1JBQ47HUMEdLQ0NDSxrDS0dFSwqkFNSU8CKkcaKqIgCgAAD2oZ3ndpZJC8jGpY8Sf9X7emLeCK1gjggj0RLWi1JpU14mp4npyPAP497Jpk9P/Z10GBt/jf8A3j3UEAhThvTrwOoVGR12TYX/AKe9ZGBgevXuuuPr/X3YjFOvcOPXf14+vvWriBxHXuvf15/3rjj3br3Xfup868OvdcSbf4/0H++/x97r8+HHrRIBA8z1y976311f8/i17/8AGvr9PfuvddNYjn3oEVB8+tEAih4dIraHXmwthS7sqtj7K2ns6o35umu3zveo2vt7E4CbeW9snSUGPye8d1S4qkpX3BunI0GKpYJ8hVmWrmhpokeQrGgWkI8KCO1SqwR10pWoXUSxoT/ESWPzPTSRo0812RquJdIZ/NgihVx5aVAUfIDpb+3OOD091wJAIv8A4/71z7qGJppFR5/LrVQCFPE8OuV/p79kac1P+HrfXfu1a5691488f19+69173qp9D17rr8/4e9BqnHDr3XgQRce9ghhUde4de96Bp20oPLr3XQNyR/T3UNVyoNafy/z16913f3YsANXl17P59ev/AMa961Cv28Pn17rwvYX+vuxYDievddagTYfn/il/fhXzFOvAg1ocjrv8f09+Y0FSade679+zSpx17r3vfXuuh9OTf/H6e/de661Dn8Wtz/r+6kjSW4D160DVio4jrl/vv9b348KnH+TrfXX5P+P/ABA97qK08+vde911UIB8+HXuu/d+vdYw3Nv99yL+6E6SF0/Z8/X7KdaqCWHmOPy/z16ye7YB+Z631juAT/sL/wDEe6ajVQcKeHz/AM1OtVqSoOR/Lossvwx+IFR3OPkjP8VvjhL8iv4hHlx37J0j1o/dYy0GGTblPkx2o22jvsZCHb8S0CTff+RaJRAD4gF91tgbEaLRjFWopUtUHjxJoDU1HnXPTVzGm4Rqt5WWPHmV+GlBQEVpQU9KCnRneB7eApgdPE+fXTGwJ/p70MnSOPp14kDLGg9evK2of63591VgwqMr69ez5ih646jqt+P95+nvxbKg8Tw+fr9lOq1zQeXH5en2165ahcC45vb/AGH+9+9UNa+Q/l/nr1skAgHieuKtf/fX/Hv1RVTqwf5/5qdeU1wcMPL067Vg30/1/wCn+v72CNRFe4eXpXrwIIqOB65EgDn3skYHGvXiQBU9eBB+hv78pBGDXrfXv94/3n3pmooJNP59b64qwP8Ah71qoWHpx+X+evVQQwqDjrlf/jXvZahp68Ot9cVbVf8Awt/vIv8A7z78DlhqyKY9Pz869aBrU07fI+vRZuv/AIZfEDqns7N929X/ABX+OXXHdG5pNwybm7e2F0l1rtDs/ccm7MiuX3TLn9/be23j915mTcuUUVOQapq5TWVAEk2txf3W2T6K3S0s2MVuBTTUtgZAqSTQeQrQYpwHTdwv18gub2Rpp9VdRJFT6kA0rQ0qc9Gb/wB9/t/ewFGOFP8AL09137c611737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf93TP/mAL/wCiJ+9efVvwfn1//9Tb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rqpj+db2z3v8AH7+XV8ifkX8cu9N59EdpdC7Qk7BwOV2rtPpbeeO3XLFWUWEG196YbunqntGgk2w38a+6Y4lcTlPuaaICtEPmhmD277hPYS7PLBRvGmEZUjyZ40LA+qAkgcDXINBRftcUF9NeWc8eFQtqqa1EbuBQEChIFa1OMEZqQr5a/Iv5x/y6Olvid81ovl32H8u+sd79g9O9a/Ij46fIHq34s4jIZTC95Vu06ej3h8e96/Gzon47bmwPY+zq81NPT4vOf3nxWSpMo0ssUL0AaccGHbYvdLafbeSGm37vcTxW84LVgNtFLKxdCxMvieGD8Saa0ANaoBbTdZ9x9r+aufpFEO7bPt7XRjUalnAkiQxAmoj7Zah6PkcDWnV1XefzY+Onx43ltbrfsHdW78v2jvHB1+6tv9SdM9Md2/JDuKr2ZjJ1osjvyo6j+O3XPaXZOK69ocnJHRS7gq8XBhkr5Y6U1IqJEiYNJcxzXN1bQsHktyBLmnha66CQfiDaSKioBGTnoWCOQw291pItpa6Gph6AFgD5FQykjjQjHTv1N8v/AI0939FVvyT627j2bmOkcNjtw5TdXYGWrajZmL2FT7PiqajelN2ZS72pNuZjrDMbHho5jnMfuGmxlfhTE4rYYCjAKLhxZQQ3V3IUtZQSkhU0cAlSQKfCCpXVwJBoektnJ+8bq42yyhMm5xFQ0KkkguAyjVShJUhqCp8jnoCupP5pHwr7s7F6t6s2H2J2E+6e78DvHdPSFdvT41fJ/qzYXdu2tiY2jze6dw9MdrdodM7N6s7ZwuNwWSpq8VW3szkYaigqIqmBpIJFkKnb7S7uhPGtvonjFXj1K2gE4JatDq+IfI4wCemb+9h2q0k3G/kpYxU1zUNFLsEQaFBJLMyqAATmvAHpl7M/m2/AjqXN9hYneHcm5ajG9Sb4w3WfbnYWyOg/kf2n0l1L2Nm8xh9v0uwe1e/+sOot49Idbbzpc5uCho67F5vcFDXYyprIY6yOBpFB1sltc79PtI2uMOu4+J9KdSqbjwdXjaUcqyeFpNdQFVow7SCVO5l9qW+G4xmOS2WNpEftKLKoeN6/jWRWUoVqGrQVII6Fqv8An38ZMZ8qqH4T1u4uzl+SGT22d7UGzYPjZ8lqzbVXsWNMf9xv6Htyi6hqOm22BRV+WpsdU5z+8H8JpczMuMlqEyB+291sUfcvq0sqGS2IEo1AaKlgtdRFdRRgtK1IoKnrd/NFtW22O7X8gWwuCRG/xayCoICpqYFdSkggEKQ5GjPUTb/8wj4sbx7a+RPR2x94783/ANlfFLCPm++sL130B8h+wMZsiRMLjtwQ7Tpd4bN6pzey959m5HF5NXoto4HI5TdNdJBVQ0+Plmo6uOBFbbjaX+xLzHazK+zliok+HUyyeEw0NSTtkw3bgUY0Uhun54JrXcoNnuaR7jKqsqErhXj8VGrXTpePIJIAPb8WOk119/M4+FfaPxi7L+Ze1u1dwU3xn6gpdz1m++2N8dJ999X4elp9nT1tDuVttYrs3q/aG5OwXxOZxtRi5E2/Q5RzmoHxqhq9TTh3cZotusbDcLiZfo7t9MVCGMh1BOC6mQaiArMoV86SQDRu1Sa+3q75ehipvNsqtMhIHgh0aRNTNRNTIhcrq1KpVmADoWNB0V3f198jeqdnd19U1W6Mj1z2BjP43s/K7w657G6pzOZwr1E8FJmhsntfaeyN80OIy8cH3OOqqnGwwZKglhrKVpqWeGaQ03CwudsvJbG9jCXUZo61VtJpwJUkVHBhWqmqtQggJLK9g3CLx7O4WW2PwyKQVf5imCBwqCQekH8rvl70J8JOqavvL5J7m3VsvqnGZGkxmd3ltvqXuDtuh2y9csopcju2j6b2F2Bldp7ckqIlpv4rkoKXGLWT09M1QKipp45Ck3Mcd5a2TGlxPXQM92mlQMUr3DBIJyRWhobwWdxdJM1umoxgEiq6qZNQpOpqAEnSDQcaDpJ9tfO3469IbP6S312RW9xYvB/IjKYnAdU0eF+LXyk3xu3M7l3Bio83htp7h2BsXprcu/Out35HHGRo8RuTG4jJF6WpiMAlpKlIlZhf9/R8s6lG9MrMFLKBRFLv3k+F2oCzVeoVWbgrUJodwtbnYrrmWCZW2aA97jz7/DBVfjYGSiqUVg7MgUnWmotGV/nW/wAvHE7rwGyZewO+6/cu8OxOw+pdjUG3vgp89d0w9idl9SZfJYLs7ZXWuT2z8ZctiuyNwbDy2IqocpBgp8g1G0DmSyi/tNZyrew2ktt3RzoXjHDUgoSwrQgCuagU4GnRpeQyWM15BdaUe2ZVlqy/ps4qgahI7/w5zxHUx/5zv8vw0vStVSb974zH+zGf31j6OpNufBj53boynZmT623Huva/YO3Ns4bbvxpymWqN47Jyuyck+UwrwR5ehoYo66WmSiqaaomdUM830gXXPQmnAkAVJ+WkZPTJqILi4ZtEEJQOx+FNZogJNBVzgfPoy/Svzl+K3yA6u7K7i637cxQ6/wCltx762l3Vkuw8Fu/pfL9Mbk6yjefsDC9x7Q7m27sHenVVdtCihaqrk3Bj8d4aMCoP7BEhduV+i2yy3i5cDbLgN4co7kbQ7IwGmuVZSGBoRgkUZSWYlnl3H9yx2r/vU6aQ5LPqUMpVqUNQaihNTjjjoPupv5l/w77k7O676g2j2FvfF747h25urd3SkfaHx9+RnR+1u99ubMo8RltyZXoPsLurqXr7rzvODHbfz9JlwNpZXMST4OU5OJZKBJKlHLPbb+eHciLWjWunxYwysYteooWYGpDhSwNKAefSdryGO2t71pQ9k4xNwFSaAaAK14LTiDxGD0wP/NZ+Eh7A7u6lo9/dqZztn47bg23tztfqna3xS+Wm7e0MRU7vo9w5TbuX2715tjozLbx7F2XksJtmqyQ3Dtqiy+BjxT01dJWLSVtHNOW28qXG1W++Raf3S9aSFgoTu017qE1YEEEDSQQeB6M763uNs3Tb9mvlKbhdFvBXDeLoUM9CtVGkGmWGo4FWBHUnJfzUPg5jfjz1R8q6PtzcO9Ogu7szhNtdddh9TdG/IHumiyG6dxZ2i2phNp7hwvUnVW9N0bA3fkt4ZKDBxYncNDi8ic8/8M8P36tTg0/d14OYts5ZaD/dzfLIYFJUeN4Sh5ApJ8MFFzpLhmCuVB0PpSWkn1Njvd6rqsO3BDcgkVgEjURjWhdWNKsoZULIHK61qt2/mFfF5PkRvb4oDO9u1HfnXWw6ztDdmxaL4t/Kavjo9gUuNyWTg3VjN3UXTE+x9zYrOHD1VFiWxmTrGzOYgfGUAqciPtfaBpo49l3zmEsBs+2vGlw/Eo8rlI00f2juxBISNHbQDJQRgsKzXUFtuHLe1XEyJuG7+L9JGWFZRCuuVx5LHGKB5JCiI7JGzCR0VkXF/NI+G9T8ZKf5i0u6O6qr45VmYpsTR9g03w/+Ys9TUU1Xiv4xTbti2PD0G/Yb9YVNKRHHu7+E/wB1nq2WlXIGpZYS/Oj29ztVtIn+MXiO0Kg1LBBqaumuntIYB9JIyAR1qO8t5J99t2nWKTbfC8cv2BTKaIBr0hyTgiMuVyWC0PUjq3+Z18Ru5fkDRfFbZmV7/ou/6zan9/JeteyfhT81ulcph9ik5GKm3rurJdyfHvYeA2ds/JZDEz0NFk8rV0VDX5MJQ08stZLFA6i3sZ7mz3LcYiptLQqJGqo0FwxVaFgWZlRjpUFtKlqUFem72+t7OS1t7iRRPcH9JCe6WjKrFRxohZdTUoKjURXqF2R/NT+DPVOf3dht6dv52lwvXfYGI6q7N7awfSPf+8/jf1N2Tls/hdqnZHcHym2X1XuD43dS7kwe4tx0NHmaXcm6sXLgJ6uNckKTUPabaYLjd7uzis4wTchzD3LWcRBvE0qSCpj0NUcT5VxVdPHcQm4hNuWuIwpaM9pUMocEk8QVIYHgR0ue8f5hfxX+OHb3UnQ/bW6OzsX2h3uXj6fwm0/jV8me0sR2DVUwrZ8pjdvb06q6e3rsepzO3cdj5K/K0TZJKvEYsx11bHBRyxTvewik3PdZNjtUB3VK1jZlSgVPEZizlUCqnczFtK0IJBBHSS4vbWz5fbme4uV/cYBJlGadxQDw1rJqdxpjTRqkNBGGqK+g/mG/Faq+WWQ+DtNujs6b5OYnbj7zyPXsfxq+TTYul2OsMzpv1+yx09/opOwaqsgagp84ucOJqcvbHRVD17LTFi0J3HbNx3i0AfbbQqJWqBpL6tI0tRySFZgFUkqNVNOelV2YrCbb7a7mSO4uq+CpZayaaatIBNdNRr/hNQ1CDRM9RfzO/h/3rju98n1buHvDckPxnnyWP7tpKj4c/MjbWa2VuLCw01TmNjjbu6+g8HuDcvZOKoqyGoqdsYimyG4YaaZJnoxE6uWbm6gs9lHMNxMg2YsF8Wo0kmQRGoFWAVzpdiNKcXKjPSoWk53225aCj99zAlI9S9w0eIKPXw+9cx91ZT2x6mx069P/AMyb4Wd7fGfcPzJ2H3N9l8XdrHIHLd3do9edr9EbGlpsbUR4+ryWByHeOxuu5d2YZczL/DUrsVHWUcuXSSgjlatjkgV/d1faILeW/AUTCqLUFnHaQaLqZcOpXUBrrRa56R7WRve4ttu1UuLyM0bSRRD3CjE0UEaG11P6YFX0ih6n9L/zCvit3x2dSdL7M3f2BtjtrL7RO/tsddd5fHv5F/GTeO+dlQ1MtJXbo65wPyR6o6oyHZGExE0Vq+owKZGPHq8bVJiWSMs8ba4b66NVDTWoTxogy6o9fw6jWoB0nNKV7TkgFI97BGthM0g+mu2ZYZV70kZKalBUFVYV4MQSKsKgEgId3/zfPgxsjsTurqXObn+Q8u/vjpSnJ94YXAfBL547wg6y2+0WWq6PeO6s7tD41Z3btDsPN43BVlbjNwCrbC5XH071dHVT0w8pQRX9lcba29w3SDa1pqlPaqVwAwahBJxQgEeYHRvNYXiX1ptBiV9xuB+lGJErNT4vDYMVbT56Sc9vHHQrbu/mNfEXaFJ1NK3YO8N7ZnvDr2i7a6x6+6Z6J+QHfncO4uqslR0dXS9mVHSXSHVvYPb23Ovw2Qgp5czlMJRY6nr546OWZKp1hKu9ilsd53zZbkKu5bY6JdLqX/F2lr4dSCVkDlSAUZlBFCanok2fdbPf9k2rmTaZWk2S+8T6eUo6LMYiBIo8RVZWQkVVgGoQ1NOehu+O3yT6S+VfWeL7d6B7BxXY2wstU1uOXKY+my2KyGHzWLqHpM1tfdm2NxY/Dbr2VvLAViGDJYXMUNDlsbUAxVVPFICvu7RyRJbyOCY5gSj0oHAJBIHoCCteBINOnbW8hnmurVSBcwFRInHwy41KC1KEstGoK0rQ06q3/nddz/Jj499R/H7sr42fJfsfoTL7n+VnQHQe68XtHZHx03rgtzbT7u7FwW187mq2Lu7oztfK47dm2sWZf4PLj6yioElqJGraSuAiERCl9MvO3IuwFFNlvEtykpPGMW9u8qlaEaizAA+g6NT4f9XeeNz+nButqsVnjNT3s0sUegitAtHOaE18x0W7+cNmvm9/L5+Cu/8A5OdNfzPPl1ubfu1d6dPbfx2J7Q6l/ls5raEtBv7tnZWxM3JV4/aXwB2TmZauDEblnkpXSvjSOpRGdJUDRse7WEvOf+ReUJYx9Fu01ykj5qggt3mUqARUllA4inHPDpD4p/qtzlvxQfUbdYieNc0ZvFjQqTUYo5PCuMU6s53J86vjZ8RN4dJfFf5JfIvsbNd5dj7I3RuDY+8eyOmdztVdwRbFwWX3Zu62+ekeh9nfHSbf+JwmO1S7exMeMyj/AHOPjixzT5OgWrsf92O4bpZ7bAGls2VXjDUrqWqks9KYBbBIJDAUoQC63a+seVbHmXdm07dMCzSgKRFV9KpoTU7VY6FqNRA1EtQt0uupP5hXxV70p+9E6z3lvzLbq+NsVJP3Z1Hmvj/8iNjfIbY8OT2rFvPBS1Xxq351Rtn5AZdd1bdlEuE/h22qz+OSq8FB9zURvErUwMG12u9vRtockCUEFQQ/h/hqT31XIFNJPAEgyJZd0h2mSkV7MtUDUo4C6idRoigLQ5bNR6iqc6+/mc/CvtH4x9m/Mvavau4Kf4zdP0256zfXbG9uk+++r8NTU2zZ62h3M22sX2b1dtHcnYL4nM42oxcibfoco5zUD41Q1eppw3fzRbdt+37jcyL9LdvpioQxkOsJ8KamQajRSygPnSTQ0vbxTXe+XnL0S/7t7ZVaZCQPBDozpqZqIWZELFdWpFKswAdCzNv3+ax8KOsuoOi+998bx7pwfV3yVy9Nt/pTcZ+HXzKyNXvPP5XKQYna2DO1sT0BX7u21mOwKmpjk2tS5egoJ92UbfdYda6lBmBi+33UPMEXK0qL+/XJ0xakqxVWdlDBtGpFRtS6tS6SGAII61avFuG1329WU6PtduFMkoZSqqxADZNWSrBS6gqCQCQSOhWT50fHGX5BZ/4vPnOy6PuPaezsT2Huqhy3x3+RmE2BtjYmcwWa3Fht4bj7sy/U9F0lg9t5Wk21kqanq6rcUUM2VxtZjFY5GlnpYy2SWGDbt+3mW4SPbdtaJLiQkdjTMUjXRXW5Yg/2avRVaQ0RSw3MJEXl5TBql3bxfpEr3TeCNUukcRoFK6wuWRRVpEDBXsL+ar8GuyexesOs9r9tbnfK925/dW2Okd47i6F+RWx+k+8M3s+GvnzFH0j8iN7dTbe6B7iWenxk0mPm21uXKQZeIK9A9SkkZZQltcmVrXw9NyFqYgQ5pTVXUCRQL3k8KdIbi+gtIIbueQm1qQZKEaTXSAUoTUt28BQ/b0+fIH+Zj8P/AI0b+351l2rvDtJd4dVdaYvuTtOl63+L3yo7zwnWHV+bG53xm9uyN4dHdK9jbO2Dg6in2Xlp/Jlq+jZKahlmcLEA5SR3MEkV7cJIFtrd1WSQ4CM3wgg0rXgKV/l0by2V3q2uBYg1xehzBHqUNMIzR9Oa9h4ileHqKipvn5pfF/r3oraXyT3L3JtZOluw6faUnWu78EmW3hL2lW7/AIYKjYe3eqdr7Qxee3j2fvPe6VCjD4LAY/I5nJyEx01LK4KhZudtPtW5rsd9bsu7uWCwk0L6QXNHFV+AF1oe9aFagipdZ3Ue4WlzfWrMbWGnivpYeFVgneGAIGohSSAFJ7iOm3oT5wfG35J7w35111ju/dVJ2f1rS4jJ746j7Z6e7q+PPce3sFnqNK3B7prOovkD131h2U+zszE+ikzMWLkxVTOrwR1DTRvGrL6hZ3V8imS1hprI4JUEgEitSQpIAqaCtKdUa7hjv7WwmYR3Vxq8McfE0AFjwooWoqWIBrTj0mfjh/MU+I/yx7O7N6X6U7D3ZkO2enaDH5TsjrrsLo7vzozeO28dksvnNv01a+B706v64r8nTRZ3bdZR1D0SVIpKmHxz+N3jDWslN9tUm+2ciybWrBWcEdrUbGmuonsYHtwVINDjpTucibPu9rsW5Hw9znUmNfiDqFViyumqPTpdCDqowYFSeu+mf5iXxH+QnyF7Y+LfTfYW6989y9G1mQx3bWKx/SXfNDszY9fjstmME1Flu38z1jjenmqsjmNuZKnx8cGelbKSYysFGJ/tKjxs7ZMN42ube9vo+0q2kSV06mDaGAVtLVVhTCmoq3wivTm6A7PuFjtW5KYr+5BKIfiICGQnFaAKO4kgKxCEh2VSr/mrW7+x/wAWu8Nw9Ydp7z6W31s7rfdm+tt9g7ExHV2ez+OyOysNV7lgx5xHcXXPamxq3EZyTGijr1nw8lT9nLJ9rPTVHjqIwpz5v11ytyxvnMVlbrJc7eiMqMaLJ4jKhBP4aaq1zWlMdGnLFtb7zzFy7st0v+LX9wI2aprGNQ7gARqPGgqB616q9/ka/On5B/IzrLvbov5rdlUHYvy8+MfZmFo937pptmbW2NJvjp3unZeN7a6D7Dfa2w9tbb2piKfcW1crV0UcVNTKwXEh5mklkaWST+YbXb9vsLG7RvCa2hQXq0dqSyHsNcjIYACKoJViQBkx3te8XVzulrHcXA+h3dpDt+BUraKBc40hvi7qyECjKqEtqVQm60+bnyh+Rn88LcPx42/8i91de/DLZ3xt7H7g2X1dsPqzqKet7Uy/x/8AkPgfjxvjK743t2P07vnsKu2dvXs6h3lioIdq5PCTS47BUFZQ1SfcvNVB/lhbmPl3nDd+YbXXuFpLbhEJpoScOAdUR0uewsKhqEaSPIjbmRLabZfb+75euFEW4y3KTS0JJa3JYjRIRoNdMJ7RVD4q/ErC2noH+Yn8Tvk0vc0vU+9OwHovjzlcpgO68r2V8efkf0TheudyYHHx5bce1twZvvXqXrjEJu3a+HnhrMriop5cji6OognqoYYp4Xdi9u7fbtlk5ku5lTZF4y/FXv8ADNFWr9rjS1FNDxp1V4pU36z5ZMdd6uCAkYIOqqhl7hVAGUgoSwDjKk0NAoT+b78Bx8TT85f9JnaH+ypLuI7aPca/E35fHBeVY9X95VxI6G/vQ3W5rT/DxuwUB2ucx/uNGQ/iANN7VXjLt822W15IqT3is0K1BLBQpPCukkOpVX0lgaqCASGLIfvGTc47FlnltQploygjVr4AnuK6G1BNRQCr6QRVW9v/AM0T4b9C7c6E3R2vujuzaeM+TuRo8B0dTP8ADz5kZncO9t1ZKWSLEbFbaO3egsvuvbHYmeWB5cdtzM0WPzmRp43npqSWFGcK02+7m3qTl2KMHeUQsY9aCihDIxLFhGNCAl+7sOH0tjpNDf2M2znf0u4/3MHKGYkKlQ5iHGhozikbAaZOMZZc9M3zb+W/xk2ht7LfHrsDsLunH9odmdQZ7sjGbK+N+yvlbn+7Nt9c4jI43HN2TuPNfFDaeW7R+P2ym3FVRUC7lytXtykkmjq6eOrLUtYsIH5va8fl7mqfa5hHuG3CL9XsPhtIwNNEnZJrVGXTR68BkrURcpiC43jle7vrfVtF5KQyNqUTINIYBxpdGQOrClGqRUGhHRAf5L/8zbpzd/wl+AHVXfXe/auX+SXb/WlRisVvjvDrv5DHA919g4Kpydbn9t7Q+UXZGxY+o+6OxcVRFYqvG4rdmVzENRTzUskIqKWeKKTuYrNZN+hs9stStYVbwVqxZRAru5Y5VUozsxx5E5FY42y+O2bTvG4bnehbBLyVRJpFIgbloo4wqglyaqgAFR6YNLVOrfnz8ZO5fkV2j8UOvtw9n13evSsUVR2ltbO/G35LbIwezaXISVybfrsn2VvrqHbfV8mP3rFjKmo25UQZqaHctFTS1WKesp43lUMba/712pd8sn17YM6+Fc0ppajahkFQuoUNQKGgy3QjaL6z27cHVbu4/slDB9dASSrRll0ilGaulWohIYgFCba/mi/CvevXnyK7b2P2J2DvnrL4q7pyOzO7d9bI+Nfyf3htrBbhwWVrMRuWk2pk9t9NZSDtij2fJRPVZys2ic7RYPFvFka+anoJ4amTU1zBFsWxcxSzKuz7lE0lu5NPEjVipcqe+NNSsA0ioGKsFJ0milbG5fmC+5XjaN9+tiolhEkZaJnRZFRqMV8R0dWWOushhRa9MG6P5t3wQ2V8W9nfNTdfZXZ+D+Me/cpjMXtXtSu+KXy4FBkRnpKOHbOaqNux9FvvDEbP3dU5GmgwudrcdT4bM1FTFFQ1U8kqKyqeGaHddr2KVR+9b1XMEVRWXwwGcA1oGVSHCMQ7LVlUqCQhtZY7y13u9gkT6bbghuGLACIOSqsdRGpdQ0uyaljYhZCrEAir2J8+fjL1ZQ9S1G8NxdlruTvLDT7k6y6h2t8c/kh2D8j9wbcosU2Wy+46z4vbA6k3P8i9r4HbFPojzNbltr0NNhayeCkr3p6qoghkYdljvb3b9SvdW2gygEfp+INSGoqr6hx0k6SKNQ46at5fqoYr2Gv0cjOqMASspjNGoaY0nPowIIqCCRP+NXyi6J+XPVuO7j+Pe/qTsLr/ACOUzuCORjw25Ns5bEbh2zl6vCbi2zujaO9MLtveWzt0YTKUUkVXjMtj6KvgOlniCujM80ciLaySA+HOGMbkUEgUlSVHoCCteDUNCembW+t5pry0VwtzbFBKmT4ZkGpAWpQllo1BXTWhp1WN/O77m+THx46h+PvZnxs+TPZHQmX3R8sPj30BuvFbR2T8ct6YHcu0+8Ox8FtXPZuuj7v6L7Zy2P3ZtnFmX+Dy4+soqBJaiRq2krgIhEQvfyxc28mbMqqbTdZpY5CeKeFEXDKa5JNAQfIfOvR0qo2x8135hHj7daCZMnvJljTSc0AoxzQmvQXd0fIf5i/y8/m18DNibq+R+8vmj8aPnT2hV/Hbcu2O7+vfj3tjvPpvsrH4XOZ3A9kdcbw+NHUXx/2vuHrzLw19Mm5MdnNtZCoxVPhvNS1wavMcIg2OaLceZt+5RuLanhW3jQT6zUeFCZpVaOlGD6ggqysrBWUkakIN3TdzaclWHOsMLLdLdpHPACGEyTTfTxnWQTGYSviEqCHUspWtGFlneP8AMR+J3QG9dy9cb53rvrP762JtaHe/ZO1uk/j/APIj5KZbqfaVZRy5HGbh7ig+OXVHav8AogxebxlNPV46XcxxQyNJTTz0vligldC4XcDR31wJlW2tWVZpWOlYy9dIOqgYtQigJIFGNAQSLZLO6ptqiMGa81eBGWVWm0adeiprRdQzShPaKkEATst8vfjHg/jkfl3lO9es6L4x/wB1aLecfeE26scOvajbuRqafH4yro88srQV1XlsxVxY+ko4ddbVZOaOjiieqdYS7u7ts8rW1+mm58lr/acODLUDBBXNHBGmtek+yB+YJYYtnjaYszLShQoVqGDCQKRpIIctQJQlqAHoNui/5hXxa+RHamV6R673P2Zi+3cX1vQ9xSdedxfG75LfHLdVf1XkM9Jtil3/AIDFfIbqDq2fc21JNwwtR/eY77qFZwVYg+1F0jWe3bnuty2izsXhSc4JhafX4QZRV28Tw3oQpC07iKiqIX9us20whg7bh4v0zKdSz+AFM2llBVTGHXDEFq9tc9Bphv5tvwI3FvHYm08D3HuTOUHaXbkHQ/WPa2I6D+R2T+N3Y3cFXNlqOl2DsL5VUXUM/wAaN5Z2rr8DXU0S47dlTHJU0c8KuZYnRb7fbXN9ItvBDSciQhNQOoRozuQxIHaqsaA1NKCpoOn94mTYheTbm2iK1MfjeZg8YoI9apqarmRRQiqE91M0FnrL58/GbuP5Edo/FLYOe7Qru9ulY45u0dqZ/wCN3yW2NhNnUtW9b/Aq7Jdkb76i211jLjt502MqanblTBmZoNy0VPLVYp6ynjeUMWUkd9tl1vNvMv0EABdqiq6jQDSaOzHzVVLKKkgAE9X3Nv3Zc7dYXij6u9ZxAoIPi+GuuQqy6lCxj4mJChiqE63VShNr/wA0X4Wb366+RHbuyexOwt79ZfFXdWT2X3bvzZPxr+T279sYPcOAzFdhdzUu0svtvprJ0nbdHs6bHvU5yt2g2docHi2iyNfNT0E8NTI1cTxWmzbTzBdSLDtF6haGRiMqCw1FT3qpKMA0iqpKkAmh6XwWU1xvdxy1BIku9wkB4g6VUlVcKSG0hyrKVTVqaoABJp1nz38z74T7X+JmC+cO6O19xbV+Mm7KralJs7fm5+ke/wDbmd3nJvvMY/DbJm2b1Tm+rKHt/d1DvGfJwz4uqx2BqqbIY5jXwPJRK1Qqi/jfaNz2rZb+PRul6zrDFUMSyDUy6k1Kpp3UcqacK9FtpcJuA3iSzkBgsFVp5Pwxh2VATWgI1MFJUtpNdVKGh29m7rxe+9p7b3nhKfcFLh914PGbhxlLuvae69g7op6DMUcVdSQbi2PvrC7b3ts/NwwzBarGZfH0OSoZw0NTBFMjors0bW80ttKymaOmqhDDIqKFSVOPQn9vXrW5ivIVuIcxMSAc50kqeIGKg0PA8RUEHojHZ380v4Q9Sbi7A25vDtXdM9P1LuHHbR7h7A2P0P8AIjtLo7pTdddU0NLJtru75C9X9T7x6J6az2FbJ0suWo90bixVRhaaqhnr0poJY5GLba7gng+uR6WTYWXJ1kEqVCU1Bgw00pVjwBqOlclreK62/wBKWumAPhkhaCmquo4pp76nGnPDpQd9fzI/iF8ba7ZVB2b2BvWrqOwes959z7TbqjoH5E/IGjyHUnXq7ek3t2VU5HoHqfs2gwmyNswbsxktXk66WmpI4K6GXWY3De3Li4itr3fNuuv0Lza/C+r11X6fx6+FrLAKS5UqQpJQ4bSaDpNtcg3vZ9j33aJFuNt3GSWO2YEL9Q8OkyKisQ40BgRVQHGU1AEhu+Mn8zn4afMHeu3uvug9+dj7g3Lu/qas722au8/jR8oemcDvbqCi3Bg9qzdg7H3j3V0z15s7em3DuDcdHTRzYuvqzM8rGMMsUrIZjbb0RXUvg0jt9HiCq48QEp51OoKWFK4B8uk8+42cEtnFJOviTs6x+ZYx/GAAD8BIDE0CkgHJA6NH3NRd0ZDZNTS9C7x6w2F2BJXURpt29u9b7q7c2bicXHKZ8m0/Xeze1Oks5uOvroohS04XdOKjpGnNW5qRB9nUhrfNxm2iwuNyU60goWTA8TWyqBqIbRprXCnVwxWoNIIopHKSV1Gmn+iaitfUEV9KGn2dVnfyXfl/3t8vP5afWHyg+QmYpd/dt7uyXfGUzP8AdXa+G2pQ1NLtjvbtzb22Ns7c29gqRYoKXC7X27QYyj8rVddUJTpJVVFTVPNPKJObxBy5te3X1nB4zBGqNRXWSxFatq0/YB0ka1nh9yefuUbi+As7C4so0fQKIJbaOVzSpYgsxNGkanAEDHVWez/5hXzr3Z8EemP5oO0vk03YXYvY3yW686/zf8urE9edCr0nFSdkdzx9HVXxpwGXpep4vlpje/tmYfMw598nWb2rUGXx80k+EfDv9qtNktLaLmr2w5b3G4a423fVu2uL5h4QUW1vJNrjhVe9FkVolKOABEXd5Bq6D+879422+8N1a7eLS/5dtLZ7SJZBMxlnaFVSaR6Rgzh1LAx1UzBERG0ldseuroqGnmqp5FhhiieWWRyFSKONQzNI2kjSByT+B7KN13S32mxvNwusW1vp1cc6mCjgCRQkcAfnToSQxz3Vxa2cFTPOaLQVIIFaAfiJ4eXy61xusfkf8+Pmv8L+9P5lnx9+T2V6jxuO3D3Juz4gfF09MdM7r6M7N6e+PW+tx7dxlD8h6jd/W83yTym8O/l2Fk0qK3aG+9nU+Dp8nQPR0kslJO9f7mGe59vOX7Pft/t/q71Yi97ECsbRandIlV0aRJGVDEwKDS5YK2ijMFm0W1nzFz7f8lxkw7Uk8MUVzmTxDJGmtzF+myKszFdJdjpFQzClTZdp/Nj5DdnfymMX/ML+Ke4uoOr8xJ8Pd0/KvP4fuDqvd/cKOuD6gyG+H602tQ7e7T6VgwWaTcFPJANyV8mcoqdKNR/Ba5aoyU6/niNeWt0voLWYybah/SwFMqkK6s1Q7IdJqV8jip8y322+p5nn2Lb95VE3eS4eKfSS6KyytH26RFrQgAgjw208QrE0OH/Lm7c3/wB8fAv4Zd0drZ/+9XZfa3xd6I7G7A3McVhcH/Ht4706x21uLceYOG23jcPt/F/xLMZGab7eipaalh16IokQKoE/NW3221cw7tt1nHptIZNK5JwAP4iW/aT0WbJd3FzDeG6m1ypKw4AUXU2kYABooArxPnnrn8v9sfL/AHtU9F7P+L3ZFN1BtDcXaFVQ/JLs3B4LrzNdv7F6roNk7n3JiM10+ncG3uwerTm8z2BgcVt7IQ5XaW43/huckqKZKSSlNXGFLePx96s1v5GXZfDm1KoU+JJ4ZMWo1DqiyAatBDGoNSoKsb31y1psW7T2FuJd9Uw+CrEhaGVRN5hdQjqV1HTTUKFitK1Oi/nN3n8Z/kR/NI6C+VvbmU+TnUvwY6Z62+Um1O8sxsHrvYvamM2Dv7YO+t5ZzqnsuDpnaGx+r9w7jwtNsMy4Wqx228PV10U07zRyAxRwFP8AWKSb253bmcbMDzDYzxRCJZqLeCeRwjgsrLbtD2xkEuJe1gqHUWcg2i6/1w+QeVrKZztXMSz0JVaWRtfDEjDIedZdRk0syGGjd7qyhAG3j8pP5jfW38t7ZH84XK/ICr3DWttXYHyf7Q+C1R1T0mvx4pvjN2FLjpMv1tsDdtB1xhPlBgu3Nh9a7qo81FubL77zOKqtwYypjnwq42rSnohNuNjByjzTs/Le/XTXNq7ul7cACMpIIz4KrEiyEgzkRDSTpCa5GIJqUbbuCc3W/MF9tVqLeKGi2LK4l1FG0zO7NpUhkjZ8oAdemIfC4N3F8nO5/nJ88+6fiz8d/kNvj42dGfEzpno7efafaXU+xOnNwdudjdwfJLbWV39sLZVFV/JDp7urrjb/AF1tPq7GxZDKQ023GztRl8lTxffUcFNNBVJv3ZepbcybvcXCgW8kQtItIPiK0TtK+sOCoDBE0yLXu1A0qOrXW6LbjkW1gtjM+7R3Zmk1aPBNu0aoNBT9QyBmYlXUJhaHiSj7g/ms/LLpj+Xj89tw78Trzdny4+Anyi298P8Ac/cEuwcvt7q3cGB3hu3q3D7Q+Wu9eusTk62LblL/AKNuzl3DnsRRZJcTHlMfKIDSY+ohgiLrrcbTfNv5L3bbWk27bt1e5W8kxO1m1tLJGqIjAG5EwRPDZFDKZO+NiuljZNvn2vmTmnbfBW9tLS0tbiwiDGEzieFZJI5HOrwSshcuzO6GNAUdNR8M0/Unc/yn6b/mDfFv411Pyg3V87uj/lL8aO2O296bs7C2b8ddvbt6Orunjtk7Y7T2fmvjH0/09t2s6d7wyHYEOGios/Q5aZa+ip5cfmCoq6eoO9uWObdPczYryzNvLsQsPDLMSzvd+IZI2jKgqUCNWpYkqSAoDDoIwb2u4cv+2/Mm3sGm3m7vo5UWnhtFaxqVkVmqx0sV+AKKSDUX1JS8Gtieppainiqp6KWenmiiraVKZqmkkkjZUqadK2nq6Np6dmDoJopYiwAZGW6lBIodGQt2j4sfmP8AUOhYrAFDSteHWsf8Wv5hHyy+PP8AMW3H8Z/mt3Tnu9fih8ie8O2/jp8SvkDvjYfTexdz9cfILoer8lX0x2hk+lerOpNjZyp7n2vmqWqwNWcfBW1OZgWgpKV4/uZo/cl3UvM+x31tuFslvzVAXaLSWZbqMF2egBZImgjUEh2Ako2kl2WNUnOZg5dlsN/srgnl4mFb1KYtTJH+nJqcGWVZJiE0xaygdSwVEeRha+Z/ya+X3xM7O/mU9rbG+QHbnc21fip8Leofk11b8ad09f8Axsbq+DdveG8flFsrNJunObH6A2l3zl+remcX1Fi9w09Ou84MrLDR161+Sq4pkEBY01xY8q7jctJ4l8Z4I1loFMQknRWIT4GYqSoLKVVcldXd0MLfYrTc999tohcGG1vfr3mjALeN9NAfCTUSWjUuQ76KSM4UKypqR158cfkP8iuuvnb8V/jfuH5Z7g+bvWXyv+G/YHf+48xvTZnx/wAHuXpzMdX5LYkW3ez9kZr419M9OYabo7vEdjy42mpNy0WUqkr8XSvRZkk1dNUipLSBeYvdjleS1MY5cexEMhfulN20utTEK+GU0EZllLFSVIUGsV7NvdzvnI3tjz2tqbeXfLq8imiDLIgW2jUoRJRWJBNe2ONaNQljTSZz+bH8xuy/iH0X1NS9HnblD3p8pvlR0D8O+od07x2/Pu3aewt3d7buTFVu/M3taDM7bG4TtPZ+NylXQ0ktfT0s2UjplqPJB5IZA8kV5uvMOx8vWcmgXRm8aSinwkihaYNpamskRsAFYUOSDwMg2UVvHY79vd3ameDbbdZfCDlPFLyJEELgEoKuCSFJIFAVJ1As25e8Plj8DfnF8Kep+3PkxvX5b/Gj5xVe+um6/Kdy9Z9C7T7S6W+QHXmyNydh7VzGx9w/GrqTpHbW4NidwY5HxdVgszgsplcfWYqGeiyTrUVFMTHa3t7ve+YOX7i1KNDHE9nJr/tBpL3JZaAKEqijW4LHuXtDAhOe7m/qptPNH9leid1uowAyyIzGODSTqKspQt2ChBIbUSpU8PUX8zv4gd6Y7vfJdXbh7v3JD8Z5slj+7aWo+HPzI21mtl7iw0NLU5nY427uroPB5/cvZOKo62GoqdsYimyG4YaaZJnoxE6uU1xc29nsy8w3Fwi7KWC+LUaamTwuAqwCydrsRpTi5UZ6EQs7g77bcs6R++5hVI9S9/Z4go1fD71zGNf6pOmPU2Ohc+I3zN+PPzp6qi7v+MO7N0b96orcpW4jD71z3UfcfU+K3JUY5/BX1e0U7h2DsCu3fg6OuSSkkyWLiq8cldTz0pn+4p54ozK72+82/wAI3UQQuKhaqTSgNTQkgEEEEgA+VaHosgvrW6muLe3nV5YvipmhqRQ+WoFSCtaimQKjo1HtN0r697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv8Au6Z/8wBf/RE/evPq34Pz6//V2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da6pv/n+kD+Tz8+ePr0lOf1fqC7n20SP8LAewdzcQ0Gwx6qE38B4ek8Z6EHKJEe9XEhiqPAl8+NYJR+VOm7pT+WXsLt3DfETt/wCUvyG+S/y4pujtv7O7J6S6h7qyXRu2el+t+0IcTganBdmU2yPjd0R8f17A3psylo5aTCVG9Knc8eLp6+qMESVE7zmU9/LbRz5zhutqo/fZuGUXeQ4Olo2ZYtRjUuGqaICpVShUgdRDydId69v+XNtU/R7DcxuZrNKssoWSqq05PjhVKltPiaXDsrKymnQU/GTI1eyf58f8zTaXbTUlFu/uzof4Xb9+L1Vlataas3L0b1psve21e0sNsunq2YVlLtPtzLz1OVjpHZvNkEmmjRRHYL8rTW7cob/Zlf8AdtaSxm9UMxMniiU27lR2Rqsf6YePtZiQT4gZQLuc4GbdvbO8W312hS7RXwBG4aJnQkZZnALBGoVQalBBqadO/todsdpfEj/hUFvD41QZDL9L76+RnVLbKp9m00q0m9Mp07hutaf54ZHZ1ZTLV0eWTM47BV1DkK2mhrIauooqlLO4YIWbBNYbJ7a+zlxzTaD9zxXW7tcRlyhZJ7tvpZC8ZLpGHBlDqNDBW1torQZ2cpufeLforO413A2bbIQO06Zks5hNEVdf7VgyJpdialNKVbv2men6r4v/ACP63+KHye6vqNibvx+P25nK/wCL2+sVnYhRYp97bKye3Ny4jbuOo8jjqGpy8W1sTXUWRxU0BqcaaCpiaKnmppfGb89WW+2d5zc23MTzFI0REp0Hxaaavpc+GFMZJB4OCGUkkHqIPbdLGXljklpbJotvtfHWSPUwaFhK6tG1RrDiRSrKV1RuCrKCCOqi/wCRttfpjtr+WN2X8U/lFT7fz/aPS3dfyI2x87dhbyz0uHz+G7CqvkP2X2dHujf8lLLtvL0OH3FivtMnQZWRhBUU9K8a1Mxo59BrM1lLt/tzv/LdRtFtaTrZkNI4g1M6Tw1lJLMshfWrjUhYHSpapN932y23P3E937LeLHVPuE1hJNxUXEaW6CCVdBC6CEAV4zRyrKzMyv03fM3sXsLYX89vrGg6ToIMn3R2t/Kn3x1D1DUVuLTNbf2pu/d3yu2HkKrs/eOLbJYo12x+o9kbey+58lB9zB/E0xSYyGUVtfSLIQ8pW/7y3f3N2QTCKKaCyaeTBMdBclAELJ4hl1so0ONBpXJUdHfOm5wbR7fcqbssH1EtvuE4ghqyCYsLZXHiBW8LwkGurqQ9KCmT0I/8prrfbPTv8wz+dV1rs98hNgtrb/8Ag1QQ1+ZqpcjnM5XVPxTgzW4Nz7hyc4E2U3Nurc+Trcpk6txrq8hWTTNy59ore6Sb2b5aa27dtSS78Lzp/joWTiNZq4J7uFcYz1rfyX919wvZAPrbq2szIPUC31pkY7dVKgAkDPkBTd8dMVnO+/5D3yk2nV0VVRdJfFH4/wD8xzemeqZ4WFN2h8ntx9j/ACS3f1piaGpp8qoqtsdAbEy0G4K6OWkkp6rdWew7RTx1e3qyA1v7eGz5a9oebZWK3kTXD2sdcupuPBkkI4qurUFMqFZOMfw6uhDcSWW7e9XvpyraRrJLdjbkuJ6mkbLZRzJHoJCuWVELBWUppo9ddOtlToP5nfGf4k/Af+WnU/JLtjB9Tw95dS/F/pjrKoztBuGupNwdjbk6i2/PicLUVeBwmVptu454qGQz5bKtQ4ijJQVFVEZIw495ktpLj3I5h5Xs4zJvBuZyiDBcRli5BPaCBwXVqckKoLEAxfyHuIb2q2/nC8rHtFvbI87gF/CDuwHao1sMEsVQhVDO2lFLCwDvrpbY3yM6a7P6H7QxqZzrntzY+5evt6Yh10SVmA3Ti6jE5AUlUpWahyMEFSZKWpiKy01QqSxlXRSI+5j26fdtqu7K2mMd6SjQuACUdGVqgEhScYLYByKkdSLtW4z7Ruu37kjBkgYmRCO2QMKaWIyFIJDBfiUkGletfj+V9X9sd39i9IfEj5FUdRUb+/krVvZ+wO1tx5OhyEsfaPaWd21VdU/DztfB12UqJairotxfEvPbmzdfK7zSSZDL0c58T+hRkm42/MCXnuRBG0V3uxpIhJYho6wzEtRA+p0NSsKA6vMZIUuNvj5buX9uoNB2sqssbopRGRz9WmmMl2iClioQy400A00UOX8y3r7ZXVf8xD+Q1s/r7b+P2ntpfln8wtz/AMJxkcopRuHfvW9VvzeOVtNJNK9VuDd24q2vn9RHmqW0hVsoDvJ7+J7jNt47oYNtvSicNOq1DsdXE5zkn0GMdK+epSvtZzTdvJpnmvNtDvSurRdBV7eA4kYA41NadQf5oXV9fsL55/yQ9h/GKs656f3DXfJD54bu25kN6ddbl7R69xG6uxOo872T2FmM11/t7tLqDcGdXc2d3JlahYKXc2JjpKqsV0vBCKR2eWJryXnfcLaKb9O3t58aV7Q8DYrgmo1CtTStfKnRvv01kPbrmOe+hMiTzWFaMUL6ZhpyAQtDRvhyAV86isnuvCfIH/ZOv+FLfxjgp8d2r8kdn9z9Rd1ds/JLpjAZra+1u9dh9n0HX/Ym7updubOy+W39N13nuhugtmVeErcF/GNw+Ckq4xUS1NTNPV1iK8m2229u+RtyZltOWLGS5F3G0mvxZZbxhDM81FeAI7xltCmJVSspVGJBzy4dxg91Xubq9Mt1utqsdggRE+lW3sNDxAksLhpjVoxMVctIujUAFa7zp/4WdNfL7aXwV+YO5P5hnym+RHWPVe/dn/IT424jc1T8FdqbDk32+KzGz8Xhcvlvj98POnt8ZOSIZeqxOQ2+M9GPv4npKiFpYCijveLO92LnvmXcHi8feyGQzEkeOkkWlnCntAaMhkfSNSkOONeoa5XSw332y2LamsP3dtDOS1tqkdoJLe6ciMszCXUsqMJEZqq2qNxinQU/C+PbWN/nq/z094ZqHDUk+3tpfy7Ym3Tklo6WXB7fqvjLncnuCJsxUrG+Pw1U+EpZqwGRIGNHFJJfwoVAdlJFB7TcwSJIVD3MDSGpo2mZ1QkHA0KWoQOBPqepL53tGuOavYYR2uu9a13dY2AqygmHUgAy/iUGPIgUFeib/DPunozpX+WD/Nf+THyG2k3YHxN+VP8AMO+aG8vjh1fjafJVGV+Sewe5N24TrrrPZ/WFPi6MZyXI9q9k4ytGGr6IGalRzkkkhgpvPGZ8zpd3fK3tjyvtZUc8T20yWkbMP0Qk8lxKjNJ+kxEIMlHq2iQeCHcBOk+3ybTf+6HPG+bPqtdht/ozfXWhnW4dbdITMIwS8YElIuCVlrHLoRRISb5zZ/8ANHwfyO75x++N39V9v/JLCfydfhhuLvXqHE9e9hbN7F7p6i293Zu/I90fG7Bd1YbvDPJtjvPdmzKPcOGye/aTATpmZsiI8Rh8JXeLKobbxf7Bs+w+6W973H9XyRY7lYx7hRnhDzTwH6WRWi1zqI11lRCrpJpBmVdWgJbe523cOc/Z7arCzO1b1u8G6Ns0ZJuTbJbPGlylZKwytNI0Wo3cgMTSt9O+mMMt/XffyI6P+Z38sDour+M0mLrOu/m/vT419F9WbPxS0NFW47bm6+3tp0XcOz48ViXkp8Rnukuntm7wrMzRUrMMOm2K0BlSmMgNLixu9q9xthS9vKiP6pvGCg+KDbSOGCE1FQBxzVqMAQQAjb2sO7e3fMFtebYbNYVg8a1LmQw6rqKML4qYcsWBqraaCoYrQkNMPHUy/wDCkfvKOhKirb+U11Z4GYXRHHyK3oQ8il49ao3JAZSQOCPYQlgvp/aL3rgsVreHe9qKfDwWOcse4gYUE0JrjGadGvNrQp7ofd5e4UmAWe966YNKQ8MHJ4cDStSMdEC/lIfDur+Y38ubvT4id8fPH5bdb7l2f2n8mul/nD8Y9o0nwaSl23ure3cPZe5dw5Wry/ZXww3733hsd2Zjc0+ZpMvWbmklaqkqhj6mOKiRIDXdotn3HY+Vd1trj6jYBEWhPeBCyS90fkzMsoJZXqy1GsCpHQgS+nsvcDnpIrD6bcnkhbXq1/URyQaVkUEFAgQlFZB30OWdSejHfzH+t8tsD5Y/8J+ur/jbv/aeGr9l7u+R+0esOwO1doZ3unbP8D258V6HGUOX3TtraXZXTmX3vLmdsUrgTUm4sWpqpkqbvGpp5Htkvtx3n3r5i3S6bRu11a3slwtBg/RszDOAWUNSgqhbIYrQheTZ+W+Uvu9bptEUTTbBZTWCRBC0VVa+AUAkSFQjsMFWDAEDSCCvfxwxPeGF/wCFJna1J8gOxOqOzd7P/KX2hNSbh6d6a3f0XtOLBP8AJWRaLFzbL3t3x8iM1PmKaqSokmrxn44J45Y0WkiaJ5JknJT2kntzz21pGY4xd2waraiD4Vwa/Cv4fIDy456f58WaPnT2kE7fpsL7RgemRjjkVqaenzIc/AnbHy1zPZf87ur6I7w+OXWuyYf5lXyIiz23e3fi12b3durLZkdX9eST1+E3lsv5h/HzD7fxsuOkghjpKjBZOWOojkmapdJFgiA9xqh+7/az7tqk2kveaVUqjADcSHGrS5NWoalMZAqOEn6om96uU4IUI3cx2Og17am1TSWUihp6a1qMVBz1X70fU5HA/wDCeD+Td2bkINfR3S/8wDpDtP5RyT+ZsLQdEbe+X3cEWQzm6j+5TrtLbW9chg8hXNOhp0WmWSVkjRiZl5ovNjtfd320vrhjb2pgufp5ayEW8jbZ4YdtPc6uzqoqrFGKkDiRDXKUZvOS/vE7VY/8lmfQqpj/ABkDcUkktxqoqM8aP36hpUMaE0Iu5/mzZGl7F+YX8lHanS2Ros/3ZF8wcx3JSVO3PHkchQfFrb3VO4KHvbc9VkKScJjtg7gxucxVC1TK60mQqZoII2kkKxsRcjiK390J2vUEdvbbVuKzlq9ks1pItstPi1SMQi6QQrU106We5U73vshzJDtMjzXN1ebaLdVovi+DexGZ6yFVCQL+rIpIZ4wVSrFeoXxa23g95fzxf5yG1dzYulzm3dxfHX4DYTNYeuQyUOUxWV6u7TocjjqyK6+alraSZ45EPDIxB4PsE8m7TZb77McwbPudv4tldXsYlTUy6ihmMfcpVhkfhI4d1QehjzTd3O2c+e0262kmi9tre9eJqA6W1pU0IKngMMCPl174V7YwHQH86z+YF0XuHFY7adNuz4w/Bms+GOJrcjVK9V8aOles929eb42nsMZerq63I47YnZlUz5NYaieYy1sc84UBD7Fm07m+78u86SblJr5h+pik3GhIM7SJJ9PKY0AiiVYv0g0QCsxNf1NYBLvWxWmzSezVls+36dhsodwig7iwtyzxySRl2ZnkaQ6nCSElEAK9pB6U38oOKt3D8zP50naOw5YJ/jXvb5rbQx3W9djKcx7bz3bGxOm8JtP5I7l29WrMaHMwVm/qSno6uspQ8U9fQzXkZkZUS8uwXFv7Z8rRXkGm5klvHUEipjN21G0jgrUJVjQNmlaGhnzI0s/uPdCC4DwW23WSTLQVjlNt8LEmuoYBWlRgmgYVkf8AChEH/ZXvjHxYH+Y98GbG/wBf+M04S/8ArEew+AP9dP2YB+L6rcP+0KT/ACdGlG/qX7u1WgOzx0P/AFE2/l8ukr/wpxKt/KJ7jsb37R+M5DWI1D/Zj+p/x+Lf8T7FGwlR71+zqM1D9Tf4/wCoGXosUh/bb3UkQak/c4zwr/jFv5f6uPy6ZP5kOKxWY/m/fyAoMxjqHL0VPmv5huWipMjSQVUEeRw3xw2XlcNkIo50kWKvxOYooaqmmUCSCoiSRCrqrB7lMKnuJzrKardC3AjYE1Aa3ZZBQYIdDQ6vKoHE9EG7xRyfd73l7iES2aT7cXU4q310egg8QVahBXjTOD0+9ayns7/hRj372D1lJTZvrvob+WV138fu/NxYqcVGNxneu7u+sp2lsnY2SqIo3hG6aDraCqrJ6USiWlgqEEqhmQew9y7cQL7Yc6zswS1ubyy8FaltbQtOssg9NBdImBoa6SAQxIP+aht8m++2dh9A8nNVr9Y0s5rH4UEyQPHGUJAcTaTKjIrIRqq6tEqtTD8dcXmu+v5D/wAptq1lHU0XSXxP+P38x3eu4J5oWWm7Q+Tm4+x/khvDrXFUVVBlQKnbPQGw8tT7gro5aSSnqt1Z7DNFPHV7erIDvcbaGz5e9nebJmK3cZuntUqQWVpzBI5HFVqXCmVCr0rH8Oro6vZLHdfeb375WtY1lluzta3E1TSNks4p0jKEhWJEcbMFZSgWjg66dHr/AJjKbhr/AOU1/JWi2jlMNg911Pyd/lSU+3MxuPA126dv4nONt3b6YnJZ3bON3Fs7Jbjw9DXOklVQ0+Wxc9XCrRR1dM7CZBZucF2n3heR7OyuBHeR3+4aTpDZNreA4JpwU+fQR5Mu7a79mvdDcL2EvaPs0XiKCVJQXVoSAwWorWlQtRxoeHQ9/Fn5yD44bU/mc9U/NDY9Lmvnh8VMR3F8qe6IcGP4VB81eiKLBZTO9a9w9QQZ2qzE+I66xfXuPxmzWwX3OSotlvRU9LNK09TLGATfjb39uhuFtt3i28UqR31m8jr4Us9zoh1T95MTUWQPECQp0yxx9oYR2G07x/rk7Ht95uyw2m56TtF6qA6RDEGuUaJKUuARIFSZwHKVhkZhJ4dencm4+097dY/8J3svXbq+JXXvRXYXz1+Ke+PjX8Xuges+1MrvvpjqLFbV3kdm7e3H8nd6d95jE9tHaOw8ljsLuOaDrrabVe4Kpmjcx0zpUyUkc9j7v7ttu73r3XMFvaXRmlKCESBtvZlpEpZBHpKLEUbS8YVwqhtCx/vVym4+y/ME1hsr2m3TXlooilczyRum6KniNKwVhKWBmdG1NE7eD4jsBI99vzjyGG7i2T8wuu/jl8qfit8dez+vOpK/aHzT312P0LVdt7+2LsHc/U2X3f1tlctmaLvTo3GbKpdt7M3Tl8xjMhuODdmDjSpqNNIhirY5Yb51gtrvlXmdryya52HTEs1urFDOWlTQviqGlSh8oxqY4qKUMs8tRS2/N/t+8ald/ubhjYzGjBWQL4j+DUI1CykCVkT7QcUh9W9o4Wv2N/wl5+R2R6uPRPxBwNZ3p1Vktm7lz+QyO1uuO3N49HZbqX4z7nyG6twkVGUod85XD5WTbtdlfFUH+OxO0jzupM07sBa+7/NtruMgN/uVvE22itDEkdkGnhXQaTs8RWMCULJ+mzopJekU2EUsvs3vKgtcXdjuDfWHQFMtNwcGXRkwqrkyu0ZeNQyoWCmrWV96x1e6/wDhQX8F4uqjDU53p/4WfJvJ/KifFxGZsb1T2HkdnYvo7a+7sjTyCGhmzHaeHq8ji6OpPldKSeojjZLuoK5Qpa33vNudzHo21k2yNZSceLqlJUL8TsASxUAkIdWFz0J+bjN/Vb2ysIWH1y7jcyeDgF4/p4UPceC6xTWDQOoB40JAu0cjvD4p91dc/wAy/o/b2Q3/ALt3P8xP5kX8v7sraMlDklfe/wDpn+RfZdJ8VKeqzQopKnFbU2X8sOucfhJp/tK8Rw7lmeKyRhJE/Jm3LZQ7b7dJd/Qw81G5e3loJxaPZPLLJVCSZDPCsg1yTQCFSaa9QBEnNMu2XF5vW67kyU5Ps7SedNLapYbu3hYBZF/swhlhLLGk7SkDCFaA5v8AL46poPjV/Nw+b3ReGr5stHF8Kf5e+Rr9wVFPRjK7wzO0cd31tfO7y3ZUR01N5d2bqz9TWZCqeIMk71TM7BgqKYWTW83JnuTHtUPg7VY7zZx2sdWfwEljleVNb98ut116pCxFaKQMdA/mu9vpOaPZWTd5vE3u8s92N0+lRr8ExrD2oAi6UNP0wteL1bq4j5i+T/ZTPkuWHA6C7fuSVFv9+FnvwPcXe8OPb33C0tjwLen/ADkjr/qPQ19ug/8AXb27ZuIv+4+neKY8/wAutaLt+s7V+Fnen8t35c9O4SXNyfP74RbT/l15/Fx0Mv8ABsT8nE6+h3h8O+y88cXrqZ4n3DUZDEZWqljlTH7doppAjBdUc8b1ZNunuj70e2tw3gbNvV7HdrKO7w322KQyOyhg7Dwu0L4kWmjSEvSnUL+3D20vsj7He4G526zb7ykl0upiqq8G6SaGhx+mC06BqmKZnLJEoBIoZvpXqjbvRH/Cgzo/praZq5Nu9ZfyIKLZWKq8jVVFflsnT4P5e4mjOZzOQq5aityebzk8b1lbVTyPPU1c8ksrs7sSUbReQ3+0e7FzAf0S1gF49oVbxaZAJyK1Of8AD1Ic9idu9u/Z6CUgSndNw4cDqW1cHGBUNWmKcKDh0DPwYps93V3l/Ne+LNNjqmPqSf8Amo/Jvun5O7gkpi2PzfXeP686ew3VvRNHWQZGnmjyPcHYu2auvzqeGqjGzts12Pq44l3BQzkASRWlz7MbJue5yBNo2+W6CrljN4l/KSewiSMI7kGqvqqDgEdCi73g7f7v8tbfZ2/i39/ZQB2qV+nC2aLHxUpL4oqaBlKUzXosJmml/wCEbk2uQu0nx9lmJcAl55flvO8sjHgks/J5t/T2fe5T30/OXIjXLU3KTXq+HJ8C39O3gfLoK+0CLBuvMlvb0+mjaUqKUALC5LfPJAxXFMU6Hb+ZJtr5a4fPfyP63vbu/wCOPZWxp/5nPxbh27t7p34sdn9HboxOYbbO7Wgrs5vHfPzF+QuK3DjYcck8L0lPgsXLJUSRzCoRI2glkPY9Ke9e5QXSk7sLHc9TVoCBYyaqKBpFTT8Rp864jPcmtrv7te8T7MDHsrLbaUY62/3MYCrkIxowb8ArUeQyaboHLDb385b+drszsKtmpN+9idFfDfsbpeizdW0dRuPobZvSG6dn7qymx6GomU1G2dq9qZealybU0IhjylaNbvK5tA93H/4DlzPBDH/u1gmQXY1HuZ7pmtSa9gpCStY6gH4zranU7SK6e7/sFetGf3NJ9R4LUFEcCMTgkVYmR0Z1V6HSrFBQNSs6ipot2fyS/wDhP91TtsNke7N9fLj4ibh6cwOKeR90RN1fv3dW7eyt+4+noZTk6Db/AF916tZU5bKBPt8bBUIZXQyxkzNfxbnL79e0l1ZXVNvs4r+S9JCaTAdoK96N8alxlFV6mhK4B6jraZ12z2v+8Bf3svg2s9utvE9Nf+MPuieGAqgmppUVAHz6PRj8hvfd386n+aV8cOsZcridx/IXYn8vCh3d2DiQ0b9S9B7G6m7Nq+8N2U1dDlMXVYveu6MZuTH7R2rPGZamjzu4Y8tHT1NNiK5UBvJ1ns+/cib3HdQh+U4HAuBrZDO7M7RgUKToUKknwq6gpLY6EfOe5ybNu/tFdWTV5tVb1rQUB+mAeLxmOoNDIHGmnijBFEBNaNHwGwGF2h/LD/nl7M2zjqTCbW2f8uv5re2dsYOgiEFBhcBhNsVWPxGJoIhfxUOOo6SKGFLkRxxqo4HtLz1cT3vtN7XXt5NqubnZpWkegGspeXsanSoAWiLSgAGKnOenOSrO32j34532PaoRHt1jf7alvGCToEtjZzONTEs2qR2arsxFaAgUHVaPyx238s6b/hMx8a8zu/u346ZzoeTp34CS4vrXbfxb7O2t29RYao7D6bXbGOyPd+T+YW8dlZPJYapemfIVcXX1HFk0hkWGmoDKrwj21kgg98/ZWPeVd92ea98NgwVVI24l9SKjBuztHegB7s/D0SWbwS8l++/7sUoibYvi1OoMPq0HaGAZT4lGrV8ArShBGwZ8g+/917g/mldGfE34/wC1fjx1v8kNpfDPf/eNV8svknt7ffaeNwfRG+t8YrbG7+oerOidgdn9E1m9N2bk3/1bt3JZHM1+88bTYHD42pMNLVvUSp7Dqm4li91b4SeDtdnNYx3CKNbXPieJ4RdsNBFEWwy+IHlZUdVOlw5ZxC05b9qneGW6/eEl4IiHZI7RoY4zIWUVE005KokZCFYw0okIBjYMv+E59TX5Po/59Z+v3VtvetRn/wCal8ycvJubZm2slsvZWbkq85tp583s7aGZ3NvTKbZ2xnqnyV1FQVGWyU9JT1KxSVdS6GeQ3uRH/VH2yEMZ8AbfcFatqKr9bcgCuK8PTHpWvSFHeT3V93zPEq3S3O3rJpGkSN+74WD6eAIDBa1OsAGtKAP3/Ci3HVuX+IXx5xVBnMrtityf8w74SUNDubBRYOoze3qyq7gxdPTZzD0+5cPuLbs+VxU8gnp0yGPrqFpo1E9PPFqjaOr+PX7he08SzeGTc3vdTVQ/SsQaHjmn+XHQ5tCI+W/cmWSHWi7ZEQtaav8AGbeoqMioxXyrUdHY63/lrda4z5EbM+WvePdXyB+YPfXV23crtnpDeHyNynUdHh+isZuOlylDvWp6u6z+OnTvx96lxu6N9UlfHBls9kcBk8/PS0FLTxVsNPD42G1tO21ycxmyjEVxe+F48wNWkESaYwVNQqxrUBVC11PWutqhaIHctq2KzeRV2m3MzLAEGWkcF9UwpIx1KCNTMBQBQAB0SH+Uruej2B3/APzlOse6snisD3lh/wCYj2j3lnk3DXx0GZrPjf2H151/P0Hv0rXyLOvXlJsfbk2OpKgPJQUrUMy+QSeQew8lxtae0OyHK/RiVb1DrNJpL2V42ZwCoEqFHRUYkIneFqejTfY9fufayxEyx3ttAtmB8S+DaRJLGAKFyr6wWZVBZyErpAFFuGp92bV/lcdXfIGppcnRfCTbv8/bH/KUpHh6yLBUX8vsfJnOVmA3M+EalyLDq5OxammzaKaM081I8dTG3iZZWFFnPtu18wfd5h3mTwbu3sdyVZAWpaSyRXPh+KI66w/iqagMV8SOgWhYBxhNuF197o2KmZtxttsW11Ef42IxaePHEKq0ZIjZBrppaKRyrqwA2tvmV1vszt34+99dvfHWXbe4PlJ2X8Ee8+uvjr2NtXcUuQym5tpbo2uu49u/3JfHZc4nNYKs3tkcJWwZKminCy1NKyylJkWQE842ps+XubYprRxDM0H1sYJqxjZhCK17GXxHoEK1Jo9aYGfJN5sF1zb7dbzPMjxWs0xtZe4BFkESzNSnch8CIsHBwnYVJLdFr/lNT/FL5H/ypf5fK1DbR3JiPj1sz464asxVblmxNb1X8p+lsNt3a1RhNzUtDLgJsZ2Nhex5GH2FdCkldNXQymCVauFpJN5sjtrnmsb/ALbJ4tuQ5s3AYARSRGGQAOBqohaMlloGVtFKA9AHZPAfbeY9j3QqJ0uALpMjJmWeFsEldbKkoUOWClQ5IJqSOirt67q/nZfzSPjh1vNlcRuH5DbI/l7Y7efYWKV0fqroLY/UnZ1X3huumrYMnjazGb03JjNz4/ae1p4TJU0ed3FFlY4KimxFcqR3Y7RZ8we3HuFBfzaNqhksllkyNbSSMYkVQVctRGr4RJUDW9F4jnmbdrXYua/Ya7aIXG6lN1aGKpUoqCPXIWFVop0N3ijH9Nck0Y/gXgMHtD+V1/PD2dtnHUmF23tH5gfzY9t7dw1BD4KDDYHCYubGYXEUEAv4aLGY2kighQGyxxqB9PaL3nuptx9mtu3Cb+1uNsHpwS5uIxwA8o/QfnxO/bG0TbPfKTZojVLXcbbyp/aRW0tOJ4eJx1GvE0JoK9e8oNxd4f8ACfzo3t7dOPrMT1l8femv5aXSnx6w1dCYG3JvyPtX43ba+RnertDkKiKuxr1yybD2w8lPTzQ0WKz1dTvUUO4KZ1lbmmFrH3y2Td47pW3vcZZnt1WhEQW3Jmq1TG5aEs3eq0DDRU0JBOw7rDuvIXuVsAs2XboQGkkfUpl1XJIHhMqyR+HIdNQakipAA63m42r5sYRSyJHUvDMlPLJGskaS3dImeINCXRSouAykj8j6+495ig3WWDf4dql0XbCLwjRDT4TJhyAarq+I/wClzTo45dn1WOzS3DaoSXD+VQHIWlB8hwH29a1v8pnsDrfrv+TB8htqfJau27ht6fHLN/NPafzoxe66+nlylDv+q7P7b3TvGr37Q17QVslTvra25qOqpBOv+5CmrIo6cyKEHtLz3Nt+8+2HL9zy7b12qa3KW0SyPJ4JWd0eHXJ3O4fXqRu5GkAIDUHQt2uKS39++cZpVoXubCXxgABNGtrCWmCioEYCt3jtYKxqQCepvw46I3BtP/hPbsDefee1Hg7+2V/K7+Q2wcHnM5R1tFura3UPYODzG88DsSppKqo8lJGNr7Z2uJ4ZollikxsaARhWT2/94R5YOU+drVH0vJBbfUCoarRIiqCcgFGahCmuqobIIBF7M24v+eeUdymZZ7ePdpzaOKABZrk69Ok9wYLhmBBWhTBqTlfyQ+vdj5H+Wr/Lc7XrMBj5+xtqfC/bvXuA3TomTKY3Ze+ZNn7k3Tt5HSRKeooctndhYmpPlSSSF6S0TIJJhJInNkjxbzLHGaJOkJf+kY4EC/ZpDHhSvE1oOgny5onj3bxG1m3vJ9GKaPEuJC3+m1EVzWnlTq4uvt9pPz9U/wB54Nv9f3FfOoP9Wd6JGKR/9XE6Hdpm5j8yD1rX/wAhnf24Oqf5BGye0to7KyHZG6uudi/LrfO29gYlnXKb43BtPu/5BZ7DbPx3jjkkNduTIY+Oji0qW8kwsCePYy5+3Gfbtq2K9gFCIZDrwdNWNBpodWoVzTFPn1u/sLXdvfj3dsbmTTbz3u2qxzw+ihFcUNR5evVbm8Ou+uutP5eXT/8AP2+OPeG1sL/Ma3fTbB7e3luHrbDbMoOm/lN2t3JuddudlfEbM9BbTwmL2nn9yYbIbu3JtaiyNPj27O/idLUVWYy1blYpayL0MtxyZzLyly9slr9fy/uXjie2Z/AF6kaLLFIsshZ7doavIojKiQB0aPxHBUgT6bnV+al5o/Q3Pa44zZ3enxpNrZ1Kk6YiFuIpx4aOkzOqHwT4gjiCttRD5h9C7y7xpvhBl98U+2flxuHoP/Tbkek5aHcdTlsLsCvrItu1eRfetBiE6/mytDlp7HHQZj+K+AGqSD7Yef2HudNjm3vYPcuy5bY3lpt8kCSSACPSHdXViHKmhTNQSKlVJDMoL/Le6bltsXthzTzJtn0ct/LLojLrLqkg1BlrGDgmNssoXDKC2k9Ubfyvu6dkfFT/AIT/APb+1u7sxh9jbs+DGJ+XnRvfG3M9mqfG5HbfZ+K7T7Iq9sbQqo69YamPPdiU29cH/A6bxyTZOfMUsVMJ5Jow6j3mu/65clLdctQ/UybzbgWyatIZoJVSVDLKEVXRk7xIUZaiorxNvbvZp9l9273apgRbWt5FKZaCjQvpnEqqC1U0BypVmDaSBnHRidl9O7m6B/4TN7h6m3xi8rgt6bW/lSdvf3v27naKSgzW2tzZ7oPeG5M7tzLUEqRzUWS27lMvLRzwuokikgKN6gT7NPd4W53LcI4brxRb6UDadOukaRkihIABBIydQocV6R+xs8N7vnK252bFrO/3KWWMkFTpe5kYEqwDAkUqGVSK0Ix0bj+Xf3J1r8e/5Mvwx7v7i3VT7J6t6p/l9fHbfG/N1VVBlspFgtsYDofadflK8YzA0GWzuVnjp4G8VLRUtTWVMpWKGKSR0RhF7jX9vt/M+9PeNpia6CK1CdTMVUCigkVYgZ9ei3k6xut2uL2xsV8S6aRiFqq0C62JLMVWgVSSSRQDoX+7f5lnxN6o+H+y/mYO2Ni5PqrubGbPb4/5LdW7sR0/ie2tydj0cdZsDbo3B2w+06LYi5CFzU5apziUf93cbS1tXXxxJRVCqGN8tNz2ndF5e8Ex8yspaOPtNFC63bVmKhQdpZu7UoSrMoJjZC33aw3LcoleTaLRwtwyo5KsZViUaVHiEiRgOxTgM7UjV2Wnza2Z+N3efxW/mTfE749/JDqH5j/PX5lfFfv/AOR/yD318d+y9qdq9et2Du7ZknT+weqNr7q2ruLIVmM2ZsGjpcXtraeGmUVkeCxy12RSKryh+8DnMtrdbbyBcRbbBJJy1y9PDQ00tcvd3Mk9QskjGNwyyAgO0ZAVagZJhyhzTb2/ufyheczulpuO8o8fgg+ILOGzt44HfxY4lEwZZEkDEJKpDcGoekF3V8g9ib3/AOEvmw9ubTrqXPb/AO8PiZ0x8L+t+u8bXRT7y3Z8ntw0e1+kavpjAYMxJksr2Bgd64bKpV4qOEVkMOKqpZUijhldB/z5AeZvcTbI9kYTw7pNLcQyf2a6IB9Q1fF8MAUBQsxUBlNNVQCC/beyblnYOZdq3AlP3P4pnahYhZ2ZY2KprILmRO0FmXV3BaHof/5bmwZPin/N0/mNdAb3qPtMx3J8fvgR3B01WZOteOXsLYfS/Q0/QXZeTwcdT6K5Nm7+x9PTVgpnK061sJMcSFbpf3pbX/L/ADJbxSASbY0CSjuJBmVlViuntSsYXUCUZ20g6g3Tt7t81rde124CMvFeC/DsOEbIY9CEgnU7p3haKwXJBGeq9az5ET7I6b/mbfKnY9btXH/Hr+YV/N/6u+KVb8jt4YDZ3YHSux/iguE2X8eO4/lBBSb7wG5+pd/deZLLY7O7bx1ZnKLK7Rkyk0LV0NXQxzxzBbZLCOTlv275L3ekEu7ybjIAD4lBBLLPECY2oDIYgaNJEVDCpyARjuZjTnbnXdLFnfd+Xdu20Mq6o2SWSCNWCOaKxAnWjoJQGHqGAOZ1v0DtP+U7/M9+HHRXwTzuVfpH554nt4fI/wCJOQzFNvGg2FQ9PbFzu9Nr/KLryvyz1Gd6m25V73zFbjsrj6aem2tX1WW+2oKJJ46OClFG0blcXe7c5cp7lCsmyWkcL2rF9L7e7Rh3j018W5S6dCoMrEwPqYu2pVUE3YjbljZOd4bYLzhLcutzIqgLucYkZAHoBb28lojq2qFFMkQjj0AIzNtDsNS8i/H0uR/vP+w9oaKrx08q0/Z0JmXWjBlqDTFf8vVCGK+EnXPz8+Mv8xn48b9qKvA1ec+fHyBz/XPYeIeph3T1L2vtbJ7Xy/XPaG0a6jrcfXUOc2ln6aOQ+Cogaqo3npXcQ1EgYJbZa339TeQN62J1j5i2wXrWUrKrhfFvbtJgY3IQiRGeMlu9RVomRtLB6wubS05551Xcbf6jab2Dbo7yHUyeMiWVqYxqU1UpoV1A7WZQJVddSsW/+Up3T8gvkv8AKL5+dUfKlc/1F8wfj18WPiD8Ru8t8bYxu2K2XNdhbV3d84Mjgu/utaXeO09wbJyNBvrYW9sLufHjK4GrxE9XUMHx81CyRSDvcIuX+aeQrnmfaJjBY7tMglgKyN9K1tI8enW4TxhI4JGlaRghS8lNZLNzkueXOY+QOVru4a6bbBfPZXDDwzfRXAimLaI6eAbdCsZLOGmZC6rGxKC2H4Rfy2usvgpuXeeb6m7K3HksR2Bi6Si3PskfHj+Xx0dtnJ5PE1Mk2E3RkZvh38LPjHuvP57B09XW01IMrk8hQQwZGpK03ldZUZ+pf6NttObdCNIq36frQVodeKkgnAzxrqW1iut1j3rxibllIZjkyClACTldBLHFNRZiak16HX5l/D3pn5zdC7q+PveWPz0m1dwT4nNYfcWzs9XbT3/13vnbORp81svsrrrdeOb7jb2+dkZ6jircfUMlRSu8Zgq6eqo5qimmI9x2+G6ayuhMYdwtiTDKAW8IsAH7KhW1ICvdWlajPR1a3k1m02iJZreVQssTYWVQwYKWwygMoaqFWNKVHVGWwfj3nvkp/NS+OsG3flf8lfmF8fv5YcXau4u0+4O38p0rH19TfKXemzJer9nfHvZmR+OXTXROz+xu0urMLPk85vqoy1Ln81tuaegx1RX0cmSrKCpPtkkWOXnHni9soonu44Vs2VsyqFniuZPCU0ij00QVVasE0RlQZCGt+263tNn5Z5Htq6nnma4j0sPplQxSwl5JG8SV5XLFFVmVVEhZ1ZgjBZ8DNsfLXM9mfzuqvoju345dbbJh/mV/IiLP7f7e+LXZvd268pmB1h13JPXYTeOzPmH8fMRt/GS4x4IY6SowWSljqI5JmqXSRYIo7nVovu/Wku71k2gteaUUhGoNxYMA4DnLUOUNOAxwkCMxn3x5NigQruuix0PUFQTapoLIRRqegdajBIOehS/ki/Lr46/CX/hPf8TvkH8n+x6bq3qPaeP33Q5zddRt7d+6np6zdHyY7K29gqSl27sbb+591Zaprcrkok0UlDO0UeuaQJDHJIku8+bhZHmrlzbkkAudwgUW6mo1lLaORu4gKtFz3la8BU46ib2+t5rt+efp11G1vZpJcgaEM0gByQDU4AWpqQKZHWzDhc7iNxYrH5zCZCnymHy9HBkMXkqNjLS19DVRCamq6WULpmpqiFg6OLqykEcEeyK4hltZp7a6j0XERo61rpPpUYP5V6Eu2brt+8WFluW23Hi2VwCY20suoKSCaMFYUIPED5dPQIP0PtrFT69LwQQCOHXfvfW+ve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv+7pn/AMwBf/RE/evPq34Pz6//1tvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3WugU7t+N/x6+S+AxO0/kb0P013/ALVwWYG4cJtjuzrDZPam3sPuBaKrxqZ3F4XfWEz2MoMwmOr56cVUUSTiGeRA2l2BZMURmScr+qAQDUjB8qcCDQcfQdWDyBWjEhER4j1I4H8qmn2np56j6S6b6B2bS9c9E9T9a9K9d4+rr6/HbC6m2PtnrrZePrspUyV2UrKHauz8bh8FSVWSrZnmqJI6dXmlYu5ZiT7ddpH8PW1QgIX+iDxp9vSeOCGKSaSNKPJTUak6qCg4nFBjHSa7w+MHxs+TOOwWG+SPx86P+QOG2vXVeT21ie7+qNidr4rb2SroFpa3I4PH78wWeo8TXVVKixyzQJHJJGoViQAPaf6eL6hbsx/rgU1VIwaVFK0IwOI4gHiOnwzqnhLIRETUr604fsqafb0Jeydj7M622nt3YPXe0dtbD2LtDD4/bu0tl7NweM2xtPa+38TTJR4vBbc25haaiw+Ew2MpIlip6WmhighiUKigAD2pld5iGncu/wA+P+qn+DpmKCOHUIl01NTknP59AF1v8HPhb05v+u7Z6i+Ivxi6s7WyaZePJdodcdDdWbH7Er49wVK1meSs3ttja2L3NUpnKpBJWB6oiqcBpNRF/bNmv0cMdvafpxoKKKltI9KmtRTgOAGBgDrd3GNwE317GYyEFixPcQQQeOCCAccSM9c+wvg98Lu3OyKPuTtj4i/GPtDt/HPgpKDtfsToXqzevZVDJtiWObbT0W+dy7Vye6KV9vSxI1CY6pTSMoMWgge62sCWOo2QMTVrUEnOM5PGgpXq8mqddEzFgBT0xk0x5ZOOlxhPjZ8ets9w7l+Qu2uiuntvd+bzwqba3h3dgutdm4ntzdu3Y4MHTR4Hc/Y9Bh6feG4MLHT7YxqLS1dZNAq4+mAX9iLQ7GvhQXFrHVbWWmtQTR6ZFc1weHTUsKzPYtISTbV8HJpHqBDUFaGoJ4g0qacT0G2C+BHwZ2vmuxdybY+GfxU23uPuDbm7dndt5/AfHrqTD5vtLaO/q2HI762t2PlcbtKmrt77c3pkKaOfLUOTkqqbIzRq9QkjKCGlhRLT6BK/Q0AKVNO0hlyTXtIBGcUAGOny0n1MV6JWF4hJVwTUFgVY8ckqSKnNCen+f4Z/ESq6Xo/jdVfFn46VPx0x1aclQdAVHSnW03SVDkWztXuhq+i6pl22+wqWsbc1dPkjLHj1c18z1F/M7ObXC/Uy2s89ZJrcER1JGjUKNTyoR5GtPKlemYolt2u3tyUNxp8WhPfpIKg5wAQOHoPQdFQ+Tn8u7aPb3VnRnxJ6c606F6E+Ie2u4No9tdrbf2JtWi2flcRR9V9j4PuTa+xeiutdnbSxWwtrVnaXZNDI+5tzNkKGqxmMNZHS0FfWZdq3GO7dPJbc38v80XC+JPs/jfSasitxA8MnngLqBoysTQhDHUt0murK2l2Pmrb4oWS83iGKKZg7gaYpEYEhWUPVE0BaqoJV2D6ApsI7OpewarrvfMPUtZs7HdpTbUzqdc13YeOzWY2FSb4ONqP7rVG9cVtzL4LcGQ2pHmvAchFQ1lLWPSeQQyLIVPtJei8Fux29qXa008D5jV8WMrUVINONDSnRjDHt0kqpukLvYMf1AraWIHw0NDSjUNKZ4EitQXr4f9D9idSbS3bvbvzP7C3d8nO99x4nsn5B7h6rwW4Nt9Ww7yx2xtrde4jaHVeH3XnNybro+udj7P2fQY+hfJVklbkamOqyk8dPUZCWniMtNja2VjtW0RmPardWCgkksXYu7EsWYEuSaaiBwGB0U2ke4TzzX26yA3LHsUBaRqKjTqWgfBGWFfPz6Unbnwp+HPf+9sV2X3x8T/jX3V2LgsbjcRgt/ds9GdY9i72wmJw2QrMtiMXh91bv2xmM9jMdjMtkKipp4IKiOOGonkkQB5HJTQL9LO13asY7okEsCeIFAaVoCBioz0YXK/WWzWV0xe0II0VIFD8QqCDQ+Y4GtDUdR+5vg58LPkduqk318h/iH8YO+t64/CUe2cfu/unoLqrtLdFDtygqq6vosBRbg3ztTO5WlwtJX5SpnjpY5VgSaplcKGkcltIYkkuJFSkshBY1PcQKA04DGMU6d8SXwobczEwRghFOQoPGn2nJ6FjqfpfqHobZlD1v0f1X11011xiJ62pw/X/VWytudebIxNTla6qymVnxe09o47E4HHTZPKV01TUNDTo09RM8j6nYsVMjvPHHHLIWRRQD0Hp0litoYLi4uIotM0unW1SdWkUGDgUGMcegd2Z8DvhB1z2d/ps69+G/xW2J3Ocpms2e3NmfHvqba3ZxzW4zWNuDMNv3B7SoN1NlM6a+f7yoNX5arzP5GbW12rfXbJ4VvIUipSla49KnJHy4Dh05PCl0yyXVXkBrUk8fWgNK548eql+uP5SW5OwP5mvzh+W/zi+KH8vbvfpH5OxdQU/WGN3lkpvkT2Z1JH0bsF+tKCoh2j2/8Rtu7ToJe4cXFR5PNpjNxRDDVFBBRh80iJWRpNht4tv5am2u5jK7rKwZpa57WJC6VYqAAaagQWoCy14KOY77cNzveTxY3Dpte2R3KPHRaXAnIKMxqGQwsCQv6gOs0ZaZul3n8Zvjt2HlOrM7v3ojp/fOd6NyK5fpTO7y632fufNdPZZJsPOuV6ty+cxFdkevsis23sewnxMlJKDQ0/q/Zj0rhI67hdbwkrDc5vjlqSxxpNa4yMGgFamtein912I2deXxbg7MCD4NW0khtYNa1BVu4Z+Qxjpjxnw9+J+H7qn+SeK+MXx7xnyMq6iuq6zv3HdM9dUXdVbVZPDNtzIVFX2jS7ci3xUz123pGoJnevZpKMmFiYyV9s2qG0t5rS0LRWcgo6BiQwrWhqfXP2549LZohcyW814TLPCaoxqKGmkGgxhe0VrQVAoCeiYZL+Sz/LizvyXr/kRuD4cfEnN09f1dV7CqOsMh8XemanZeR3Tmd8VG8txds7hx1TtqoxG4uwsnppqGLJVNAchS0q1KiqdKuRFrYxGzW/hXMEnheGpz4IjD6gCSSwk1KfLRoAFQcWuvGupNune4bxYmmMrcfH8QJ4YYVophKuQRUv4hrTSKqTc/8oT4BnefRnZXTnxX+N3xt7F6H7r2n3Lt7e/RHx96r6z3NmJNu0GcxFfszOZrY23tr5Ou2ruDF7hnE9LLNLTrVRU9T4mlp4iqqznvLLdLPcLa6KJGk6OlARIJoHh4munTrLYBJpSo4hNutlb7ps+47VcQhln8IhvNDFNHNUUIJqEK01D4q5pQmP7Z+Cvwm763rF2V3p8Pvi73R2NBQ4zF0/YHbHQHVHY294MZhpZp8Rjod27w2nmc/FQYueokemhWoEcDSMUUFjdPaxCxzaExsDWoJOfXJwccelc4+pRorhi0RFKcMeYxTBqajhx9ep3ZXwo+HHc29tudldw/E/419rdi7Ox2Dw+z+wOyejOst8732nidtZGoy+3MZtrdm59sZTPYHH4DLVc1VRw0lRDHTVEryRhXdibxqYbia8hYrduQS9TUkCgNOANMVGeqSp41pHt8rM1iqlVSpoAckA1rQ+Y8+Br1zHwt+Ha9zTfI0fFH42r8hKmvqspUd7L0f1mvclRk6/Cy7crsjP2cNsrvaaurNuzvQSytWmSSidoGJiJX3QIFjmt1Zhby01rU0ah1DFcUbOOJ6cesjxSOxLJ8OSKcBwGDwFK1p5U6TWzP5fXwM65w2/tu9e/Cb4kbE2/2vt1tn9oYLZnxz6f2th+ydpNOaltr7+xuD2fQ0W8tvGpPkNFkUqabX6tF/e5Ykkt2tGB+nqp0gkZUgqagggqRUEGvWyzPdLetIxuxq76mvcNLYrTuGD6+fS+6y+KXxh6P2NunrPpP459FdOdc74qa+s3p1/1Z1LsLr3ZG7qvK4qnwOUqdzbT2jgsPgc9UZLA0kVFUPVQStNSRrC5MahQ1fW6blZybffr41i3xIaqDkHiCCMgE0OaUOOmY4/p7mO+tZGjvUNVkBJKn5An5mnoTUZ6hdIfED4nfGWqz9b8bfjD8e/j7V7thx9Nu2r6P6Y656mn3TT4dq5sPBuOXYO3NvvnocTJlKk0q1RlWnNRKYwpke6pnleCSAuTCxBZeAYrXSfkVqafafXqjW8LT29wY6yxatLVNV1Cjeea08608umTbHwY+FOy+3pPkBs74g/F/affMud3Juibu7bXQXVWB7em3LvKHKU27twy9k4ralJvOXObpp85Wx5GratNRXJWTrM7iWQNW3MlpG0NrI0cLChUEkEcQDU8Ac06euQbxtd4xkf1JPypWhzSmK8Olp3f8YPjZ8msbgsN8j/j30f8AIHDbWrarJbaxHd/VGxO18Xt7I1tMlJWZHB4/fmBz1Jia6qpY1jlmgSOSSNQrEgAe2PpojcC6ZP8AGQCA1SMHiKVoRgcRxAPEdWDyJH4KyEQYqvrTh+zND8+hJ2TsbZfWu1Nu7D672ltnYmxto4jH7d2lszZuDxm2Np7WwGJpY6PFYLbm3cLTUWHwmHxlJEsVPS0sMUEMShUUAAe1LySysGnkLyDzP2U/PAp0zFBDAG8JNOo1OSan8z0D/ePxC+KHycq9vV/yU+MXx5+QtZtGnyVLtOq7x6X647YqdrU+aehky8G3J9+7bz8uDhy0mMpmqVpTEs7U8ZcMUWzSxoJWnRaSGlTU5pwxwx9nT5LsPDaQ+GK0X0rxIPGpp/qp1C7H+F/w+7j2h1/192/8Vfjh2tsLqfGrh+rdj9ldIda772h1tiY8fQYiLGbB23unbWVw2z6CLFYulpVhx8NPGtPTRRABI0Vdyp412b+cl708XJNT9orQ1oOPmAePTNrEllaJt9p+nYj/AEMcPP8APFTT0rQdVI/Oj+VPvb5AfKz+XPler/jH8B8z8GPg9SdyUeb+Pna+fyW2cBu/Hd67aw+0q/C7b6FwnxK7O6gxmK6lm29S7ixCVOS8eYypEBjxBgTISV2RUtN/3jed2jM/jJGsRrTwgIvDYjSf1C2KBlGjSNJzhzc5bk8l7tyxslw9teXUsMnjDuKGKbxWADHPiqWRm1qQHY6XpQ3H7R+MHxv2H1DmOgNj/H/pXZfRO4sduDE57pPafV2yNu9RZnFbtWqTdmLynW2HwlHsuvx+6ErpxkoZKJoq4TP51fU1/Tx+NFbw3chmjhBCAk9oZtRAzw1Et9pPr1S1T6S5uNwtFMF9Np1spqe1dI+Xw4wBUca9MU/w1+ItV0vRfG2q+LXx0qfjnja5snj+gKjpLrafpGgyDZ2r3O1fRdUS7bfYdJWNuavnyJlSgVzXzSVF/K7OfXCC6e1e4q8kNdBqRorg0oRUHhQ4pUcCetRRLbvcyW/Y09PE4nXp4Vrwp8vl6DpGZ/8Al2/ADdeydhdbbo+Dnw/3L111WNzjrDYO4PjV01mdldcDe2Wjzu8hsPamR2XU4PaA3ZnIVrcn/D4Kf76rUTT65Bq9uOzTzG6mkL3NANRJqQMAH5AAD7AOrovgwywRMVjc1YVJqeAJJNajyNceXQlVvxW+M+V33112ll/jz0hlezOnsJBtrqLsbJ9VbGyO++q9u01PWUsGA643fWYObcOx8LBTV88aUuMqaWBY5nULZ2BZEate3u4sNV7c6fFkNSZdIIWoPDSCeFKkkmpNemIbWKGxt9sRSNtiLGOKp0pqILUznUQDnhQAYA6CCn/lpfy66bauc2LF8CPhimyNzbiwO79x7PT4v9JDamf3bteh3BjNtbozW3P7knD5TcW3sbuzKU9DWzwvU0kGSqkidUqJg7oBWO1ijYrHBq8IcRHrpq0/6ag/YB5DpRqle5vryeRnvLkIJXJJMgTUUBBJA0FmIp+Ji3Ek9L/uH4T/AA3+Q9dt3JfID4m/GrvTI7QxDbf2lke5ejOsO0K7a2BeUVD4TblZvja+dqMJiHqAHNNStFCXF9N/ddGm6kvUJW7empwTmgoKitMDhjzJ8z1SKNYbWOyjqLRK6UqaKW+Ig1rmgrnyA4AdDBvfqzrPsvYeY6s7H682T2D1nuLFpg8/11vfa2D3VsXO4WJoGjw+Z2lnaHIYHKYuN6SIrTz08kKmNSF9ItW4hF3IslzV3BqDUgg8a4IzUDPr1a3RbRdFv2L+3iKefyx0h+n/AIxfG/49bWzuxugOgOlOjNk7nyU+Z3Js7p3qzY3WW1dwZeqx9JiavLZvbuysHg8RlMnVYmggpZJ54ZJZKeFI2YoqgOzqbm2+kuWL2n8BJpxBOeOSKn18+qpEsV0t7DVLzFHqainoK0H5DBNePTb1Z8R/ip0Zt2v2f0n8aPj90/tHKbrwG/cltTq7pzrrr/blfvna1TQVu2d51uD2nt3EYup3Zt6txNLNQ5J4mrKSWlieKRWjQrvXIVRDIfDSukcaVFG+2tM149e8GLxJJSv6jgBjU501pjgKVJxTJJ6iYn4cfEfA901XyQwXxb+OuE+RFfW5XJ13fOH6V64xnc1dks7jZsPm8hW9oUW24d7VdbmMRUyUtVLJXM9RTSNFIWRiDS2BsI2t7SRo4HwygkhhWtDUnFc/bnrVxAl20D3I1mM1WpI0mlK0ByaYFeAqBxPQkdsdM9Rd87KyPW3ePVnXPcvXGZnx1TmOvu1tk7a7E2Tl6nEV9NlcTPk9qbvxuYwNfNi8pRxVNM01O7QVESSIVdQQ20EbmFytXjJK5IpXjwOa/Pyx59PK7Jr0MQrijD+IDIB+wiv29NWwvj70R1Vs3aHXPWHS3VHW3XvXuYrNxbA2HsLrzaWz9mbG3BkajN1eRzmzdrbdxOPwe18vX1W5cjJPU0NPBNLJkKlmYmeUsoaSaWSGWWUtNGCFY8QGFCPsIqM+R6TC1gAuQI+2amvJ7tJqtc+RAOPQenQXVXwP+EFd2y3f1f8ADj4sV3ezbjj3i/dVX8fup6jtiTdsWgxbok7Gm2nJvCTcURjXTXGsNSthZ+Paa3t4rWA21oum3PFakg5rxJNMknHn0/KDctG1w5d1pTJHClKgGhpQUrWlMU6ftn/Dj4k9e9Wb26M2D8XvjxsnpPsmqrq3sPp7aXS/XG3Oq9+VuUx9BicrV7y68w+26PaO5qnKYrFUtNUvW0czT09LDG5ZI0CvXCC7ggtrhi1vEaotSAhrUlSCCM5+3qqh0urq+WRheygB3qSWABAFCaDDEGlK1JNST0if+G7fgCOtv9DA+Dfw/wD9Dp3uezP9Ev8AstXTP+jL/SOcGu2G3/8A3C/uX/dT++x22gx5yv2n3xoQIPL4hp96lDSvbtKS5i1aMkaNVNVBwOqgrX0HW4wYmuGiYqJdOvJo4WumorQaakig4mvUreH8vn4Fdhbc6/2fv74S/EjfW0up8HVbZ6s2xvH44dPbn291ptuvq1r63b+wMNm9nV2N2dhKyuQTS0uOjpoJJQHZSwB92LP47XQkYXWKtU+QoMVpgYHp1VI1jg+mSvgVJpU8WNWNa1qTkmtT0x/Mf4c9M/JHqyros/8AEv4o/JDsfZW189iuk8R8ndn7Uqtp7Urtwx4ylyNPit75PqDuvP8AW2PrKfFUzzzYjAVkkz0VOrREIjxkW/2G4bhYbsu03rW28Xnh1uAA7JoYUbQzKrHRqFKrxJJr0YbFPa7Xe7X49v4m0W0mowVIEgOWTVlk1cCwBNPIgAdE/wD5PH8sbA/AX449aba7Y+Nnwx2l8rOvdpVvWm5PkV8csLj9x7z7d2jUVVFlp8zvDtTcHQvSvZ0VfmspAiVmHqjl6YLjqWb76dmEVOMt1vobydZdvVoIHQCWKpYEqoUdxoTUgvwFCaZpUhiwsr5ZL+PcpjPD4paEmi0VmZitFNewEICxyBXFSBZFsf4u/GvrPMdo7i62+PvSfXm4O8q6bJ9153ZHVuyNqZruLJVFRnKyfIdqZXA4TH1/YVdNV7nycrTZeSskaTI1LE3nl1EJtozt42lgf3d/vqppxrxrUZzx4Y4Y6PZpJri/j3WSZm3JPhlJJYYp68aYqcig9B0GGB/l2/ADauyt+9bbW+Dnw/2z132odrt2fsLb3xq6Zwuy+xzsfJ1GZ2X/AH82vjtmUuD3cdpZirlq8Z/EIKj7CpleWDQ7MxfkBmiW3kZmgQ1VakUPqDWtfU+fn1WPVDN9RCxWehGoeQIowpwoQSCPQ9SK7+Xz8C8r1ngelsp8JfiRkum9qbkye8dr9T5D449PV3We2935mBqTMbqwOw6jZ0u1sRuPK0zGOprqeljqpkJV3I97ceNLbzyVaSMEKakUBIJFBggkA0NRUV6pEghjmhj1BJCCw1E6iBQEkmtQMA+Xl08b5+Dvwy7O2t1lsXsj4lfGff8AsjpTGvhunNn716L6w3TtfqfESw4imkxXWeAzm2K7F7Exr0+36CMwYuKliKUUC6bQxhdh5hffvMux3PH61TqwAoxXyAAH2A8QOmngWTb59pZ2/dU39pFqakmSe41r5mucglTgkdL7rr43/Hrp/eXYfYvU3RPTnV/YPb2VOe7Z31151nsvZe8O0M4a/KZU5jsXc228LjM3vfKtlM5W1P3GTmqpvuKyeTVrlctWINFALaNtNqDXR5Vya/tNen5/8ZuFu52L3AFAxJrwp+eMfYB6DpP94/EP4n/Juq29XfJP4w/Hr5C1m0IMlS7Tq+8uluuO2Kja9NmZKGTMU+3Jt+7b3BJg4Ms+MpmqVpTEs7U8RcMUW1VgjWaSdFIlalTU5pwxWmPs6tqYosZc+GK0HpXj+2g/YOhb2JsDY3V2z9u9e9a7N2r15sHaGLpsHtPZGyNv4rau0dr4WjXx0WH27tvBUtDhsJiqOP0xU9NDFDGvCqB7eld5W1zyFn4VPpSg/ljpmGCKBCkK0QsSRUmpJqTUkmpOT0DPdvw0+IPyXzOH3B8j/it8cPkDnduY6bEbczXd3R/Wfa+W2/iqio+8qcZg8jvzbOfq8Tj6irPlkhp3jjeX1FS3PtPHbxRXE13Cum6kC6mqc6cLitBTyoPM+vT2tzGsRkJgUkhfIFqaj+dBX7B6DocK/ae3Mttus2hk8FiMhtXIYiowFftqux9LW4KtwVZSvQ1eErMTURyUFViKqgkaCSmeNoXhYoVKkj23uNrFukV1BuEfjxzU8QEkeJQgipBBFCATQ93nWvSezi+gFubFjBJCaxkEkxkmpIJOSfL+HypToDukfhr8Q/jRlMxnPjh8WPjl8fs1uOjpsduLL9I9I9adU5PcGPop5aiioc5X7E2zgKrL0VHUTu8UVQ0kcbuxUAkn2u8WQB4xIRG/xDyanCv2VPXntoHeGR46yRklSSaitK5rmtBxr02p8GvhdH26/wAhF+InxhX5APnZt0v3ovQnVadyPuaeB6WbcTdnJtX++5zs1I7RPV/ffcNExQuVJHtPZxrYIqWIMKitACTTVWuSSc1JP2npy5T62No74+MCADXFQtNIxw0gACnkB0r9j/F3419ZZjtLcXW3x96U6+3D3jWy5PuzO7H6s2RtPM9xZKpqM5VzZDtPKYHCUFd2FXS1O6MnI8uXeskaTI1LE3qJS9Vt41sP3YFP7uHCKpoM141rx+fDHDHV5DJNeQ7jLIzbgnwyEnUMU9fTFTnA9B0F+A/l3fADamyt/da7V+Dfw/21112p/df/AEn7CwPxp6Yw+yex/wC5GTnzWzP7+bVx+yqfBbvO0sxVy1eMOQgqDQVUrywaJGZi5IrSR28Mzs8MVdClj2VpqINa1YgEn5DrQBSRpoyVmYUJ+XAinAAjjTj0t9/fDf4jdrdd7C6h7S+Lfx17K6m6rp8fR9Y9Ydg9Kdbbz6866pMRhxt/E0uxNlbj23ktt7Sp8VgFFDTJj6anWCjAhjCxgL71KGubxdwnZnvgKeISakehFaHgONeAPkOqxJ9PA1rCxW2Y1K1Jqc5qTWtSTXjk9Dbs7Zu0evdq7d2LsLa+3tk7I2dg8VtjaOztp4bHbd2ttbbWCoYcZhNvbc2/iKejxODweGxtPHT0tJSwxU9PBGscaKqgB+SSaZy88heU8SeJ9P5Y6rFDHCumJaKTXiT/AIegI338K/h12h2pjO9OzPih8a+xO7cHV7cr8H3DvnozrHdnaeFrtnzw1e06zFdhZ7a+Q3ZjarbFXTxy46SCrjeikjVoSjKCGLeIWks09rWOZyCSCTUgAVoTQGgAJFKgCvAdXm1XEawTMXhUUC1IoCakY8iSSRwyehT7S6f6o7z2Nl+sO7Oseve4Ots++PfP9fdpbM272BsfOPiMlSZnFPl9p7sx+XwOTbF5ehgqqczwOYamGOVNLopHmijmeOSVdTrwPCn5Dq8RaBNFu5RaEU44PEfMHpr6c6C6N+O205tg/H3pvqvovYk+Wq89Jsrp3r7afWe0HzmQipoa/MnbOy8VhcJ/Fa6GjhSao8HmlWJAzEKtn2kkfwxI5ZYxRR/CDkgfIkk/aT69JY7S2iluJkjpJMQXNT3FRRfPFBjFMUHl07dqdP8AU/emyMv1l3Z1j193D1vn2x75/r7tLZu3ewNkZx8RkqTM4l8xtTdmPy+BybYzL4+CrpzPTyGCqhjlTS6KwSvBDI0TPHVoySpqcV/w16WJI8RkMchUuKNTzHofl0gOj/iP8VPjHJuSb41/Gf4//HmXeQxC7wfo3pzrzqY7sTb5yf8AAF3L/cHbuA/jwwhzVYaMVXl+2NXN49PlfU/I0kkH0zuTb1rorivr9vz6TNBE0y3DL+svA1OK8ccP5dJ/AfBz4XbU7en+Qm1viL8Yts9/1ed3Huip7z2/0L1bhe4qjc28YMpS7u3FP2fjNrUu95s5umkzdbFkqtq41FdHVzLM7rK4bVuWtlKW7GNDXA+Zqftqc56vdoNwV1vay1pWpIJ0005Ge2gA+wdC3/oc6lHajd6f6MOvR3Ydlf6NT3D/AHM28O0T1ycym4z1/wD6QBj/AO9f9yDuJFr/AOE/d/YfegT+LyjV79ADbi4EFUWYgyAE0fTWlRWmKmn2163Opukt0uWLpDXwwSQEJpWgB8yM9B3ub4e/E7evcGG+Qm8vjF8e92d+7cqMLV7d7x3L0z11nO4MBVbbFtvVGE7Lye3anemKnwIH+RPBWxtSj/NFfbduv0j3ElpWOWT4iCTXGk4JoKrg04igNaDqtzGL2JYbxjJCvBakAZ1eRHnn5HPHpU91/HX4/wDyU23jNm/Izozp7v3Z+HzcW5cTtLunrTZfae2sZuKnoa7GU+fx+B3zhc7iqPN02OydTTpVRxLOkNRKgcLI4Ovp4jJFKY/1ErQ1OK8fPNaDj0+ssqq0aykRvTUPJqZFfsOR0m9i/EX4pdW9Y716R6x+M3x+646X7IfMN2F1FsLpvrvZ/V++23HhaTbe4TvLYG3tu47am5Wz+3cfBQVpraSb7uihjgl1xIqhy5Q3cMcF0xkgjNUUkgKSamlD5nP29Nw6rW4a8tXMd0QAXBNaDFBnGCRjjU9MnYXwe+F/bW0+tdhdr/Eb4ydnbE6awz7b6i2V2J0N1bvfaXVm3ZKHDYt8B1ztvc21sphtkYVsbt3H05pcZDTQeCgp006YIwupR4ty95cEyXbChck1OKDz9AB+Q69BqtrZrO2kKWjNqZKkhmqTU1PHJz8z1I6U+FXw6+NWfy26/jn8UPjZ0BubO4oYLO7h6T6N6y6rzebwYqoK9cNl8psTbOBrclihX0sU/wBvM7w+aNX06lBDhmnEbQCY/Tkiq+X7fzOfKvSeSztpLmK7ljJuE+FtTYrStBWgrQVxmgJ6nYH4ffE7a/c1f8jdt/GH497f+QmWqcvV5bvjB9M9c4nuXK1OeoGxebqMn2fQbcg3vkKjMY12p6p5q52ngYo5ZTb21aqbOCS2tNUVux7kqWDZ1ZqT+LP2549O3CfVywz3bGWWP4SSRTt0DANDRe0V4A0FB08d3/F/41/JrG4PDfJD4+dIfILDbXranJ7axPd/VOxe1sXt7JVtOtJW5HB4/feCz1Jia+rpo1jlmgSOSSNQrEgAe6tDC0yXHh/qjFakYxilaEYGCKY6cUyLG0CyEQk5X9vnxrk0PlXHS6qOsOuKvrifp2r2Dsyr6lq9nS9d1PWNVtnDVPX1T1/Nh229NsafZs1G+3ptnS7fY0DYxqc0TUR8Bj8Xo97ugdwMzXpMzyGrsTQsa1qfn6+vE8em7GFdsihi26sKRfBQntqScEmvmfPHl0GnR3xI+Kvxjl3FN8avjP8AH748ybyXFLvGTo7pvrrqVt1rgf4n/AV3Mdg7d2+c8uEOarPtBVeX7U1c3j0+V9ToeRomhaYmImpHkT5GnlTqrwRvPDO0VZUBANfhrxxwNeh6yWMx+Zx1diMvQ0eUxWUo6nH5LG5ClhrKDI0FZC9PWUNdSVCyU9VR1VPI0csUiskiMVYEEj21LCk0TRSrqjPEcK5r5dKFZkYOho44H06ALo74hfFD4yVW4q342fGP4+fHqr3dDjabdtT0f0x1z1PPumnwz1z4eDcc2w9uYCTOQ4qTJ1LUy1JlEDVEpTSZHu7qlEXgeIxgrXSST+dTmv8AxXTRhjaVbgrWYVoanFeOOH8uhWx/XWwcTvXcnY+K2VtPF9h7zxW3MFvDfeO29iKHeW7cHs45ptoYbc25aWkizOfxe1H3JkTjaermmhoTX1JgWMzy6vcEkiVqRtTUPWnw/sqafb1qSNZpLWWUFpIdWg1PZr+Kg4d1BWo8q8elv79mlaZ6c6Se9tkbM7L2juPYPYm0ts792JvDEV23d27L3ngsXujae6sBlYHpMpgtx7czdLW4fN4fJUsjRVFLUwywTRsVdSpI9tPFHKoDrqANeJGQa+XoRXqySSIdUUhV6EVHocEfmKg/b11tXY+zNi7OwHXmydp7b2hsHauAxu1dr7I2vhMbgdpbb2thqGHF4jbWA27iqalw+H29isXTx01NRU8MdNBTosaIqAAXuwdwEwvXMzPTUSTU0pSprXFB59M28SWiqLZSlGJ4kmpNa1JJrXPRbdl/y+/gb1xht/7d69+E/wASdibf7X24dn9p4LZvxy6f2vh+ytpNMak7W3/jMHs+iot4bdNSfIaLIpU02v1aL8+6yRrJbi2YH6fB0gnipqpqKGoOQa16c1SG4F20jG6z3VNe4UOK0yMH18+p+G+Cfwk231Tuvojbvw8+LeB6O35m6Dc++OmML8f+qMX1PvLceKlxE+M3Bunrmh2rBs7P5vHz4CheCrq6OWeJ6KBlcGGMrd2lkezeSRma31+Fkjw9Yo9BWncMGvVIl+nlnuIGKySABzUnUFrQZNABU4FBU16NNT00NLBHBBGsUMShY4oxpSNADZFW5CqBwB9APd2Z3cySGsh4n16pb28NpDHb26aIV4DJpU1PGvr1K966e697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917qgL/u6Z/8wBf/AERP3rz6t+D8+v/X2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/MAX/wBET968+rfg/Pr/0Nvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv+7pn/zAF/8ARE/evPq34Pz6/9Hb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3Xuqh/5nnyb+Y/xj3Z8OIvjdvD4147bfyd+VXVXxLzmK7r+P/ZvaOd2tnOzcbv3O/wCk7E7h2N8p+jsfWYnB0Gz46c7enxvlqppWmGViULB7a2mOS+5mh2a5m8Oznt7iRXpq0m3tpZ9OkUY+K0YjqWXRq1UYDT0k3y6O2crb5vtrbma8sjbVj1hPEFxdwW1Q7KwTwlmaX4X16NACltQEx+5vmF3H2Bhovijuv4qZvqTpvuTaXU/ya3T2bsvtKWr7XkxD0MnyFm+M+4dkdiVW29k57qKrZ8DFRZyn3bS1e6/4li66txc23pzk97YUmW33a8Rk2G6R2iUFWZQhkjrqFGYNLHksq9oJUEFemt0S/tILvZ7aSvNEHhltS6QVfw5OB7FIhcn4m7qKwVg3S77f/mVfDPobfGX2H2l2xldvVO1ty7J2Vv8A3tQ9S91br6Q6j3n2JWYei2ds/vD5F7O653B0F0XunMHcmLnGO3huTCVkFDlqCsmjjpa6kmm9YatzmWG07iSdPq9Kk0BpSmk/M9LbsyWNu11cJSMKCR/CMZJFcZHlkGox0I/fvzI6R+NOR69w/Z8XdlZku1K/MYnYdL1B8WflF8jXzeYweJqtw5DCO/x36b7SixGbO3sfWZCCirmpqqsoMfWVFPHLDR1Tw0jnV7y6saEXMAXWKHt1CozShxxoTTzp16F0ubKHcIXDWkhIDfYaGqnuArgEgBqHSTQ0z/Fj5i9B/NHZWd7E+PW4N7bo2ftrduc2NlcxvHpXu7pe269sV9Th9zYfGUHdvXXXOUzs2283Q1GOyMlDBUw0OSpp6Od46mGWJFU0MkFpa7g5H0c4YoQQdQU6SaAlgNQIBIAYg6a0NG/qIvr7zay1L+3CGRM1TWCVDGlNRA1aa6gpUkAMpIWyfzLfhjF25t3pmo7ZylNuDd/Z2Q6S2fvWt6k7roegd5d1Yqlys2R6e2d8oavreH417s7UoK/A1+Mm27jt21OYizlBVYpqcZKnmpEpZJLuRrZRlmoSAPxAAknNKBQC1fMcOvbvOuxRzXO5/pWsWnxGOfC1lVQELUsXZ1WgFVNdVKGmHef8zL4h7D7q7M+PG4tx90nuHp/YknaHYO0tvfET5gbzTD9dJDWSw74odx7N6Iz21NzbXyEuOqaejrcVXV0FbW0s9LTtLUwyxIl+rtl2TduY5Z0TZ7GSKOeRmAEbzyeFEpBox1N3HSpCRhpn0xKzhUY2G77BsVV/eu6GT6WPUtZvBjMsmk1oAqjSSxUGVo4ATNJHGyDwP83/AOBu6Kf45VmA373VkqL5cVtVQfG7IR/DD5rw4ztyeg88tdJtjJ1Px4hoPsKHGUsuSmqqmSnposNE+SaQUCtUgzWwu23T9yeHp3PTqKEqKLo8TVqJCaQncTqoo4kdIri8t7barze5Jl/dtu2mRwagNq0aaCrFi/YqgFmcFACwI6dqn+bF8IaNPk5LWb17lpovhqizfJeeo+H3zIhpuqYmkxsgly1S/QKwZeMYbLwZoti2rgNtF82f9xEUtahZDdQT7Lb8wRyKdqlICvUCpL+HShowYOdLKVBVu1gD0ZizuW5gt+Vkj1b3KpZIwQdSiMy6tYJjAMYLIS4ElKR6jjomHzH/AJt2/wCbr7o7/htvA7C37vvv3Y1R25s/dvyV6K+cWSw46zp9xS4bEVWE+Kfx66K3N81ewq3sKkwuayGMy1HtnH7UxeExa5WvyngyWEhyu7613Oz3y92qZdBsNIusxnS0y1iU5pih1aGYq3Yyg6ijNrLYXW1W+5x3SSLclhBoOoN4baZDqUFccACVqcg4AZZ/G3+ZnTdb/CTZHzE/mG/I/oze9D3LvinwmA3L8EPjx8rt/dD7AbJZOm2ZtLrutojsPsLvjB9hZLcsQpc3DvXH7erMdu2vbbi0ENXRgVRvcLZSbny3y9t0LNu+4JMYy3Y05hGtwoLNGCiHChg7hXYKdLBSq1TczJzdf3cyLtm1iBpULRDwElUAO7atRUtlmGpY9aK5QstTPdkfzZPgf1Jnu1dq7+7Z3tiN0dF9PbV787j23Q/HD5Oblz/WXUu8P4R/Dt3b0w+1+m81kcDHiVzlM2co540yO20dmy0FEscpQnhuI5oJblJB4CMqlz29zEBV0mhqSaAAHPRmqu0trbhD48ysVWhyEGps8BpGTUjHU9f5pnwwbfXxq6zfd3c1Pvr5f4N9y/HXb1b8QPmLj6jsPb9Pkpcdlsuams6EgoNo0G24I0yWYkzs2MXC4GppcxXfb4qrpayUz+huhuu6bIY1G5WRQTpqQ+EZEDoGaujKmhox0sGRqOjKEMe5WU2xQ8zQXCvscryKkoqVYxSGJqCmoguP0zppMpWSIvG6sTLdE/JfpP5L0nZdf0nvQ70o+oO4N/dCdiTf3c3btz+73bHWNfFjN87V0btwOBlyv8Drplj++oVqcbU3vT1Eqgn2mVGNptd//wARb2NpIT/Eiu0bGnFe9GFHCnFQKEEvvPFHuu8bK7U3GwaNZ0z2NLEsyDV8LVjdWqjMBWhowIBG+1Plv8l+wfkP8h+jvhr/AKBqU/D3ZvX2a7Zru6dr7+3tUdvdr9l7ay+/9u/HnZFRsjfXXlF0vNSbDx2NqcjvXIrvT7Sbc9KE2zOtHIasNXu/x7bse8833kLNsNk0a6VIBmLuI2owVpIzGzJQGIhy3xAKaq5I7Y7xyvy0154O6bsZdMmkkQLEoYMyMAkgdak/qx6VXiWYaU038zOo7/62+Aa/EKn2Viu1/wCYlgN0712PWdyUGY3rtfonr3qvZLbs7o3Pv7Y+wdzbOyvYu4NjbmloNnrhKPcu3KeozuUErZWKKlaGpGW67Nf2HNXMHLsbf4tthj8Sbt7lnQSQHwy2pTIDTtZ9Brq4UJHZb3aS7FFvNyKSTNIkUalirvFKYpaTCPTRB+p3qpYUVRU1EB/5odf1F0H84sr35tbamd+SHwH3/tvqPeO0NgVldsfZ/e+8e38JsjOfF/cOwsdnK7sjcvWm3u/f9JWIonoK2p3LVbbysWSpkqczHRR1dWRSXbT7Hse97fDqF4sutK0MTRStFSrABw4USAgCgbSQSKsILKxdt+/c13dj6ZlRkmpxDR+IylF4NHlONGIB7alVEfqf5Zd89dfKPrr4qfMTM9F7kz/yF6h7F7d6T7I6P2VvTqna1Dmel6za0fcHSO5dtdi9o9sZndWc21t7e2OzmK3VSVmIp81j4sik+ExT0ET1y63Nuyc62xuC13sH0f1DlSA4vQ5iIUDShBVRpVpcPVipU6g3abxFuNjytvViwaz3eW4jSEsNUJtiAzaiitIr9wOpI9LL26w3YWjHfzQu506q2T8/s7RdKRfy/Owu88D1Xjdl0O3N50/e20uo99dzHoLrj5Wbh7qyvYFP11mdv7h3jUYvNV+yqbY9JLi9r5o1EW5K+qx5psgzsiy3u88n7FucckW573HdtEDpYQNawvMFJjLLIs6KneWjMRkHYxRgy/eLy0s35yW0vFJ2GK1eWtQtz9V4faupA0Rj1krTxPE8M6tAcFDE9l/K/wCTvZfyH+RPRvwxi6Fp5Phzs3rvM9uVfdG2d+b2qO2+2OzdtZnsDbvx62RU7K351zQdMy0ewcbjarI71yA3r9nNualVNszrRyGrI7nezt/L19zfuNu37rt2C+CrLWWrrGaSBWZCjMKAxnUTxABqYAWMu77Dy6194O4XzNrl0ki1VVVkZkICzCQFjRZF0KuTVhpR1Z/M7fvLqv4EVHxNh2Th+0/5hW3tx752VX9x0GY3vtrojrrrLZn96O4t0792F1/uPaGZ7Gz2yt01OO2emEo9x7cp587lRK+ViipGiqBXum2XdvzXNy1aTEwIzaZwq96iPxF/SY1QsO3LNpqT3UoSefdE2blffOYuYrcQy7f4QlhVy9DNOIEIkSM1XPiYj1EURghJKtjfzUpupPj583813vtna+4vkb8CN8bc6s3jtHr2fJ7N2l3tuvt/E7Oy3xh3LsfE5eq7J3R1htrvmXsTFUElDXVG5KrbeUhyVOtTmIqKOrrEO2Ncc0bP7f7pyxa625j+tW2RnVKPt8rx3A1zCNSNKeKC4jJDaFDkAsourzb9k3fmLbd83T/Edqt7Se4nSJ5WSK8WseuC3SRwUesRKalOnxH8NSwQXOsvlL8g+rflP1x8T/mdkui9wbk+QnT3YvcPSPYvR+zt39WbUoMt0xVbRHb/AEjubbvYXavbeW3PnNubc35jM7id1UtbiIM1j48ik+DxT0Eb12o54ZbbmyO2Yy3u0vbAkjQJxc+J3DGmIxFBVavrDA6gV7tiScwbJuBjCRX7Sgwl1ZrcRBCrawB4qyhwPhQowOGBIQrmO/mi9zR9VbK+fueo+lIf5fnYXemC6rx+zaLbm9KbvXaPUG+e5W6D64+Vu4e68pv6DrnMYDcG8KjF5qv2TTbHpJcXtfNGoi3JX1WP+1yD20x/W73yty/NIx3Lexc/TrSgjNrC0zqSoIcMFALM8enUNIcqQzO8blZ2Q51a3uFB5fhtpJgxIW4Fz4fapZAYjGHYrp8XX4Z1eGHBQw3aXy1+TPYvyH+RHR3w1HQ1K/w82b17me2Kzuna+/d7VHbna/Zm28xv/bvx62RU7K3513RdLTUmwsbjarI71yK71+zm3PSqm2Z1o5DVkF3vS2Gy7tzVcws+x2jIqqpAM+pxG1GAaSMxsUoDGdZbiApqayC1O8cs8sveeDuu5+IdekkW6ooYMysAkocajiVNKr5l10iX1l8lu3/m78Zvj1338LMj1X1hgO8+vaHsnJb8772Xn+6aDr5pVoaefrCo6k657Z6Syu6d6QZw5HH5CuXd+NoMNPipP28g0qxIJ962q/23f77bhLWwt3AV6L/jSslQdJYtAUNKgltVaA0Feina91hvtvae4jCXgJDKrFhGQ5UMG0ASLIoJWgUjGoClD7+XT8ou8vkxsHu6g+RWw9j7P7a+OXyQ7J+NW7Ny9UVecm6k7byPXNNt+qm7L61xe6pa/dG1tvZJ9w/ZTYivyGWqcdkaGphatmZSES2lxbblsPLW+WbHTexTGWM8YXhnlgKhv9EVzEXVgENDpZBpqzj/AFlrzDv+y3BDQ2wt2hl4F0nhWYh00gI6B1VgHlUghlcMWRLEAdY+n+v/AMVHuw19uoUPn0uBBFVOD1z92691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691QF/3dM/+YAv/AKIn7159W/B+fX//0tvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de618v57OO2/2bJ8A+pdwfHju/wCRWztr/PLo7vLvXauxPht8hvk31zTfHrb21+3Np77rt61HWfTnZGxsi8FTuGmSTbkks2dqYJ0mhoJIf3QXbVa7fc85Wr7lHTbore4LvV/7X6WX6UaUIY1n8NTpqgBrKPD1da3S93fb+U+YjsUi/vmcW6QqREar9XB9TUygxrS38VgXoTppEfE09O/xCynY/wDLT7OovhZuHrn5LdsfAffuHo98fBHu7afQndPbuR+O+I3BmsbS5r4f/Iql2HsTdvZewMdsHI7iiyG09yb1o6Sni29LPQZHIRyYiRIDezvbzebQWPMMiLzlY1T6kaQl6jagknhRjwLeSKMIjjX4copIgjbUhJr6ysLKVuY9hf8A5Dt/Qz2TM1bSVMvJHPKWnniuHJZUNZIXBjrIhRgWiDA909RfHr+al/Ly7j+MfyB7X7T+SnaHy1z3xl3xsPp7tXsbo/5C7L+Zc278h15Pvr5H4va9f1H0DuPq/N7jfDbph31n8EcHjsTS1lBLXQTUuoNz7c+8cg8i7Jt9IOYNptZ4ZU7a6zczXHjaiyxVk1hwFd2LhqnxCR0epNZbF7mc0c5XV0P6ubm9nJ8DUhEVrHbNb6UDySCqmOvhogQjHhjV0b/a3ye6v+OO6fi98Ld5Y75J9tbr+DPUewJO6+yepfhr8wvkzjoOy5Oh4OutiYStz/RXSfZ9HRZzfGzt9Zjcc8s8xMFPTwws5mnlSISXG/WfMPMPOe/WDk2M8ysjU0+LqBLVU0aPRgGq0ctUEgGgY5d2ndNh5U5X2q8t1S7kWQSJrVjGEkqpBFUkD6jQI+pAh1gArqifyT92rvH4e9t9RVGC7W6h7W2J8hvlT/fLaPbXUvZnT3YOyE72767f726sy1XtXsXbu0M1bOdW9n4XL08tPcIKjxs6TI6qR7ht09xyTypb20yrcQwSrIRRvCYyt2ZorkgqdSFlHCurUAfTX0A93uf94e317dfT2LwEmn1CQ2iJJ201RaWRkpIqlviAIIJrs2/0/wB+dmfywtnfyfOw/jj8g9q/MHr7f3TvT+Q7Sp+qO2P9l1m271F3tsvs6o+Y+0fmBW7Xw/SmWxVV1zhDn4sWm4V3vVboeTDnFGqMjez3avpzzj7U8326pFb7TFfNcKKObZ5rZ7dAA+nxWmYah4KSLGJQGKKjMoX3C3vttuvdXboXe5tdza0jtZA/gHcEUpJKpVWZoFgJKsZ2TxPB1CruiMZ/sztKXrn+bJ8y9/bh6L+aGT66zHwl6F6H2v2DsL4H/NLt/Ze7eydn7r7x3NuPEbc3V1J0LvfDZqgx2K7AxevJxTHGSVEskMdQ8kEwQEcw2t1vPs972ct2duDvW8btt01tFqUeLHbrKsr62KpFpLCiyMhavaGGehakX0/ut927mAtXZOXo9zW8l/3x9Q9u0XZUySlwjE+EspWlH0kgdE8+LO8d07c6v/4T3dbZz40fOvEbv+Iu4t0Yj5IUmb/l7fOXBYXqqfeXxQ7l6dw9Zmt55r49UGy8jhl3/vjG0tVW47IVtLRU8z1c8kdJDNPHL+8bhabn7gbrulrMDY3NvGqyGqjVHZRxEaWAbLqUqQAPirpz0EmtJ7H255i2uWGt+9+8qx1HcjbnJcatVSo/SYMFrqJOgLr7ek525tbu/sTIf8KFaKj2t8+9o9b9qxV24Om+veufgx8kdvT/ACw3Xk/ilsj45Y3FU/Z2R6fy+9d27DwPcOCovNhNpQ7Yeux8M+SyeWzGz6nIU0EUWUUv+tptNtJCJLtLmRkt9QHhiS6NWaXKuDGxkZGqV0mMjUadSRb3SL7rbRP4yR7ULOKOe6NHEfh2wBCwr3l43GlGT42dWQ9uoDh8cMDvn45fJT+Xf8+t2fHD5YZnp3d38qza/wDL97UotrfFLvzdHdfxs7p6f3DQ76Sv7P8Ajrieu675Fw9cdg1e2cjiKXN4ra+RxqZCkop5JTjcnRVrSRut7AOZfeXbHnVtu3a8tJrO7Ff8ZEcU8cv6KgmHSHjOmVlJbABoSsW8u7VuLe23tHtzqLe/5akvhcWYdXWRbl4/BcTFwrUKu9UDsqNoYIdQIWfJX4+927I/l+/KPK4vpT5O4jL/ADV/m49f/MnprrLpf4/9idv929UdOY7vLoLd+V3ZvDrjaHXXbGE6u3rlcD1Xl99fwvdOOVaWrycGKyVG2Y+6xKAmzs57bdfY3Zb280ybQu6CW6OlxYJcPcyxKsas31Sv4oQKjN4RdiAESpGd5uCX1x7vcxW+3pIl1t23xRASCNt4kt4YEZGaREazdGRk8eZKssUYZiGVQMvd3aPf1B/Lt/mcfBjtboX5c9odt7l627nqPjD3R178Lflt2LR/MDZnyR2bU7v2Tuff+W2T1DnsB1X8jcduredRht87XyNNs/EbfraVRisVjMPCKHGu8wht527ZXt4RBuMNwn1FtrD+GEnUo4lIRGDxgS0jLUZmTy0hZyx4e077c3M24eLtM8BMcmjSQ5gdXjMYLSYlOgM4HaA2QdZSHXeP7Wx3zt/kp90762p8+ezpqfpD5C4jt7K5z4SfIzY/Tnxfr+3+uNh9XdXdcTbMwfUc+M6hon7D2tmzl8hu3M7l3JSUclNX5zP/AN21wk0A0a8tH56947mG4qm5yWGm47gt94QkZpPAJItWXVXSQlahakqeou2Tabi39rORLaTZ0tLrbproi0EiTyW4kkK914AvjrQDSMhqllRT8Wy90F3k3edH2bXf6HO7Onh1x3BvzqAUfeOx/wC4eR37/cHIJj27Q66o2yWTbcnT+9DL59vZsmD+J0ytJ4Y7WITtlJsdpumKjx0kYxg1MNHZdLNQambTqxUAMMnyH7SkbxvdisQZLcwgShqrNrjDkqpAKhK6DqALMpoKUJqsz9V2V8F/mN88t81vUXfvdWyvmlF1L3V8fv8AQV0VvTtmlqe7Ovundv8AQm8+jOxNybFoc9jOm58w2ytsZbFbn3w+2NmNRZarEmWRsXXtGEdw2e6v+Rt95HsY1TdHliMMhbDhp0lkJU0RFjCZ1SamD1RSVI6OLsQz8xckcxXm5CPZbFZ1u00iqqYwkRUjVKxfNPDjYBwFeisD0A3Vfws7c/l37A/k99qZbbm7+xMb8MOnu8/j/wDLPZ/Ruwd0937ywtP8scftHd2W7H2FsvZFHmey+w9sded77IoKCvpdu4TLZl8LljkUokpKGsMcob5vNpc8988Xywl9v3Q2wgmqwp9JCEJEQUufFOBr0aMEg5oFtpsdwblWzsDN4F/bPM/hMEZpBLN2qZA/hoY4wHouvWaqDWlYm+fhT398pOkv5o/yL2PsLcXX3aXy1+RXxX79+MPWPZOJbZG+t1bQ+ANB0rV9VY/sHZ2/ara8/VW4+/8AcnVGWajx24v4VXYKgzOOfNxUVTHWUNKEGjn2/lrlCyuEE11CLhplqFEPiXDOiahUSM0dGYpVVJ01qDQZ7duFqOZnaCQrtcKxqJ/iEjNDpkKoQHVEc6QWALAEgUALGQ2dgc386vnr8YPkfh+q++OtumPiH8ffkdiMpn/kD0n2b8c945vu75TUPWu1x1/tXr7t3be0N0bmx3Wmwtl5KozO4qSjqtsS1+UoafG12QljrjQqTtyXFh7xBroGw5i/da26hcj6AO0jE6g2l20ACQRMGJoHVSegRtVlNslpyFtzyfUb5tst49wwKKsazMDDULqRnNTQRNIugBnKEgEi+O+PfeO7fgJ1B/Jcz/UfdNX2r1x3F011l2N2xkel997V+OP+yufH75D7V7moO/Ns/Ic46o6a3RXdh9P7MxVDj9pYrcdZvOk3Tlmo8hjaOKgyVVRmu07lLuXOXt/zdPGlrBt0N+btNRlIaS2a3gRW0IWaVgjVjRo0DkSMNBPS3ftsSEe4jW90ZhuUdkdvjAVWaSMo1wWJZgqqfEZ/GZCNKiESalBPPkcp2R8D/mN89t95Hp3v7u7ZnzWTqHuv4/J0V0bvTtWln7t686fwXQm9Oi+w9z7CxufxfTk+ZOytr5fFbm3w+2NmNRZarD5ZGxeQaIE3FluG48jXnKllGsG/+L+mzMrBg8ySMTqpEoRVINXLENVQStOj6eG3n3rl/eb7dBFscQZbldGY1VAqMpGqWQy+QSMhXAVqBgei57A+E3b38v8A6z/lC9m5XA7w35Q/Dnpruj4+/LLa/R3X+5+893YOn+U9Ls3eWW7I2DsbZVJluyexds7B722LQ4+vpdvYbK5lsLlzkUokpKGsMY83G+sYOeb26ij8XZ8rFLVl16Ygurw6GRQzYGsDTUFqAGhRvH705v5R5yt9Rsd73MWxWM+FLoW2uVehbUsTM0K6qBsGqhnYDU2bx+DvyA+TnRX80b5EbF2TuHYHaXy17++L/evxj627MwrbL3xuvafwFpumq/qil39svfldtao6o3H3zufqzKGjxm4ji63B4/MY983HRVCVlFSk2wzTcl8tey8O5W4v7nl396vcxBxCH/eM0vhRmRRKFaON1djH4oLdhKnVTd1awbzv3PkO37p9Nte62llBHdGPxlSS3UGaRIi0LugkAQeJoqAzKHXSWNjt+jznz4+fPxg+SeE6g736t6X+Inx6+R2Ey2a+QPTXZ3x53jnO7/lNjOsNqDYW1Ng9vbZ2dunc2P622JsbJ1Oa3DSUVXtiSvytDTYyvyEsVcaJuOxls7T3FlEwljv5LEW0dNJlWLxGlcsTWNY6oAHCu5JopAJ6cFw8UPLVm8H+7VDMboB1ZYF0oIasBpkeYqxAhLqiEM7KaBiDY748d37s+AnUP8l/cHUndNZ2t113B031d2R2zkel997V+OX+ytfH75CbV7hoe/dsfIb+Hz9M7prOw+nNmYqhx+0cVuKs3pS7py7UeRxtHHQZKrozTl+4SPnH255qjcR22yx3v1CfEWNxatBGqk0NddCCiOtCQ5QKT0h5l24zr7jyyXRnl3eGxWyjUKrFoBGJtRqQqqFcv4pjbC+EJC6gnfzNX2T8FvmN8899V/T3f3duy/mlD1H3V8fl6J6L3t2xS1PdnX3TuB6D3p0T2JuXYmPz+L6aqM02ydsZbFbn3w+2NmNRZarD5ZGxeQaME3e13F7yTvPJlpEq7iZUMUhbEmqZZHJU0SMRhBWsmpg9VBKkdCK5WO75i5M5hvdyEW02aSpcppyg8MLGVI1SOXrjRGwDrR6KwPQN03ZPcH8nH+Wn8Mvint34w/MD5Nd6L17itsb6rPhX8at6fJKh6cyWWrKzcva++kyZoaHr7J12D3FuSqi2zisvk6RsrOIppqb7GKoT2M+c9x/rHzRuNhbMDYAgtdHFaIBGFgIViXKjzGlas3dRGI+XLWS32u43K4pHM7jwrViCQokIo0qeIoAjIYk1q1I1LVaRD/fywe5sD3D0ll6TZXw3+W3w62B1xuN9oYfbfzY61qunu9OxdzZCE73372Tktl1GS3FLmMdujcO7fu6nc8mUqKjcG4ajKvPFDLA0lQsvLZRabfepfKztrCQBf9xwpC01liZBIO4axVaUqa16RWyu26bolzCHuJViaaetDMVUiMNGAFjMagL2GjCjHNQLNFX82sT/AI3t/vXsuQKoovwDh/l6O1rxK9x4/lw6ye79b697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/wC7pn/zAF/9ET968+rfg/Pr/9Pb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3Xuve9Egcevde976911YXv791qgz8+migweGxdVmK/GYnG4+t3DXxZbP1lDQ01LV5zKQYrHYKnyWYqaeNJsnkIMJh6SjSaZnkWlpYYgwjiRVqo0J4S/2Y4D08z+09bPcQzZYcD1lixOMgyFXlYMdRQZOvipYMhkYaWCKuyEFB9wKCGtq0RaiqioRVy+FZGZYvK+kDUb10KBoGFPEetOGfl1UorMjtl1rQ+lePTlb3bSM1zXq3Xfu3Xuve/de697917r3v3Xuve/de697qxAGTTr3Xvduvde96FfPj17r3vfXuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6970DXI69173vr3Xvfuvde9+691737r3XvfuvddEgC596LAVr5de679+rQVbHXuve99e697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuur+9E5oOPXuu/fgaio69173vr3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+6910Pp9b/4+9Egcevdd+99e66DA/n3omgq2OtAggEcD13731vr3v3nXz69173r1A49e697317r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/wC7pn/zAF/9ET968+rfg/Pr/9Tb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3XumfO5zD7aw+V3DuDLY7BYLB46sy+azWXrKfHYrD4rG08lZkcplMjWSQ0lBjaCkheWeeV0iiiRmZgoJCW5ube0t5Li4k0QpSrUJpU0GBU8T+XW0SSWSOKKMvM5oqjiT6D5/4ei/9IfMz4hfJjMZjb3xx+VHxy+QOe23j6fLbjwvSfdvW3auU2/i6qdqWmyOcoNiblz1TiKCoqlMUc1QscbyDSpLce1KxSvF9SkRMGAWNRQngCDkE04U9fTpM9zDHcx2kjablwaLQ50irUalDTzz6Dz6Mx730o697917r3v3Xuve/de697917r3v3Xuve/de697917r3upYAE+nXumPPZ7DbYw2V3DuHK47B4PB46sy+ZzOXrKfG4rEYrG071eSymUyVW8dJQY6gpI3lmmldI4o0ZmYKCQjvb212+1uL29uPCtYqamoW06iAMAEmpIGBjicdeVZZpYba2hMt1KaIg4sfQfP0HnwGeiNn+bH/ACsh/wB1K/gD/sPmP8dj/wDNG59rD8v9X+fr3RyOu+xuv+2tmbf7H6t3xtLsrr7dtCMptXfWw9x4jduz9zYxpZIlyO39yYCrr8NmaB5I2VZqeaSMspANwfd5YZbZxHPEUmNDpPGhFQfzBqPl0mtbqC7j8WCXWgYqTpK0ZTQgggGoODjiOlx710p697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6DDtnt3rvpDZuQ392huaj2rtihqcbjUqZoK/JZTNZ/O5Clw219n7R23haTJbl3vv3em4K+mxeC2/h6OuzWdy1VT0OPpamrnhhesama6trKM6rqYkInDVpGpu7gKDuNSMA9ao7LK6qfCjXU7fwDyJHnU4x5kDiR0I0E6VEUc0esxyKrrrjkikAYX0vFKiSxt/VWAYfke96TGxjc968eH+TH7Om4Zo7iJJ4WrG3A0I4GnAgEfmOpPvfTvXvfuvde9+691737r3XR96xUevXukJ2R2FtXqnZO4exN9ZKXCbN2nQ/xXcucjxmWy0GEw8c8MVbmslT4TH5SupcHh4pTU5CtaIUuOoYpaqqkhpoZZURXt9a7fCbq8m8O3HFtLNp/2qgk1+zHHq8Frd3s6WtnAJbhjRULKms+mpiACPKp7jgZIHTttbdO3d5bdwW69qZ3E7m2tubE0Ge23uTA19NlcHn8HlaaOvxWZw2VoJJ6DJ4nJ0E8c1NUwyPDPC6ujMrAkxmhktZJra5hMVxEaOh4qfQ/P1HlwPRZtu5We6Wdre2V0J7ScExyAECQAkEgECgFKAn4uIqD0pvbYoO0eXRh173vr3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdFF7q+enwj+OO56rYvfny9+M/Te/6bDU24B112V3f1ts7sWsw9etScfXYrYOc3HRbwzKZZ6SSOiWkop3rZkMcCySWX2xBILueS3tayzqyqVppozUIGogCtCDSuARXrUyvbwiedTHAVLB6VBArUgDyBBBPr0aqgrqfJUdNX0jStTVkEVRC09NU0c3ilUOvmpKuGCrppQDZo5USRDwwBFvaiSOSGaSGQUkU0IwaH7Rg/kemLW6gvreG6tZNUDglTQitDQ4IBGR5jpw966Ude9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XRNhf3omgqTTrwzw6Lb3f8xfiR8Zslg8R8kflJ8dfj5lN00lZkNsY7u/u3rbqev3JQ42Wnp8jWbfpN+7lwE+Yo8fPVRJPJTLKkTyKrkFgCmS5ikuJ7ZJKzx6dS0PbqyvdSh1D5+vp1sLJ4az+Gfp2JAbyJWmoAeoqKj5j1HQtdd7/wBo9p7I2p2PsDOUm59j73wON3PtLctAlQuN3DtzNUqV+GzeMapgp5Z8XlsfPHUU04Xxz08iSIWRlYrrq0urK4a1u4PDuUNGXUraD6VUkEnzFe04OR0isL223C3FzaXHiwHg9Cur8iART+fHpcA3APtvpZ10WUC5Nh/X37zp59aYhRqPAdE+3V/MC+DWyuzm6T3P8vvjZju713Tgdkf6Dk7p6/yHd0m8d0VmNodv7Xg6gxmeq+yajP5Soy9MYqSPGNN4ZhKVEV3FNvU7zJCu2r4urVQ10AaQSxq+kYCtXOKevSXc7uLZrea73VvAt49GokFv7QqEwoLZLLSgNQQeGejh+79K+ve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917qgL/ALumf/MAX/0RP3rz6t+D8+v/1dvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de615f5sGSyXaH8xX+UD8O+z6OnynxG7r3/8AJfsrt3ZWbxIy+x+2+xfj71JQb56U2Nv6gkRsdn9t4fddS+bGEyKz43J1tDTvNTytSxeNvkul5z5vDzd9zt1oWtEowNZrdxPIrqRoaFP1AzVI4LQVBJ+f7q5232p3a4tJPD+quoIbqbsJghFzAYwY2BaVbpyYGRKUB1PVVI6cv+FA1CuwPhXhflv1wstB8qfiF3d0VvP4ubtwFFU0m86TdHYHcfXXVe8us6PK4tocpkdjdwbI3TU4ncO3nkfGZ6nWBKuCYwQ6C3ku6lPuX7YxNcCRt5bcVuYyFX676e0kaJNbA/T+EVDEx+GZdOl9QJBN44LWbl33N5fu7zwOXobG3Zn8J5hY0kjdJhGhDzs0mlFNT4XiVFKdO2b3R8v+yv5o/wAg/jZjfnR8kunOoNqfFjon5Aba2b1rsL4KV820N2dl7z7b2jndtw7i7a+G3a25MxtAUnXFLU0kdbV1OSgq6ip8lZLC0EMG9wu/3T7f+6XMkMiXe47Jum321sCrIJkuxI0zmjUQxFQgDBtYyKGpJHdb1fxcxeyOzy7CsUPMllus16TNqNo9g0S26LSnjfUq7OxTSIitGBqAK0Ouvm/83z8Jv5P3yZ7e/mX9xbVqfmp8pt69e/ITNnpL4Nw4Kk2JSYHumt23tPrzb8HxFq8tBurIZnprG47FrC+SyeUyW4qqCKCqmlxlNRj/AHS32nYvcc8uvaCfao7ZnCszr4rmFWQEqwdVErhWAYFwBRkrXpiebdd25A3re9qb6fc1eNFbSsvgq0ro8gVtKu/hqXTUGRGoXSRQVYaMN/Mf+Xu0O1f5q+/qju7tPM7A6Z7f+DPR3xL6a+VXRXTvU+1+sqn5+ZjrmmxXbXdGH2P1F1r8il2z1ZJviOvxG39yZ3A5/wDu2Tj9yRU+ekarxwX2eyuZ+XeUbW+qN83E3QeSinwxbSMVZURjGxljWhOApq2jgOhLc3Npcb/eSRqtvs1lFG8iqXcOZIsirgSIFejEL4haoAkAB6sK7ei/mD/EfrP5Qb63H89ent49Jp1P1dP1f3h8wdp7B2n2d0321k+xKfaXapOH+M/x12B1xvnblbsfJQz9eYWbAZ3cGZ7Amo8RULUUcwE6K6lghE1heTGI9ojlA1a8At2AjTQ9oBY1+IE/CGduM26S7XfWVuzeM0niQVACANpSktavUVZjoSgAX1cgz8cvkt8pN1fIf5n/ABgzPefy3rNj4T4n9PfIPoPu75KdIfFHqX5Mbdm35nu5dqZbPYbrnZvROzdsUWy8jUdd0s2OxPZnWeG3jja+KtjyOMNM9IzE3NO4Xth7Zc+czWirFv203dikSfGsiTu7PrqNKgpEBRWZtEpIeORRpWbYIh7h+1eyyRfU7Jvb3i3FaoE8ERomkgiRmDSswI0KHjFRLGxDVrbB/mTfMLtT4n/yiKjEfNv5vbf+Qny5+U3TvXHyL7Czf8vfr7r3qDKdf914LO5POYrqXtztL+XzjvjfnsxsefZsS7XnwOdy9RXw5LJ1VXHl6eng/hslvZ7c/O1taWNuJOX1tJXdWLgl0s5JlyWWUDxlUHTgqcH8XQVm3e72rlHmnddwgWTdEu4UtgDRVja8htzUoWXMLvIwl7vEAC6B+n0NPanzy+VHWNd/O62VB85vkxvjtj4nLWTfFfr/AGR8dfiVvPIdXbdxfx02X8mK7sfuDMYf4qY/au2uuIslU5fb38X3vX4+kyeDoarHYdsju80chjqx3C5uuR9uvYFSTmF5WSRqFQqJPoDlahKvGDq0g0OUQUCEc29pbQ+4G3WV83/IZ+lWR0FR4ry2+soGGqRTC7K0dCA5xIShJUWNr/Lb+YB2rtnpf469ebw+YvZvbWP+A/x4+WXZ3f8A8c9n/wArej7Ny3a/ymftap2ptnfO0PltVdMdI0PR2zqbY04p6HZu3Jdz1wipUr87QyQSyZwVcy2ry7tz+/LqRRWVjd28dkJDIyOjofEZiayAnTqpJxbVp0KFUhTly8mk2D273Hmnwot13Zbxri2TUTGtu6hNEia0ZiC341A0qTrLELan8WMZ/MV7L2T8Nu2flJvHD/Gzf20evuy8V8wvift/Y/U3YuD7f7Cy3hwPXm6sT3Bt3ee7pes6HaP8FfPJj8FXZGHIDNfZ1kiGkA9vbidpg3fc57JjLtVwIzCh1L9MVUeINRGqUSMSAGr4YA7nyxR2a7022CxmYpf28z/rnwmNxG7HwwY1CpGY1pVgFMhJOhPhFki6hcubji3A4/xNvZRH4miMPmQVrw/L5cPTo+JKtIzN+niny9fnx61nf5kNHhav+Sr/ADCdxU+GxeOxXZXefZm6YaOkowMXncPP828XtrGbm8TGSlrYN+4TAQZh5lVY6sZAy2byF3D1gsU197UbTaLpzuHh+enRLLcMKH4tWo5Y4ritAOlUE8e3c2873jSaXSCzDGhajfRJEuKGuph6UFc4z0Yv5ZfJP5b535Mbq+HPxXwXyjxVV1X8a+te6ctvz4lYz+Xxmt7xb27j3L3LtXYuB37jv5hO/ds7Hl6nxVH1XPX1NPtXH1OfyFdLHHJlsNBTiHLH92u47hLzruW3yxeIktqLcyBtLF0bxtWmjeQoGFSQxBApqJOWrO22Hl322tN0mC3N4L0zQ9xZY4XQoUdVZCx1PXvAA04Y1AJD2b8/P5gPxt7f/l8Zj5sdjdn9BZLfPxJ+SPanyp+LfVvXXxq7J6wq+3fjpujrnb+zznO48N1d23WdG9M9p0O+hlN4bpynYWM2xtSikhE2awQiqKhza1G17jzhzhtG3XGqxYWzWxIdTbaoQ0wNf7ZCyuUElGQggyupWl503O05X2O5aENerc3CySVUtcRrJqjXQCESQIyKzRoBIpxEkgJFm+T67+amF+OewJty/wAzrfm8N67++TPXmSx3dXR3x9+I2zqd+k+5t2bO2tj+rMZit+9R977F3Dh9n0eaqK3E7oioqfJ5J3heqM0KmOQrZJI935Y2qWkc6292LmoJM7okk0T0r+i0YVYyqkqwDEqGZdHoL3xLTmneLWQT7fK1u1opGn6YBoopl1dpnWVmd6yKGQlQraVOsmXRPyX+YuF+OH817f8A2F888Zmc58bfmXvP4vdOdk/K3ZHQ2zth9UdebKyfV1FVb0qaP44fG3ZuZ7H743Dj+xa+HBYyXGZLF5/c8ODxlPiIvuKv7xGNwW75Z5Ev5LcW8+5JemdwS+gwXc0EQCEgNqESntK0LnVqoB0ZWw8fnfetkht2ktbGO0KqDQytc2sc71alUWMvp4nUKmoqCoh/Gj5MfMncvyN+Y/xkw/cndefx2C+LPSPyC+NXbnz3+NnSe1OysbW793R2/tDNZTNdLfHfCfFTPTdaZj/R5BJj8PvXBbI35islHVivpDSGlWZHzBfXVt7fc4b9Epg3TbbmzjABViy3DOWy6NGjaI+wlZQPE1MCV0dbtXtoucPbuymVp9p3VrwTj4AptxGsdCCXdSzksE8IkLpV+4OCtbH+Yf8AMm2l/Lr+B/8AMs378n4+zMlvHO/FjA95fGyk6X6UxvW3afW/f3YW2OmancdFuPCbCwHau2vkLBuHsOmz0dbiMxR7LjFJBil2zIsdTksgMJksLb3B5H5Vmty217stwJpQ5X6doLIzq+gqzTBpaKVUxmgrWhp0GZV3+52H3NCzfTcwbMiSWp0xyifxLlEEJFVjj1RGniOXAqagNRlHL+ZX8vvlR1TmvnPnukvk9vuHcvxS6W232r1r0H8Wunel+z9obcweI65rOxd7bq/mM9jfIzpWr271xUbgyMLfwbaGyeyMBvbJ7FjjyuJxOSrJXaMH29/JtcML3tLu6hcLc1/SAEjlYsoHGaqKKpJ8yoJcDvb9oj3uXarVZmgtr8yiJwuskwqWkKqzJ8JFKsVUHHcRpI2bu73+T28f5j/8vnYm2Pkr2J1l0l8gviv3T3v2d0ntvZHxzzm28puTp6bpFcJiMbvHe/Rm5u1MNhtzN2xVDMCDPCd46KnWhegfzSSimGxFrzv7xcszTCez2R7MW76Sh/WDo5IByKprUMWIZiCxSiiO7PmC63j2q9t+b47UWu77pdXUUwDeJ2w6HShYeHq7ihKxquinb4lZDVxvT5kfPnZnw7+bPema/mUdv7fyfx8/mz0vw125vTcvUvwDx219rdBYL5EdfdL5zOb2FX8R8diancVRtbsepy+RzEktDQU1ZiqN4oKakSvhrS+wureS9+7/AG1+yw2XMVvub381GbwjbTXSQEIDVqC1Vf09I/VdpA1E0Crc7uZ91977LadpQzcvWO2zWUYZqzzXlpZzyQlnY6F13RAZ9RoqAMDqJOp1x8q/mJ2h/NF350v038iO+d1dHbU/l2/7MJ1V1x8jOhui+m9td191Qbr3B0Tjdz5vJf7LpsL5D0HR+b3Vgv4208A25Jlcyk9bhXm2lNjYKpHf3e5ye3/uZve27RGvMdtcbcllH4lfCWXxmuO5mMT+IIKapQ2hS6qocI/TCXlpa8we0HLl7MH2/cRuJ3G9Ktr0QmEwMsCFdLoJiCIwQwRCQSzjoDv5ZnzG+aHf/wA1Pjz0p3D82PkPuPOYT41/JTsL5jdPZr48fE7bPUGM+TPR3enW3S2X6h6k7l2D8ZIcf2J1TtKs3zkfvKzaXYe5sjHXY+jjrsrRTtV45hTa2m3z2nMG6bdMbvYIVt/pZykkPjNIhM/6chEiiF6KrMNMoIkQshyk3ObcLS32e2vLc2W93F5PFJGSsvhwxk/Tyhl/TJuEUsY/jhqY5Asimlp+dzWV7Z/nE4brHc1SlZ118UvhThu8tm7ZqaenelfvD5Hdn9h9Tt2KAYZJkzuzuqeq8xg8dUCSN6ek3hlI1BWpkJDWw6zFz3vCf7kwSW0UXlpDw3DyeYVtQSNe8HAbhXJhzKslttfJ21vIv0O6yXBuMVMgt5LfwlrxSkhduwgklatQFeie7D3N/NC7/wC1P5o3Uy/OnAdU1nxb7h2xg+g9ydQ/GjpxKc5Ldnxl6y7U25s3fG2O58Z3C9f1NjKneJmzUcWX/vZm8xUNLQ5/AY2lTFVQc/fcmye11nzZLa/WbxaPOJYywj8f9eNFo6roiADtQBHOmgZ2fv6NdwtIrr3G27lyKE2vLe4w2umQnxWgJiLSOVw8xYlagGJdQJREU6Q8Yz58d4fI74ofyyu2pO5a/wCL2c+XXXW5949i7E+NnW+L7g+YfY+/cJs/GNt7bHxd6t7K6O+SHW9D0zJuWtqMlvPdO7sdDjtpYWTEGrzVFFV1FeBrzRZxbNv9/bWV0ZLMBDbxkAE1jV5AXJr2EkVYUYjtoCB0R8trfS7LuX73q+52TlZpAFC6TM6ROVQ6QZEAIRdRGa5BIQXTH8wn5b71+KHx12LuveEmy/kN31/MX73/AJflZ3p2HtLqKDffXm2+n9zd/wBfkt9ZjZPXUW5/jlkfknNsPpsYLH01B9/sOTedbHXpR5TFwtiq3cdt+8bzlSKG4EaT215JcrTWNUCytGqk6G7tCGq8NTFgQNPTVxJLs8fuNfzqZrLan29bQGkZlN20SyltPiaAmuQ97HUVQLTV0rvmFhf5uPx06jzOYwPzE7u7L2/g/mD0NjNj7u6B+LXSHeXyp3B8ROxs1sjB/IKr7r6l2n8Nc5set3t0wJ8xkdr1mwtrQLNjY1fLw10zrBTltne277zyVabqv04uDeC5FGZaIjPAwKamDAhVYr20c1RmAboySLRb82yRMH0W9s1qHIXTNqVZlFCutJAxOmSrgpqV1UlQEmxv5ifyD2T3Z/N87Ty3dHyb7P8Aj58HfiZ1p350z0f8leguoPjxl8zm+zNk907yyR3Hgqf4v9L/ACSwO3sNn+qafD4GPcMeOyP8Pmq6usp8nHNjsh7cLXcfKl3emBDu9yyi2qfh8ObRKQVbwyCKZkX4SdALUYKYbRNy5u9t9liuvA2u4F2+5yU1FFjjBgCg5OrvciLPiIoZkQlWGbqHO/ziewO7tlYWpp/lVsP4491dY7obuHt/vDB/ynDlPjR2VS1GP3PtjO/EHA/HbsztbN7k2TvGhbJ7dpaDs3EdhVWCY4rI1VXlxHkVqDaTbraG45isLq9SK2h8M2zBJGZzqrMsig0WgOO41oaMMagku63UuzbBve2WIvryZpBPEkgiTw6FUcSTRoSQ4qQEXH4Wr2rX+W9k/mJ3H3Z8wqntH5/99di7R+I3zr7C+OmF6z3l1L8KaHafZHWGF6Q613NQjfuW6p+LHVXYVPv2g3R2a9bHlMJnMTjmGPp4ZcbNE1QJizZ3W/5Y2neb/bf8YvvqVki8TEJhuJIYzrX49aoJCABTXpOVJJ/zDB+79/m2KxvKRpbWkqTaaktcQpLLH4bVp4ZYoGJ7h3ADobv5cG55dq95fzIPiZjYYIutvjH8pdtTdPYyl+zjotm7D+Q3R3X3yBruvMRT0UzU+P21tHsTeueXEUCRQRYrFVNPQwosFNFHGn2IQzclcuXzKDcRC7GoUAYfUykVAAoQDoqa9qqKChrTfVkh5ruJ2ZmW/hti2riGigRCRXJDU1eWSWqwIoH+/uxvmt8vO5fnf1x8TfktjfjHuD4UZrYfV/Um0f7mdXbr2/3R3HvLpbYfeku4vlFXdmdQdobywvRlZ/fWh25iqbYA29nI0pMzkZMnXyS0FHja2C3svLe18yxL4rTtKFgOlf7Kfwn/AFKivaGfKqDhQQe7pbub7ba7jZcv3epfEjWSadKu0YePxIlERKqxaqZD9pJLVHb0n8d2p8zfmf2x8u+oes/lbkfiPu74XU3WfUZfqHqzo/sPbfYnyJ390dtLuHcm/exaL5Bde9n7hyvQmFyO66HF7dwe3qjZG4ZoKXKzV+XllqKJMWWbtuwteWN3522SP6vayyi0jLeFqKyiCdS7prVkcklnjKtQCMUqSit3kst55T5U3+2Zb6dXkvJVKsUjdBNbMkaEIweMUCLKrAk+Ky1AV/6l+SXyH+eX8uH4p/ITb/b++fhV3d2L2F1htrsaPqXbvRm7qfMZBO9R0l3DhMBQ/IDqLvjDQ7Zr8dj8xnNvS09OcjSNBRvU1NXTRVcFUL96sdutuZ7KHbtw8TZ7mN3jXSQSFhEp7nCtqBx3KoIqdIqNJRsl9frt27We8x13WxdBJKQBUPIQp8OJmjAKlQdLPRqZGQSqbe+Zfy9+PHXX8ybeO6vkH2t8udzdLfProz4JfGzZnY2wfiVtmein7iT4t4+j3bWz9X9ZfFbbm6N+rmfkTWuked3Bgdszx4qip5ZsYslXkCWWry7jt/I9tBY13PefrtTBv7L6N5dICMQrmRI6/EtCQMkEEUXFrDb8xbhDcXRTabKytp2IWpc3EQYrx1DQ5CinEEknhRLdtd4/zpulujf5g29KObuDr3qTrb4kbh726P8AkV87dhfy6t+99bU7X66xGZn371FitjfATt2g6hzGF3NgKWnzG29y7i2rWR4bIw1dNksflqdqWMpd3nG3bVNcXMgWeO4gRFUZlWWQK5qQyx+GNJoalwSFdDQjXLVm++8x8u2Flb+Lb7ilyJXrpWB4YyYe0lXlEpDAsNAiIWqSAkkxVd3787fj72n/AC0uz+ye/k7267+cu/qfoTuj4+p1V1XtXZfVG7949Obn7R2D2L0RvbbG1MH20kW2B1lV025Yd2ZXctFmlyFXW0VNgUFHQUQzvbPaT7g848hJbiO1jjmNvcAyExtaW7SuGjJPiC4IxVlMRpRnFVaK9o3vmG+9pdm9xjGZNzglj+ot6wqs0dzd/TqPE0gRtAtG1RqRINSlAxDArv8ANK+XnzL+DXWfZOzaP+YVv/M945TtLqntnq7MdTfEjpDfOe6/6V7p+TH+ibI9Odt9b4rp/u44DYezOv8AK0a7E3hmYMJk987yoq+hjr6+qMODQIbDeW26717fbPdKY003q7pJ8evQoe2kSNQrJJXsKwtIugl5EFNXUn39rfwWXuBzBawp+75EtjtUDVHhyZWdTOWAljdqsxn0FDoSN/iqNPfff3yoyvwZ+Znzz+P38w/eOP2Z1D8bO0k6z6koukfivl95bQ7f+P1ZVyRb27lz+5+ostkdr9h9l4fa7PvrrXL7ZwmS2hWZuTHLS4DI4+SnjY3q6udqtvHe3XXuFzCIahv0EEojlC0cibWPhZwDG2oHXTGuW4LbceYodm+rMke2wyfVAUH1LyW7SwkkqDB4RFSsZIkFK6K0IH4L5b/L7uP5Y/ytui+lfnz8jB113/0d8g8p3F3RmPjH8S4+tO6+zumeu9t9q4TNdV5nP/G7btRvXZj1m/aXG7gyOyZI9p5HBRUlHhc5Dn4M1XQjW92+CXm73ightPA5e21tubb6P4gMc6lZNTFzLqbQJT4qijSNoCxlI0A/LW+buvIvt1PzBbwSc13txfJehNcJjMchKARHxI1jiJ8CMCVpSqgzNI4aVzRdGt81tyfzIfl18Zct/Mo+TO4uuvivtP4Vdk7ToN09O/AGQb9PcQ7R3F2Zs/tOo2T8M9g52u2vmqDreHH0L7byG2Mtjo62aX72aURNGFrK+UbZve63Nj4n0ckKiPXp1+LqB7wDp0kA8DUCmK16FXMDvt93yPt1u1W3mO9Z3I/sfpNGmi/6J4mo+a6aV7uHR3v5gfyc3101S/Fvp3q/ccWw+xPmV8l9u/G7Cdrz4LA7kbqjFVuzN8djbx3lgcBudZ9tZXsEbS2BVUG11ylFlcNBn66lqcjj8lSQTY6rZtNW680ry/BII4IoJpZWI1VCQGVFAoDUsFFQ1ACSalQpZm3JNs5VuuY7iH6iRJIkSPV4esyziI1YKQAqa24VLBVGCSCrbe7h+W/V3y3+Sn8v/sH5J9iduYnOfEGm+Xfx1+WNd1/8ctr97dUUtPuaTqze/Wm8cPtLpfEfH7flRj90UlJnNv5ObYNHopcjU0VbDkGginjI+at8aD279w9722ERcz8vXNggUnWlyl5LMwY6gFiIS3eNkBcsja1eJ1B6NNpj0c/e1VnOy3PLfMcl5HMjVje3NrHB3oU75kf6lGDaozFKFV45o2PRFeqPkj8/N2fHD+Rn23n/AOYD3ZPuL58duUW3fkLT0nTXwho8XkcDuHpntHt+ixm0acfFKefayYet60p8cJUlmqJ6GvqWeQVAp5qeUL7b7Ky9xzsMUIfalsHnCEsNTJaib4gwcKXYgjVUhRpIzUJXe6Xje33MO+KyxbpFf/TowXUEQ3j2wbSSVZ/DQOCwKh2OpGUaOl9ubvv50bS+K3887tAfPTunL7y+DnavZe1fjlkqvqD4VwRbXw3V/wAfeqe+cdBuCho/i3Dj94TbnynZk2Iy0lZEWOKoYGofsaxpap47mvLjb+ReU94dxJuN1dNFI5FAyi7a3B0jtDaRqJUBS+QoXtMm2Vjbbp7gy7EtuIttO3rOEBY0c2njkBmYvp1AhQWJCkhmY0IYNm/NP5T9jfMT+VH1X1t8zvkpvDpzuXqHvndPf29sn8fvint/r/5J716G2BtzuOmh6n3rX/GDDZTObTzzb1p8FnM5sRG2vU4T7ODB5dNwU2arIxpzHHFtO9+/VzBt4fZNhO1NtsayYnjvCIn1SFpJI2oBcETISWZlQRo0aJEXLG7b9vPIfte26LDb83bzd7jFetnVZ/TtI61tyPDdUZRbRASiTSNcwmKtJJXN1ht4Uf8ALo2z/Pvq+uuit6dzbT7Wrfkj2T0z2b8avi12f/ejaWI+QGd2XvbNUPyd3v0Y3zNwnf2NqoZd4bZy1J2FTba21kqGhweOwEGDpIaUIbK1seTt+5A2SS6YbRexXJmnXWjJSEyR6UBkdi7yIjEECtZHB1NUZb7fXHNXMPuzsUVmYb2yWwFsFZWC+JbwSMGBCIIxEjkrRmoxRCDppat8g/nB3z0p/NA7k6RyvzE7T2v09uL42fHfcnSe0dzdLfH+Xorq/t/5Ndhdj9Oncna3esvRWDn2fsfrSHbNJuDb+G3Vv2hyO8Nxo2GoJ8xPVU2GdjYtpvt427m7l6O7X+scE0awzeGWIQBZpGWIFY3kYOkaq5+FjpVpaHpFv19JZRcncxQQkbEySvcxKcvp1QqDI2t0jU6p5TGmomMUeOHWrOna3ePyu+HHzb/l89D/ACM/mXdwdh7N398f/kZvXuGPYvxN+OkWd+RnZfTG6+uanZO3et+meufjt2x3a2c3Xtfs2pjy+B2bX5HJVlJgPu8fHjtNbIUe2braX2/c5WZtQI7JLYwRlmJdnRhIpcBaUKFwTxJIB0gL0q3e2vIuW+Xr+yu/De6uZEklCA+GiiNw+hywNTKsRxhe74u4GT/krd2fKLv7avzO3X8mO9O2u06vrb5td2/HHr3aHa+wPjTsTOdcbH6Wy0dBjI9xQ/HXrTZuPy3ZWb/jfj3FPJksniRNQwjGw0iioeqNawR8rciTtbr+9Ly1uJLhwWHel1PEq6SSgCpEvwfiLVZxpIbvNxa658542uztVt9j2+S0WBQxfxPGtIZpW1sddBIzqmoAlKEivQI9w/Krvnr7+ax8h/jZkfmD8jn67qPiD112Z0V8dOm+jfjN2J2TL2v3DuDtjraryOyGl+M+5d5tszrCq2liMsuV3jk32lgcnkEn3Vlkwb/bAMyXt6nt77mbnaQpccy7ZdWS29SE/SkYPOaMyRMxDJCA1Toc6AJaSKY30dzb85e0NssMacs7n9cb1m1adUKFLdC6lpEVv1Jj4S6y8KgEx64ZDY/yO+4vkJ8jf5cPRXyJ+Tnd+6O8+2e6k3du3M5rcezOndiUu16XGbz3DsvG7T2zgumevevsKuDpqLaqVbyZBcnkXr6ypJrPtvtqamHnNdhabPua7XZ5jiRdTmoZy0aMaqWYLpJIAXB9TjoObDuFxupv76aiQGTTHGDq0qrOurXpUsZBRsqukUGkHUSUruf5ad5dV/zWPkF0Fu75V/NKHoCD4hdfdqdf9efHj4SbY+StfsDsTtvN9ubCqsuc1038Ge8uwMNg9jx7Ho8xgIt3T1lLW5t5UrJMlQRvjQBxeTf1D9yL22WOTmPb9wsIrVnIjXwpT4twTqZYdRXTDSSpMZZowJB4iCLdor635q9qIrOGA7DuEO4SXqs6hma3XwrdFDSrKUZmaV/AGoSJGGdYmaOQqvw9/mA/PHuP4r/ALauQ7H+VPyJ75+anXHyq+R3ZPYvQOxv5cWxO8ertj/HrtbrzqXb2xeodu/JHB9HfGGm2tmMruynqc7W7hxe8d0BWrIqGCKOpgrMCM+ZtnFlzPvO0bdCRYbUlu0knEyfVwrJHVWaqaSSO3VX8WmoHRPsm4w7lsv8AWFpQI7u6nt4IviCvZyvFPWVV7/hqG0BDjRqFX6vG/lxbn+dWe6CylN8+Ov6/aHbu1eyt67W2pms7VdGx7v7V6gx1dFL1x2f2Bt/48b67D6m2b2Ln8LViDPYvC1642LKUc0lHBDSywoCa4ihS35ZCza76WGVr1QDpikEkgiRCVXWpjEbArkairkkHpoT7ku68ziKDVsKNb/QyVVTKpjH1GpMujJLqHeSGGlo6AlVqE3t3B855MT/O33rjP5i3yW25/wAN+ZTelb0LtXEdT/y/anbEtLR/EPZ/yLx2G3++4/hJn917mxeL3fuiagRqbK4+tkw0MUctRJViStkCm27len2t2Pm+fS+9SyTxyLSgpFdGBHJHbqZKOwRVWtQAopQfQWdhuPuxsfJSwiHZ79LUlgXYxmeASOFDMXZUaukM5NKVY+b11Z3h/Mt3b29/LD6lqvm5RVuw/l98D+3e6O096VPx36Ooe7cXvbb1H8fNzZrdmBy1DtL/AERVudwrdvS4jZFINm43CYOh/wAq3JRb0qoQJx7e2cEfuP7tcrmqbftMlstpkmocBZMU1hqqzM0krglwsaIFNYi2jmu+3j2n5C5/h21Vv7+4uFuUVu3TGzCOjOT8QoKLGCuklnbVRc+8/l385dm/Cn+cvtHN/JLcf+zA/wAszK7gzHUXyr2/1T0LjdxdobSynSGC+RfXmD7Q6+zXWO6ulqvcOCxe6ocDuKowe3sImRoooKikhxlXJJKQQdxm3HkXkDni2h+mnvbu5huLcsJQVS8NrG4l0pp7O8Kq1DYZmGOpIsNqkh595h5amu/H2g7daz276NBgke0aaaOgYtJpcLV5DpYO2hVoAqQ2d8vflL258yP5UnSPWHzq+Udf073z093zme+u2Jvj18P8NsvvjfHTGxtr9r0uQ6a3puf4oU8O49u1X9/6fFZnN7No6jZ1Vho6KmxGT/j1PnKqMfzWMP8AWf3VhSEDYtr+hNjRqiZZ0ZX1HW0qN2CUiUcXITSmlFAO07zusvJHJU+6QJHzTf3F4t13d1uI5SV/T0GJ1jDeDGFk8TSoMolYNI5NewP5nHzT2N8Dfl1upPmz8z6/5OdW/OLcnUHWHZEvwA63yPRmM6v2L8qpvj4MBuzunCfAJPi/UZHcWycu2VyU9RuGgyH96KChoqM0ayVOLr03LNkvNV37D2duqQx75Z30m4ODVhIniNbqkburMirEqhoQAPElMzOUHhmnNW43/Ju9++rX9vbzbFsS2X0I8VFk0mES3DyBXkkEjySFNMyENHHF9PGrO0kpkv5svzL+ffwp3l3VgT8vu4+stmbP+CtJv34Ybo6w6K+MXdG6Pkn3n1hPjaDvvePy9wj/ABn7LyvU2GwdRuXDTSZHDbe6+668GTQLlaSsX7Bg5s/1e+bxvljap/u8aWEQWYoUjjEZaU+OQFLtpaT9SXgKRoNDkimCCJLfZGnr+6WWZrq84aGJH06CGupgxZI6oCVLAyNVlAOL/MFyXzb+O/XvxU3hsf8AmMfIfFV/anyx+GPxc3JQ0vTnwSnpa7Z3cG99t7F7G3/k23F8R90yP2/majJVtbSVONbFbWx6GlgGAkME89YbTxp/Xnb+Xo4wNsu3lAYVqngwSPTJJYs0QqcAFzQUAXoObPe3V1yFzLzLewhN22608fw6gq5a4ijVNS0CgJLx7idIrkkl7+R28flp1T2Tt742Yv5798773RRdCb77N2Lifjt0X8Ud5fOntPeWS7HzseHzfyLxe+vi1L8KOm/jXsTaNNT4fC7orH6qj3VuGCromr3rYUjqAtum7T2dvvl5DaiS5tJIFjQtRSJWKO7sASqqP1CAkjFQwUagAwi2+xW6utpjmkMW33WvW7A0j0IrALSrStIx0gUQKxXUdJJU/H8ufvrsX5cfy9/ix3z2LkKfD9ndz/H7Y+7N3Z3auOxlFDDu3ObfjXK5/B4bI0eXwuPZ8gj1UNLLDVUkTsEMckQ0kZc27fBbbjeWW1TmKJ9JViNRTtVmFGrqySoqTQUy3EhvYby6eNvrI/FeGQjJA8RdbBa6AmntArpAJyaLwFIvwv8AlX81vlNP2d8W6L+ZP2Lsf5JY75R/JWmwfa/b3xS+MktA3RfxU7xynWdN1z0ztSDp7oXaHf8AuzsjAVEdZvnP7dfccOx3x8aVC4GevoqauTbWp3XZPbTmWO1X6KS3nl3GEFqyvJUW6eIx/Tji7GDQKWZiySsKoAo5i+q5f5i9ytmlugY4/pItsfStEOnXcyugLM0raioWZo49CK0UTESM2wf8wPkTB8UPip8h/ktW4mfdUXQ/TvYHaj7cpmipJc++yts5HPQYoVMgMdIldNRLG8nqMaMWAYgKQnvu63UG2LPtUam/uXVYVY0UHxFRizFW7Rqq1VLUroDGg6PuXdvTcd2t9uv76kEQLTOFyVCNJ2qODaVIUA0LU1FRUipnL97fN74y5L+Xb39vn5MZf5O9a/NfuLrXoHvboyu6s6K2nsvqzdfyQwNbuHr3s34u7o672DtPtHF7C6x3VhGxk+H3xuDsOvye28iJZciK+laulHVxBt+z878wckXMfiQW8siQXdWSrRRPIdUHeQJaacyVjIBBYEjqO7He9z5k9toee7K1+j3ApE72oZZwVe4S3IWcqg1IWEgPhgMKqdJAJrIqPjzN88MT/Nm+cGa2z0bUd1/Ej5ffJDrXrvYHfPxf+L/yh2F27i/ibS7cqqLaPcO5fkN0jvXuvYvX28dm0NPtqmwfWO6+v6LBoJ80DWZqvr62cD3e7Qe2/t5y7z7dlmLRTTXelnRox9VLAigoW1OmlUqiAsCAxUAkSiI7bmP3Suvb6K+MdmotIYZBGCFeW2hd20gqZFkeXWS8naS2gEU1WC0ny6+b3yN+Q38tWl6h7u2j0B8b/nf8CuzPkHm9k4DqDZ+5e2OrshgsF8b85U5nBb/7Dbfm1t17zx57Zmo9sCfb+P29iDPNVZrE7mWGnovYzfbZIef/AHW5Wv7wyQ7a9oLZyAMOB4lUTOo5Ll5XXKrGo0s7x1+8byy9uOWd6tNnWPcba7uUvkEwdTGJWhiMbsi/pl9OkLF4oqWkIBCRqDY3zF+Xezeh/wCaB1X2j8jeoKbtX4L93bE642N8zu+NoYbYO3s11j3ft/rTsjBZbeeyOptnZDae5PkLsPZfZkmGwWOwO2oMZu/dKYSmbDIa6oilDNnfR73yXyTzbNqshevfLdRVE+n6e4aG3ZXpH/aBa6UFVIIYtUdCZtuvdv523zYIZjeWC2dhNbdqxaXuIDJcwnuZmER0t4jnS2rsCgEKFNJ87vlP1fVfzQdoZnfHyd7Z2T0N/Luw/wAx/j5u35bdSdBdEd+1VblMX39i62rp9qdG9UdRV23NiZHIdYUdTj6Hfew9ub6xFfT1qV+P+1ekZ2N7eSfknmSVo/A3aG5tI1odVEnlIeQ40Dw1UMBqOoMalSKKa7Pa+Jz97bWfjiTZ75rs3AKgCsCIY4wSdba2LIdIXPDWpBJVuh+j9vfBnZv8p3+YjtDYHQ29Kv5W9h/HfqPtvYuW+MPxcxm8+pI/mttvFYTafY/Rvyo2301tn5f7h7A2DktxpidyZPsffe/K7fWKzGUqK6SGulSaIfXcVty/z/uHt7Fqjsp3kjglDOQxt4JZCDGWbsd4ioDsPDXKK2B0A7a+l5p9vuYOdA/iX23oszxtSMSxtdRRMSUBVJEjlDqqxuHcBGkQVk6PTur5N/NX5AfHr5z/ADf+O3yar+of9k87U+Qm2uqvizP1b0XuzpvtHbPw03DmKXfOD+Qud3VsfO95Dene9RszM09Pkdob42dQ7dxGQxLJQz1dLW1eSBMO5Ns+x8g80brZi6tt6tJrh4lcxmJFnmgjpIF7n0qsp/TVQ4MfevewknjO5c286e39pJ9JfbRLaxLcikoeSe3iuCTCwAWNWZovjLtGRICj9oyfNX5B/LLJdH/CL5b9IfL3vT434D5i9+fADrf/AEFbb6x+Ie5cF191t8oclsjHb2nqc53H8be2t85ftumO5aySlyX8Wp8BS6KaI4SUxTS1ZxNYmx542vljxxPtt5PcqJQNBQQQySr21JbUUANaFdRqTpp0ls90a85K5q3+bb/A3TZ7FZmjL6xMzXEcVCygKgAkJquoHQOGrpBfL/5P/Jv+X38zPinsrsv57fJntjo3cHRHyr7h39hMj8ffiK7b3zPTG6etqnrHCdqdgdb/ABM25i+k+s62l7SfGby3zWZDZm18VjMXS1tTkMEzVdbUIeX7h9y3zmzZprcB4hb/AEz6uBdW8WowCAELjWRkkaqADo23aAjZOXtxsuxpppFnFNZCRokgK1IqXZxGQqkhakCp1ASt6d5/O3qrcPQfxTTv/ur5odj/ACZwvyJ+Tb95/D7qf4A9Vdudc9Hdc5DoXH7H636rxnys3xhvizura/8AHu2bVu6cpS7h3BX4UaKbGpLP/GMY4kM099ebXHGRJskcYu5KZna6aUwuY2b9AoFCMqGQFlq2jVTpDYzRz7Q3NX1ANhu1wY7KHiIPpkT6geKq6pQ5OtTIqUDlV16Q3Vin8t/cnzp3D0HkqT59bCr9mdvbW7L3rtbaecztT0cN39qdP46tjm637Q7B298eN9dh9S7N7Fz+EqxBnsXha9cbFk6OaSjghpZYU9rJ0gjtNhZJtW4NFIbxRXTFJ4jiNUYqutTEI2BUVBYq5qD0Xwy37bxzFCif7oVaD6GXtrIpiBuNSVLoyy6l7yQw0tHQEqthQ1fk/wCwsP8AiPaVNdF1cc1/ydHXmfTrl7c691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf8Ad0z/AOYAv/oifvXn1b8H59f/1tvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de6LN8pfib0r8w+vKDrzujA5Wsi2zuzA9i9c7z2lubPbF7J6k7R2lUNV7Q7Q6t39tavxu49mb52xVOzU9VTzeOaGSWlqoqijqKimmTtC63VvuFpMYdyhDCOSmrSHGlwUbscMuCrqy8DSoHTjS67G/2yZBJt10qCWImgcI4dMijKyOAyuhV1PwsKnov1B/Lj2juXsPrDsb5O/In5IfNmv6P3TTb/6T2t8jJ+hcH1v1l2XRUddQUHZ9F1p8YuhfjjsjfnYWEpa5/wCC5XeVDuap2zPepwjY2rlnnlVWkslhc3l9aLo3C4ADSAkUAUqKISU4HyUEUFCPNFNA0u3Nsvi6dnkFJIqZkAZXCmXEoUMoJUPpbIYEGnUHL/y4MdXfLrtz5mYv5ZfKjbPZfb3TY6LrttYNPjE/XeztlYqHclRsmXZuHzvxnzefbP8AXm6t3ZDOYutzWUzTzV85gr1rsb/kHsqm26O45W5o5QuAG2neLm3nucMC0tqSYnBVw60VmTTGyKQdTKzBWFb21gveZOS+aZ4lbc9gjuo7QEtpVLxUE6lQwRw7Ij1lSRlK6YyiM6sVraH8ivrTYnVHxL6X2z85PnlRbF+Evb+U7r+PtHJlfh9PktubuykWVgloc5nB8O4s1uva8MG6c9GKCvqJY5oM/VQVBngioIqMVHf9xk5jj5ruNMm7iCWFmIA1Ryx+C6kLpQVj7SwXUOKsrd3RfumwWe58ubpysRo2q6kikZcmjwyCWNgQyt2OAwUMEJFHV0qpGKb+T90RuXsX5ub07c7g+QneW0/5gVLtmLv3pjsjKdOUfWNPWdcJh6PprOdcVnWfS3XXamxdwdM4XBU1FgayHc80zCNKzImvycMFfEForTwOV7XleNlNrAWMUhBJjLymV6KW7tbEghywFe0KKL0I/rbpd9sd/tmWC7gVlCqKgqYjFQEntOliS1C5JqGBqenHNfynevN9/Hnc3x97u+U/zT+Qa5Lb3We2tmdw9r9tbNk7f6open92YHf/AF5ndiVexer9jdcV3YmI39tukzFdu7ce2s/uzclRBDBnMlk6Klo6WnNmvLiLedn5ltdEPMVgXMdwEDD9RdDgwGsJ1IStShIBrXUAwKorOOLY995Y06uWdwj0S2wLJUVYmkysJly1VCOiqAFApWsnGfys8NQdu78+QFT80/mznO7ezuj6fo7fe/8ANbi+N9QM3jMLkt61Wyt3Umw6P4zUXVO1s/sPGb6raKhxOFwGN2XWyBcrlcFkc/JU5eoK77b7W/5e5o5Vmt0OybzJBJdIRUu9u+uNhJUTRmpYEwyR1R2Q1Q6ejQXMx3Lk/eGYHcNh8f6JuAiNwAJSUHZKTpQ/rLJQotKU6CGT+SX10vx9+IHxuxvzW+cGG2P8He1cX3F0FlaGv+Is27cVu/alEKDrlNy5HKfETJYrc+F60pKzJR4ykqKLRUx5eoTJnIpFQrRiK43m/uuYbXmq50SbtHBJDVgAGjkiMDKVXSg/SJSoXVQk1Dd3RPDtdrDsW+8uiJf3XuMySzL3VLpOtyCGLGRQZ1WQhXUVVRTQNPSsqv5Pmza2l+eNJV/M35pVMP8AMRpIqPvmF674pR0+MRdv4rYNRN1pQ0nxSpqDaVZkepcSu0aqeWKtlqMQwndjl4abKQBuPbol5at+U2UHa4n1jjljKJ2J7tfdIASNdPIAISvRvb3M9pzbt3OsRU73aoEjYjACxGKPtP6ZMasSpKVJALFiAep9J/KD60wFF8X85sX5SfL3rXvn4o9bzdI7I+UWxdzdF43uDfPQsTZJ8H0d3XtjI9A5f48dsdcbUmq6afGxZXYsuQp67G09catq9quqqju93O9u9+37f3Kifd3je8ioSs8sIYRyglqQuoZqmIIHDFWBFNJHtuz2O1cvbZy1b2sf7vsHla1w1bbxyrSqhLNIUkZEJVnYDSAmlagm9x/xKwmE350DvPbncnyK29iugsH2niF6yo+3M3kesu7K3tmKhbLbw+RWH3LHnc/23vnbeWpJslhcpWZOKehyNfVzN5vKFVJbVgu7y4WMeFMFon++9PoxqW1fPgMfPpTdW817Yx2lxcVmVqmTSAXHkCgIVQo4UpU1J9ADX8yrZvzK7J6T2T1R8Ke3st0R2T2n3VsbZG8u5MNsnbe9qrrXpisodw5LtLc0VBubF5LH0GQh2/i2hxlUsuOqRmJqSGCupZpkkBDdbTLue5cvbbe3B/q0xufrgAAZAIWe2UEESxnxwg1RH5ydlR0Yi8m22w5i3G2tVuN2SKD6ONmChZDcQrISSCjgQmVisgIIBC92k9Fw76/lBbt72+L24/ijuD+ZR8136qyez9vbVwuzD17/AC7sDs3ER7ErMLmOvaapoer/AIMdXb0n2ptvPbZx0s+Lx+4sSa+jpmo3qEhme5nvU97NLNvNogfe4XDQsxwGZhqJFUQ4qaGg8h17ZpBttxa+JGGt2BEoWq1XSQAtS5U5pUas5OMdQ+ov5eXZHeGw/iv8hfkT37350Z/Mb6N2fvPqbf8A8oPjkvWfXGe7e2hSb03nQVWy9+9UdgdQb56P3r0/m8ilNubDUOS2a/2tZ9tX0TwO8hlN7u5hTeNw3Pa4fAt9ySE3VuWaRXe3jCxuHYgoykvmIJqVijagFoH9msXs9jg5ZngR7Hb7id7KQgaokuJA7otDrIKxxK3iOxbQG7SXBHHdv8q7qzd/fvS3etd3l8iVp+lOtexOoqHp7I5PprffVvY+we6arH1ve2G7iru1Ol9/9wdizd1z4mlfPVdXu0VgeHXQS0MkkzyFMVtDFPzFIbdWh3IQiVKsKCEDQobVUgN3AjSa1DFloAdTy3txBsMMlyBNt0jyRSacl3XwydNdP9l+mQVZSO4APVjA+OP8rLE/GjJ9ZUW1/mx86N89Q9NbRg2P1d8ce0N/9J7i6T2XtzBVWbruvaaixuH6C23vnM1/VtVmlXB12Wz2RrkosdQUFXNV4+ip6VFoubtoJvGnV751AE2nSUpQEiMHQS61U1FBWqqDQ9JpLSKSWEogSz8QtJFVmEmDpXWW1IoajHSdTFQNQGoFA4T+S91BR9P/ACl6Y3f8nvl12lg/lj3Tg/kpu7ce8s18d8FvLr35F7e3Jtbd1B3P1FlOo/jj1fjttbl/vFsTB1TY+uo8rttXxcYjxka1FcKpFFaLaw8rrtyrBd7IZzYykGTwBdSPJcrodisqzGWX+11tHrJiZCFoqlrNuG4386rJ9bBHDcpTR46QoscFWQoyGEKlGShcKFkLrjpUzfBzZ/xi7H7G+dm6fkP83u/u0D0ZB1t2RjK7Ebd7Pn7Wxe2MpvKfYdbRdF/Gv48YHNQZvaFNv+poqXA7BxOG27XFBl8nh63ONWZqYp5uluzylz3tFhYxSrvLWbNEdIPiWzrpZJnNYzpLBiWUaCy/CadP7dbpNufIAu7hY4NjlujC4VqRrdnVNVdR8SpAI1CR+xBGVoB0Rn+UB8HV7N+Evwwf5H7s+cdND8bKHr3In4W/JXrWi6K656y+QPWdNR5XDbpx2Jz/AMdOp/kR2ht/aGfq/wCLYAZneu7NlQ5KVDSwCbE0UOMH17ciy37at9srlbi7ihnSGYqqmJZ4BBNSI6hreNmiDkFkFXjYFg3QYuiN9j532Y7abLbtwaBbhFlZzcJFIJUHigo6IXjV3jQqsgPgyhlDIT491fykenu6d1/LDKN358qerNg/NzbeOw3yY6X6m3z1vgevOxM7hOtz1hgN+RZfPdS7o7f2dubH4CixZrKPBbpxu3NyDD09JnsXlcXNkcfXAyy2uCz5ZseUY41/q/bSySW8VMwNLMZ5DrJLy65SW/VZtNSFooUKMbfdry05jg5pgoN6igWLxTVtSLEYUGgnQnhxnSpVAcK1dY1dQsp/KepKnsjoft3b3zw+cGyexPjp03unpTr7cmEj+Fm4JX21v/IbdynYWVzuP7J+GW/MVW5zedXs/E+SOCClxWJhx0UGIosdA00cp7Nd3Vxv3NHMcpX96bz4H1bKqr4n066YzpUCNDxZjGiF2ZmkLE16DNlsm3WHLmx8qW1vTZdullkt0LO2h5mq51s5kbFFAeRlVQAoFOi61P8AIxos5sbvboPc3ze+Vc/RXdnyF238xcpn9vUnxm2v8g5vk2d6VO/t+ZfNb6oPjY2wqbryv3ltrameweP29tjb+RxWWoK6KWtqsbVRUVOxbFIJuR71I9O5cuLcLt7cRELppWnGk1WSvjSf2/jHvOgoFUBTeWkdzPzc5UsvMdtFb7lkr4sVtFDFbKCGBjKpCi6rfwm7AzMzMx6Mfvz+VOd7fJbLfLKg+ffzl697lzXQG3fjPXZfYKfCuDFr1VgqiDNVFDRYfd3wy3fT4zPbh3qarP1WTpjFW02Sr5o6CSioFpqKnTXVpbXm38y7TPFXa92mt5bmMFhre2VlhIcHWmjW5AjZAdR1aulEcSoeTZXVGuth+o+kcqKr9VoE2pfgkDrFEhWZZFpGtACCTO6d/lL9RdA96fHvujqHvD5CbIxHxl6Dm+NPXPR2Lk6Fk6arOqcxPt3Ob2od2Q13RFX2hndy9i792pQ7nzmb/vRDl6rOxtJHUQ00stK5m2430u88zb1czeLdbt4HjVGQLePREAeAC1JXQEIBKsWWgCEbbH+5to2NFRLaymmlRgDVpJ31yNQNQV+GlCtMqqtUlZfJHqfdXVPyh2B8++s9l7q7GmwXTW4vjp8jevtiUkOZ31muk6vdeM7G2V2ZsLaMsgq9/bv6P3pSZSR9tYw/xnN7e3Plv4XBlM1SYnDZFFtKra7pfW07D907lpMjHVSFoI5TGxCK8jhzI8Z0U06gxVgoos3Xb33XZI0tbgR79t1XtKgUlMzQrOhLMIoyEiDoZFKkqV1IWr1V38b+ltx/Kn5vfzSqCt33/Mo+LPWXd/anXObpaSl+OG6vj/1Z8jupts/GrpjpjecVN2f8lPibktz7PzsO6sFmMVFUbD3Rsnd1bjJ/4jSTzxUdFX0JTy3tob252Xbd5t0mkSScz2rGgIa7aWKskbjUGXS7KpxQxyAVIKje9zkh51sb/aIlS8jtohFdfGI3S3CP+hIugsragrMCpJDoW09Wq9o/y1+ot25X4vbl6c7E7h+I28fiDsTdXU3Se7PjtVdXTVGG6i3ltzbG2c71dmdq999Wd6dd7i2lLR7KxE1OarCvkaKrx0M1PVRN5NZ61zc/v/mLmIzA3+8GM31VH+MGGvgUpQQeFVqCARqwNGBopUuXbLSPY7Hl5IibG2kkkiLPIzI8uZmLF9cjSnJMjOQRVSKmoJRfyV/jCnQvaPx7r+zflHmts7071y/yT603tku55F7i+MPdOS3LuXedD2J0D2zjdu47edLvXb+694ZGthzu7andueyH3Bp8pW5CkC04pDNcw2/KMMDpHNsa3KWsgRaiO71ePFIvwzRtqYBZhIE1MU0sa9GU0huN85y3+5jWW735LZb1TUJL9IqLbkLXREYhHGR4CxBtChwwFCf7ofoNulMfuCTO9x9zd/b53bW0FXuntHvDcG2K7dGVhw9E2L29iMZtXrPZ/WXTmwcBg8WfGlDtfa2Dpq2qefI1yVeWra6vqbmdvCigjjEcSV+eok1JJNTX+VKY6RxWxUx65NSx/wBmKU0V45qS1aD4iaeXRWtr/wAszrXFfI/5XfInevdPenc6fM3Y9F1n3Z0h2lF0NVdJVvXuBotxYPZW0MBjNm9F7L7Ex2H2TtPeOXxFMs+5KuTJUeSlly7ZKtEVXGTW202UXLu4ctSQeJYXRQu2p0YNG+tGUq4ZSppwbNK8c9L7m4uZd+5R5ihkEW5bG0ptCFDeH4+nxcN2vrKAnxVkoRRNIJBfvih/Lx2b8TqTb23MJ8gPlJ271r1t/HabobqfvPszB7z2b8fsJnZMlTttrYeQw2ytq7+3lh9v7crI8HgDv3N7zrNtYOmFHiZ6KOorvuzybcNwvD9ReziTeDUtchQhdiNJJiU+ECQe4hRqarfiPRT+7rPwbqzgs4rfaJSuq2QHSNLKyhXLFlAZQ1EK/wBLUc9IroH4ZYb+XlV/KTu/bHeHzE+STd9b6z/dm/8Ap3cmB6H3nU7i7j3Sm2NvtmuuMZ1b0L1RuTEZnJYrbuNw0cFbnItqY6gjNVWrSRwzZCEotJDsfLO18tWNmJ7S3aUwrq0NWaVpZe9ySQ0js9HYhSSI9CdvRhuHi73zG3MF3dLDcmKGKSiEr4UEaxwqQtcJGukMqFyMuXah6FL4QfHfdHVGN7s7j7YoIMX3v8ue5Ml332vt6mydJmaXr3XtfbfXfWPU1PmsXLJiM3L1d1FsjCYnI19HejyOchr6ynY09RFZbFH+79r2nY4bozR2qzCSQrp8VpZnlDaM+GFDrGArGoTWaMzDoviabctxuN9urfwWkSFY4dQfwRFCsL/qKF8TxWVpDqXsLaFJVQekj2t/LW617A+R25/lBsLu75MfGrsXtHZWN67+QNF8duxNubR2r8jdpYSDFYzbo7Lx26djb3ye3d87T2xj5sPhd7bHrdn78wuMr546HNU7inkgSbfZw7fDf2aQq223BQvCajKZBEobxBU5Oll9DitTW/nnv12NpGUXe2GX6aQqG8PxxSUeGexww4rIGBIUkHQgVr7C/lhdXZ7ujK99dNd2fIj4kdi706u2x072/X/HXPdWQ0PeWydi0MOI6/bsyl7o6j7mlG+Ngbd+5xWH3ZgZcFu2kxtbJB/E3SOm+3dnt47+236w3NFuNp3GSF54TVCzQD9Ok0bLKgFakRugYhS1SB0XSWaO/Kdwihdw2JLhbGUjWIfqyrXFYWPhS6ytf11kpwHb29MO5/5de8p97dFba6U+VfbXxG+LPxd6gwO0ej+nfj/tzoXcOWpex4ot4bUzO8t4Zv5M9FfISHO0eP6yylLjceZlqa+WsrK+skminLS1b7z7je77vW/7nuTS3dz4WhdKr4WlGSTuWgfxF0BVKhY1SijOL21lZbfsG38vWdmotlaUzOWZmkDOkkYGpiU0SB2YgkuXGqgUdBzsX+UHtfBv8weuO3/kD298r/jh84TQb/7t2F31SdR4zeafISgn27j27Q2bvDoDqXo2Pa9PJtbZG20oaSip6QYLJ7bpqujPknYwpJbZbjYV5eMaxw2sgazlFS0HiSPLcgqSfF8WRlI8UkRUIQUYjpcl7udlzHt/NFhdlbxIjFOmlaTxrGIoBqx4XhLrBKDU+oEsGUN0FPzU+J1f8av5ZHy62ZTdpfO353dqbz+J/aPxr6bl37tvNfJLuWOPe2xMjidt7OotsfGnpPbUWS/j26YYKjOb43HhqzPVLeEZnPyUlLQw06Dmq6ut0gtoY7FPrruaLxHBCgiB0YEpiMUVfwBGY/F4jkdGPt/HtvLW/wC1XbMkWy7eZnWNVPaZ1csFarOdTsAqZSNcKsaBuho+Dfw92vvHZ/xd+SvZ/aXy/wC1txdV9e11H0h1Z8udl4Hqas+MuZ3Btyfr3fP8K62x3QHx+7Nym8W27Tz4Onz3Yrbuzn8FlmkoMiYsrXVmRHHM8wHNXNu6bVeK1zfTgpdqrAugJqfAZtCeIp7lZFZcDGQYo5O2p5uROW+Xd12wWdjBGfqLHWJu8OWjrdKxdijDxAY5ChLEDFOk12P/ACS+o+1tt97Yzd3yt+YM28Pkv3T1F3P3V25RVnxYg7H3gfj5Bt9+h+rFaT4sVGxsB1J1Pn9uR5fG43GYOjrarI1NU2Rra2GplhYPbQJNhTkuHZ5PCg2A3ZtK1kKm9Oq4IMhaoZi9Fk1oochFWikD++A3P+saXtvH4O6wwxToo0KVgQIlQmkFyoQNKKTMEXVITUladgfyith7+2/8rtoQfK35Ydf7L+bu28djfkts3YK/Fil272DvX+5Gz+t95dw0lHuv4v7um2P2f2nsjZcFDuOXb8uKw9W1RNVQY6lrUpammTS2Vu+1tsggRdojmWSCI6z9OwmE5pIHEkoaYeIPEZitStSnb0psL7crK823c/rNe9QRNG1xoUGZWjaEao8xIUhbw+xF1UDnvqxmUf8AKc21T9qfCTuGf5j/ADGyG7fgZszObC6ohr634vy4bem3t5ClxfYKdt04+L6ZHdFd2BsfFY7b2QqaGrxM8FBjYaqgaizD1WTqD+Xd76fmbnLmu4VX3Hf5IZLwHhI8ClUbjRSSzOfCEeWINQFChHaeUtp2PkzZuR9otUt9o24y/T6A36YlkLlQGdmKpXQiu7AAVzU1F3rL+X1h+rvmt3T84cV8lvklnt49/wCP2vheyepNyv8AH+fpas2719iNx4brDAYegw/QWE7OwdF1zT7rrnoZYd0CtrJpi2Tnr7sGJNrt02var7aPDWWG5dGdiNJrGToIySKBiCAQrChYFgGAh3iJt5veXb2aQI+1iZYQATRbgASjiAdZUMS4ZgQAhRagi78vfh10/wDNbqb/AET9uJuXFjEbo232J1v2PsDMptjtPpjtjZFaMlsXtzqbdctFlIds9g7NyIMlJUy0tXSyxSTU1XT1NHUVFPK5CLi23Tat6tZ9G5WZcxuVDD9RSjho2qjKyEqQ6sM1ABAIekCzbdv2zzAttu524huEBKl4wyuAHUh0IdVYPGyMCONCQQw238CMLhcf3fmc98ivkR2H313tsTE9X5/5V7xk6Jj7r2p13ttNwttTaHXm3tndGbR+Ou08PtfJ7uy2QhSHYTNW5LJTVWRatmWF4Sze9lsN82PdNguISm2XxiN0uuQi4MLs8ZakimMoWYAxMh0k+ZJPtukubDftn5gEyyX22O7WVUUfTNIqiQ+k2sojfrBwCtANPb0T3AfyRdt7Y2P8V+tsJ/MM+ftDsz4UZ6j3L8ZML9l/L7qf9Gebx2ztz7Ao60ZCr+AtRld5eHaO88lSePcE+Vhb7nyshmjikQT3G43dzvD79NNq3RojEXoo7DGIiukAJ8AC101861z0hO22R2m52Qw12yWbxXSrZkMrT6tWrWP1WZqBguaU00HS3H8nna1R1J80enc983vmvufAfPTNvuLv3M5eP4YUu4avMZPaGB683jWbQ/u58NcDt3azb86/2rjMPkVix0iwU9DHPjxQ1rTVUpPdWkF1s9jsUsY/d1rL4kS57X8Xxq1BDt+r3UZyK4ppJUnVpf3llvf9YLeam5+B4Oqi/wBn4Zh0kEFP7Mla6A2a1LAHpQ0f8pzbVP2n8I+4ZvmP8xshu74GbMz2weqIa+t+L8uH3lt7eX2uL7CTtymX4vpkd0V/YOx8TjtvZCpoKvEz09BjYaqgaizD1WTqDtt5vpeZucuabhVk3HfpIXvAcCR4FIRsGimrM/6QjFWIIIChQXtPKOz7HybsfJG0W8dvtG2+L9PoD/piWQuVAZ2YqgOhFd2AArmprmwv8oXoPA5veOCo+1fkJN8W9+d2t8gtx/BXI7m65yHxYm7KlzeK3pUCggqern76xPXdb2fiI91VWyaffceya3MyzpUYmXHVM9BIh2aSXZf6sta/7kbPDNFYyAlGtUuA4lC6TSXWJHA8fxfDrVNLAECHmKAczXu7324RRfUbksIvSUVjdi3AERauInTStZIQkjaVBegIPXcn8o/p7vzvf5Fd19s93fIHeWL+UPQ0Xxt7Q6QyS/H5Onx1XiE3HX7GodtR0XQtJ2bhtydab03XWbjwebfc1Tl4My0ZmqJ6SKOkUoisfpNh3bY4HVRdNG3jaWLRNG4YMFL6WLDsoQQo7qFqEKvqLuLmDlfmK2kCXW1eOIxSviJcRmORCSaBSTrY6S5ICoyKWVom1P5T9Pt/vP40fITP/Pj53dlb7+K2zN19ddfJv/I/ESoxu4Nh77TBQb1212bUbV+IW09y9gJuem2rilqa+uyLZdZ8dFWRVcVeZqqU6guJINy5k3dFC3+7CIXLUFH8GvhUWmhNJJI8NUrWjahQdEY2Gxj5d2HlW3TRsm2SySW6VdijygB21s5kfUoAIlaQeahWz0OHwa+Ae3vgn/p3j2p8g/kJ3XTfIXuDcXfe9abvSXo6rXGdtb3qqqs7A3ZtaXqLpDqCpx43zUyUzVlBUvWYylNBD/D6ai11X3FI5WTZ9l2Uxr9Pt0TxwMK1CSSPMympOr9SR2qxJqxzSgBndQ/V8xbxzK2hL2/8Hxgq0D/Twpbw4rpXw4o0QaFWqqNeoivSQy/8t3G5D5fdrfNPGfLX5WbY7P7Y6Xboer2zgm+MzdbbP2PQRZ+p2XNtDAZz41ZrNTbl673TuivzeJr85ks3K1dUPBXCsxjNj2LHsll5Z5m5SmYNtW73FvPcjuBaW2J8F6hgylVZkojIpDVYFgGFL60gv+YeTeZbm2jfcdgW5W0qD2LdqFnU0IVlkZUdhIr5RQuhaqRT+A3wg2j/AC9/jxt74x9ddtdzdtdcbLyeYqdjVfeNb1lld2bRw2brpczWbSx+Z6y6v6sp8rgI9xV1dXwvlKavyUcuQlh+7NJHS01OINx3O53WWOe9VTcKMuMFsACoFFFAAMAV8+mbbbobS73C6hYg3LBmGT3Akk1JPEscAAD06DDL/wAt/GZD5c9tfMzGfLT5UbX7L7d6bXout23go/jC/Xmzdk4qHclRsmXZuIzvxmzefbcHXm6d25DOYuszeUzTTV9QYcgtdjf8g9h2XbY7jlXmjk+7Ak2jeLi3nuR3KXltSfBfUrB10qzLSNkUg1dWYBg5fWNtf8y8l81XEKnddgjuktCdRCJeKguFK6hHIJGjRyZUkKldMZRGdWL3sn+R90LsD479AfH/AG78kPmDRZX4ldg7h378UvkXQb46f2/8jugabelfjsjv/rrbO6dqdG4HYe9+q+w5qaoizuE3ntrc8GSo6+WmlY08NBHRnu5bpuW5b7Z7/LMg3KPV4jGNG8cFBGupSPDTw1FO1Bq/FU1J1HaKm271sZUPst6I9UWQEMbFwwcMHJLGqgFQlAVAcBxaX051Bjun9qy7fXd2+exs/l8lLuHe3ZHZeYo8zvrf+7aumpKXIbm3A+Exe3dp4eSogoYYqfFYDE4XbuIpYYqTGY6iooYaaNKSpS1jii8KKAMEUMzBdZLNliSakk9xNK0FAABdbasl1LOwklm06iF0fAKLgYwABjJ4tUkk10Vv8ofZ+Sx3zxxVZ8x/mOcf/MSjaLvWmgk+J0CYdJdvYLr+q/0bGP4oattvWdSYCLaMr1ZyLviXepJ/jIiysRVbbXBbcrbbycRXZ7V3dVyKtJL47knUX7pO4guV4hQqHSDqHdLyHmyDnSLQm9QxxpEQKiNYo/CjwxZGKL8JKaq0LFmFeq8O2/jvuDqL5y/yxPjN112N/Mni2p8aPjd8julf9nN2P8YY9/1GzartrL/HePpbZ+++0qT4W7q+HeWwMuz9iZHB11dkds1cOEpqCnrszV0mVCZX2Z7bf3u8c6e4+93kqwXV8bNpHorC7kRGLHTUfTmLUTgKsxchcrpAWudr2Xlr2+2Pl/b9pSa2iuZmjhEsi/Sh3ViwJZjKJSWURl6xBQwUJp6tU3T/ACwOpN1fErvj4lL2331t7G/KfJ7nz3yV7xxmY6sy/ffdef37jKLA7/zG6M1vTqbdnWmDl3ZtfGU2IWn2/tXDUOCxFNT0mDgxUNNTrEXXVhHeWnLVhIvh2G2eJ4UQyO+UzElwQxYykyFmLMxIUnSNPR9b3VzDvW9b94wk3O9ihQyEUCpFF4KKkY/TVRHVAqoq5Z6GRtfSFqP5TGDqexvhj2sfm3814t6/Bjr/AHJ1z1FkVq/iZVxbhw2+KeDC79ruz6bL/E3KJu/Ob12Zi8bg62pjNF4qPFwVVItNlZKvI1J7JuF5LvvNHMM0ga/3l4nujQUdoVIVqfCpqzN+mqCpoagKAH9p5f2zZuVdp5PsLdY9msmcxKC+Nbl6amZpCq10qGdsVOSTUJ8l/Iu6nznxf7f+JOa+Z3zhyHWHePfafIvfeTGV+JeP3tNvuffdV2vnqLD5nE/EmgxeE2xuftc0W4qqlpqBJYK7GQQ0c1LQS1tHVp7ee4tJfbye2cRz8r29zBt7AV8KK68TxUIYsJAfFlzOJWGs0I0ppf8A3PYPvfuFzBPaq+5czvavfudVZHtI0hicDVoiYRxxp+gkQogJBdnZlz2t/Ju69702l8g8P3J8vPmF2Hv75Lde7D6V7F70y3+yk4ntml+P+w8jubPwdC7K/ul8TdudabJ673Purdc+WzkmO21BnctXw07T5Jo4EjCGa2WS1WyjASBpA7g1bxGQho6nUCvhmpAUjUT36hjo6s7q4s72zvkkBltUdYMAGLxV0zGufEMi0Ulw2kKNNG7uhg+S38trEfKjp/46dRb9+WHyq243xx7C2H25hex9gy/GzFdgdg9o9X5CjzPXm9ex/wCP/G7c+x6qt2tnKIVqUeFwmExVXUOxq6SdFiSNZczS3fNVrzhRI91h1FQFBVS6PG5C/AdSySdpQoNZ0qKJpKdo2632flXc+UbeNTtV3GY5R3Zj8UShAS7OoDKncHEh0Dvy1c/Y/wDLZ2f2P3ZhPkEfkh8odg9m1HR22/jp3Ll+rtydTbSj+RvVe2s5XZ2mx3Zgk6cytfsTc89XnMsqbi6yqOvtw4xMxUnGVtC6Uj0qK4tYLmz5q2ie3U8v7zc29xPaZKNLahhE3iFjLRdR7Q4VhRXD06ftoZUm5H3G7mE+/curcrZXJRQY1uihmBiH6Ugbw0xIjgGrLp1HoZPiD8PdtfC3427X+MfW3ancG8do7Fwp23sndfaGS2Jnd8bXwFLQxYvbuIxjbd2BtLYootqY6nijpBJgnaqlRqjINXVU1TPMab3fX+9oWnugl5QAy6FJNKDK0AJ0gLU+QB41rSys4rC8urqNdUMhB8IkgVHlq1VAJJOKHNK4FCJbV/kidRbS2piMPjvlr8yX3zsv5Obq+WvVPeTZD4s0Pb3UfbXZsm7Zu66bZVdhfiti9i1nXXd828ak7n2xnMBmcJVxxxRQU9NEjI6e3d7P+rIsUSIbTbT28JK6/wBG5FJEIkLDGSrkNIrEMHBVaVvrKPdJOdTuTGW33+Szku0BaPXJYsGgfUjAqVKqCsXhoyqVdW1uWtz3D19trfOwMz1p2Rj6Psbae6tq5DZu9cXu3HYuroN64DNYybD5+h3LiaOjosJWUm4MfUSx1lPHTRUsiSuixLGdAQX232m421zZTwabGSlIwzjRQ1w4YP8AFQjuqPXox2m5vtputv3GG8LbnbtqWXSo7gag6KFMcKFSD5jogHQf8rjqrour6YxdV3f8ke6Op/jJXZnJfFnojujdXXGc62+O1bkcVn9q4So2ZlNn9V7H7X35N1/1/uau23tqTf8AubeUmCw1QVpWjqVSpQ3fcL65vod5v7jxN/RGQXKjwiQ0bRPWKOkR1xsVeqHUSWxqPRNPtFtcWO4bR4KpsV3IHmt+5tbLKs6HxmYyoEmVXCxsoNArBlAAgb9/lT9R7r7R+QG/Np94fJrpnY/y1/u7L8rPjz1RvXYWM6T79yGIw8+1M9ns3HurrHd3a/Ve6Ox9jPBg9zZTrfdeyMhmaGhppJZvvY/uyV7XZ2207La8uRQLJsEBlMUBqoQzSNLIfEB8V9Url6O7CvbTR29H19fbhdX1nu9vcCDfbdVVLnSsjaUVY1BikrF2xKI1bRqUdwIcBgRf5m7DqKj+Z3/L4636gwvzQ6D2N030B8i+qz3t8VvipvLdXWXUeV7drPjdS9TbLqN9b1+NPeXxfh2bmMD1/lqCvGRx2QxW1ooIp6qXEzxUlVBfYJby85s9wdzu7zw5rsWneQrfUMisWrkeEYgRkqBKSQCWBHQe3Dbdn2D285c5csNnSa0t7iUpCJnUwKdA1VJJkEjahpLlowNVNFD0f7cX8q/48bt+MPaXxo3DuXuOvqO6OxcX3d2V8gG3ri4PkJuTv/B7i2luvBd4nclJtmn2Bh957ezew8KcZj8ftqk2rjKHGU2PpcRDjokpBuzElhc8h7jtqLaX3LouRYnSsgg+qMn1BKtVZmn8WQs8wkca+1l0rpX3dsNwm5zm3RnuF361gtrsa3iEkFuipDEgjZfASMIpVYPCBcF21O7lsvX38srYm0vkFuP5L74+Rfyi787E7B6cpuku3Mb3NuLp6p6/7Z2riK/e8u2ZNzdf9bdK9a7a2ym2sJv6uxseG2pDt3amRFsnk8TX56Wqy9R6W1tLjY+aOW7ixjfZN4eF7mM8XeBi0brJXxY2BLV8N0DKzIQUJXpTctPcX3KO5/Uadx2Lx/onAp4X1OnxqoCElLaVzMshUqpUqVHTD0P/ACoem+i36e27J3V8le4uj/jbuvLb2+Mfxt7s3lsHdnUvx93HPU55do1m0Mthusdsd078p+pMDuWsxWzabf8Au/eVNtqjaCWijjrqGgrKU0bctwluTfXkwm3UqR4+kIQChjIEaUj7ozpPb8xQk1R7hYW+4LdW/grFtk5QywDUwcxMrxnxGZpF0yIHorAFviqKAcd2/wAp3pPPb4+QeW2n258heo+oPlznod0/K/4t9X7j61xHQvyB3NXY7+Db83Dub+O9Vbi7m6+y/cG3oafHbxm2HvHaJ3HTUyNV655KiaYpgt0i2y12O4UTbNAXMEZqpi8QlnHiBvEdWkJdVdiEJKr2HT0YXdxeXG4LvEMwi3cRJGZtIcskYCoPDb9MFUATVo1EAEnWNXQn/ND+X1sn5o7N6W2Hk+6u9Pj/ALd6G7T2T3Nsqm+PUvTGKkl371fX4/LdY12XXtnpjt+kkxewstj1qaLH0sVJRTu2msiqo0hSJ2lweYrHmh7iu6W5cxkqDQyI8bkg9rllkcd6MO4mlQCGLWG3s9g3blu3twNrvYhHKtWJZA6yaQSdSguiNVWVu0AMAWBSXZ38tbbHcXyN6W+SfYnyP+Qu4c70v1LujpM9cVeJ+MUvUvafX/ZON2/iu5cT21tuo+OFRm87H3LSbVx4zcWOymKpaQ0/+4eHFh5A6ZbK1Sfm6T6NWt96EAuI9TDttsxKH1EgK9XBXSxJKyM60AbX69ds5W29b0CXZp5JoJtA1eLKnhM5Wug/ogRFWDJQa1VZKsQbov5MPTuP6e6N6lovk38xcfkfifu07g+HfdWK3/1Xiu9PivtSeLGUGX6Z663tQdLwY3ffSu49t4iHCZHAdh43e0VXg0jonkMNPSiBd9ZuMl9tu6T3Ub7rDq8SXwk/xnUoQaojWKPQo/Ag1kkkeQ20SvZ75tTW6jZL/wAPVAC9I2jZnDCQuZXJc1FXASilRrAfqzLpvqOg6d2pLgk3fvnsbcGXyU24t7dkdlZiizO+t/7trKakpMjubcD4XF7d2lh5KiChhip8VgMThdu4ilhipMZjqGihhpo7a1EUEEUIjt4gQqhmYDUSzZYsxqxJyTxoKAADUULJNPcSSB55NNSFC/CKDAxgY9TxNSSehe91AA4dKOve99e697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv+7pn/wAwBf8A0RP3rz6t+D8+v//X2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/MAX/wBET968+rfg/Pr/0Nvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv+7pn/zAF/8ARE/evPq34Pz6/9Hb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917qgL/u6Z/8wBf/AERP3rz6t+D8+v/S2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/MAX/wBET968+rfg/Pr/09vr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de6Jh8nvnz8afh5uLr7a/fmX7eweW7XzeJ2r1w2xvi78pO7sPvDemffLJg9gYfcfR3TPY+3JexszHgqyak261WubqaWnaeOlaG0hT2s6Xe4PtkFDegV0k0qAhkJBai9qKWahNAKmnV5Imis5b+QqLRCNTFlAWrKgrmoDMyqCRQsaCp6k9qfPT4vdJ7z6Z6/7N3xunbO7e+9wbB2n13jR013dmqePdHaeQlxfW23Oxcxt7rjLYTpTOb7yFFWQ4ql3pUbfnrnxmQESt/Dq77dRZq1/ut3s1oRJuMC6nUEYGhpK6iQhGlSe1jXHmQCXXu4W237LHzBeMU2ljQOVY8XWMdoUv8TAfDg8eBocMsACSbWHP5tf3UkDJwPI9LQdRoOPp12SrXF/6c+9nA1cBTj14MCSvmOu782/wv/h7qHBZlHxDy6311qF7f7D/AI178WoyqcV4fP8AzdeqOHXWsWvcf63/ABU2PvxLA/D3enr+fWgy6dQbt9evagBc/n+v+H197ZsE/hHn1uuQvmfLrtTcA355+n+v73XOk8etAgjUMjonvzJ+e/xE/l+deUHavzB7v230tsrL5mHb+Dqcpjdz7n3BuTMTNAr0W19j7EwO6N8bmegjqElrGoMdUpQ0581Q0UQLhHJewJc29mWJnlDEABuCU1EkCgGQKsQKkAVJA6fS1uZYZ7lI6W8VNTYp3GgGTWteAFSQCaUUkS/h382ugPnp1fP3h8X85urfPTMmer9u7c7Jz3XW++tMHvqswwWnz9bsnGdl7d2luzN4PA5sT4qprzjoqM5SiqqeGSV6abQazWVxbQ2808YXxl1JkEkAkVIBJXINAwBIyMEHoqg3K1ub262+CTVcW5US4YaC66kFSArVH8JOn8VDjo2gcni3P9L/APFB7SagStPhPD5/5qdLlNeOCOI9PT7a9cybW/p+f8P6e/F1p8VK9b66VtV7f4fn+vvVasyjiOPy/wA9etA1Ffw+R9eim99fN341/GvctJtDtnfeXxm5G2vJv/PYvaPWfa3asnXXWUNbUY2btzuafqjY+96Xo7pqCtoKyOTeO8ZMHtiM4+tLVwFFVmFmK4iuL1bCFq3Pn/Rrw44Or7ccfI9XnhuIbQ3xhJt6kDyDEcaH+iMnHy8x0sO+vlV8dfjB0vmPkP353DsjrDpfCYxcrPv3cGWU4rJxT4+fJ42g2tT46Ouym9dw56jpnOLxWHp67J5aTTFRwTyMqHV5dxbfNHbXmpLpyQE0sTUcfhB4cTXgAScA9X2yCTeD/uuAkWhNahQAPMlyoArQAkipIAqSB0q8L3l1Lnum8b8hKbfWDx/SuT68pu2oux9zyz7M23Qdb1W313X/AHy3BU7ugwku18LSbcb7yqkySUhooFZpxHoay7eIZdgutyst2XwrmzfRKKhtLVpSqagc4qpI+fRRy/u23802G17nsExuLO9DGFgrqXCkqaK6q4yCKMoJpjoNeg/mL0F8lcnn8H1ZubdMm4tuYfB7oq9r9i9S9w9Ibur9k7okyMG2OyNs7S7t2D13uTeXVe6KvD1lPi91Yilrtu5Gpo6iGmrZZYJURtRJJafXLGfp/M+S4qM+ZIyBSuD6HpSbhI7hLaVgHeug/wAdAC2Pw6agZOemDGfO/wCLmZ7mPRON7JrKrep3pmusqTNr132jH07le2tt4+vym4+l8B8hptkR9Abj7v27RYivfIbKoNz1G6qL+G1yz0CNQ1YhT2Eg3NDJYKZY6EigI1halzQgFQgBJJFKCvDpy+d9sEb3ymNGpWv4a/DgVJ1+Xp1G76+e3xm+Nu6a7ZPZe5ex8juzDbL/ANI+69vdO/Hj5F/I/Kde9ftNkYaPevadP8deqO1G6p2tmZcLkBja/cn8LpsoMXXmkeYUNYYaQXUNyJDCaxpSr0OK54Ef6uPmOln0l1WzHhjxLkkRKSoLlSA1KnIFRnhWoBqDRcb9+W/x5656k2V3fm+zMVmOt+z5dsU3U2W65xe4+3sz3JkN64x87tLE9K7L6owu9d8dyZvcm34J8nRUO2MblquoxdNPWJGaWCaWN+/ZdrufoL0aL0mgQ1zn1FR8+PD5dI9vkG620l1YVa3SupqEaNOCCGCmtcZAzjj07bE+TnRXYvTuW762/wBj4Wj6p2zS7uqt77q3pDlOtv8ARq/X0+Qpew8Z2xhOxcdtTcnU+4OuqrEVcO4cZuSjxeRwM9LNHXwU7xOq7vXG2RJcX7FLZgCrEHuBrkAAmmCK+oI49aspTuM5s7VC98DQxjJrWlK0oT546S/QfzG6C+SuRz2D6s3Nuhtxbew+D3PV7W7E6l7h6R3bkNk7olyNPtfsfbO0u7Ng9ebk3n1VuisxFZT4vdWIpa7bmRqaOohpq2WWCVE8wkS3lupEKwIQHPEIWrpBI4l6EgegPkD1T6mJbiK3eTvkroP8dAC2Pw6agZOemLF/O/4t5nuc9EYzsqrq97HeWa6ypM2vXfaMfT2W7a23QV2T3H0vgPkPLsiPoDcfeG3qPEV75DZVBueo3VRfw2uWagRqKrEO7MncDcm0XV4WWp6euaUAr/h9DR+/LbZ4LXqmONwDn8NfhwKk6qY/bwI6m99fN/41fGvclJtHtnfmXxu432tJv/O4zaPWfa/asnXXWUFdUY2ftzuafqnY+96To3pqnraCsjk3hvF8HtiM4+tLVwFFVmFiK5iuL36CFq3Q+Ifw+nHBr8jjj5dXmjnitPrvCJt/LyDeZof6IycfLzHSx76+VXx1+MHS+Y+Q/fncOyOsOl8JjFys+/dwZZTisnFPj58njaDa1Pjo67Kb13DnqOmc4vFYenrsnlpNMVHBPIyodXl3Ft80dteakunJATSxNRx+EHhxNeABJwD05tkEm8H/AHXASLQmtQoAHmS5UAVoASRUkAVJA6EvrrsXZ3bOwtl9nbBzH8e2R2HtbBb02fm/4dlcX/F9tblxlNmMLk/4bmqHG5fHmtxtXHJ4aqngqI9WmREYFQZ7jZXO1bhuG1X8fh3trJolWobS3pVSVOfNSR8+iPZN92vmLatu3raLrxduu1Zon0uuoKSpOl1VloQfiUH06XAII+t/949pzivRsCCAR59cvfut9e9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf93TP/mAL/wCiJ+9efVvwfn1//9Tb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3XuqHf56NJvCuxv8r6j6+zu09s74qv5tHxkh2nuDfu087vnZeIz0nX/eK4qu3Ps/bO9Oudw7jw0FaUM9JR53FTypcLUR/X2n2Ubo3PWzjapCt59LfEUCE+CLGc3IHiUXMHiDJ1CtY+/T0n30cvDkbnMczRatmK2QkFZR3ncLUW5rF34uPCOO3/flY9XQnfyne883u5/kv0/8k8fU7S/mF7A7cqc58ttr1ldSS7d3KmfxlPjOoezPj1T0sFJLJ8Vcp1ftzG4zaTTwjK0742qhzctZnPv8lX7sbrbr3ljl+42DSOX7dZwYwZT9MzSyMwZpwHdpW1SCmpQlFUlVwXyNNYc2bxZblHWacQG3n/TpdIsK6v04qrEYBpR9dGdjrYB2ZQQbNbx7I+W3xa/mbfNGk+UHf/SnyU+GvePyy210/huvvkL2Ds7pjpKm+FOXyOY2L192r8c8Jl8T0l2piO0MftmHL7wqt+bZz+Zr8ZuyWnpaumoaTFQ0RVNd3Owcncic3Q6bi/3K1mmuRoHcRcTRLD3aowYo4wtY0jbUSzdxHQhezfd/cHmXkC92wLs9u9mlpIHP+MLJBFLJcVjZJAvjtQK8rKUwhCV6sXyuzpPmrsX+XVvPt7c/yH6a7I7C2bT9l9pdadBfKD5S/G6mk21nOgMhnd7bd3XS9Cds9YVOSx2y+3s/tWCnrsj5MlQVHjpY5kir6yGpFO6bXabZzjzfa2tWto5VRKnIC1GT+In4iaAY4UpQH8p7vdX/ACVst5uMwa5lQkSaApbuoewKNNANNG4UqMsaof8Ak01W58Z8Kd/dgZ7fneXdO8K3v/5fUYqu6O9e5O89xSYjqP5K92dWbC2pt3Mdubw3/lcFjaHZOwcZRinoSgqqlHqp1nq5pZZA7um6T2vJfK24JErXUkMhdgADI3iuATggYAUBQFFK0qSSJHsoV92vcTYVm8LarWewjiFK+EktrHI+fiersWq7MwFFBCgAVhSd1d07m/lidOfzkOqfkb3vnvlrld89S9l7m6uHfvZGc+Me+I+xu98T0Zu/4eS/GD+M1HQeFxe2MNuqTbWKrcRtfHb1XdGGpchV5WbLS11TUn+xwLZc5+2/LbxJLte8Q331LU0tJ4NsZo2RmLNG8TnSDGVRgp1xuCR0Ht83I3v+uZbXNqbK/wBs+i+kowlayaUqdTaUAuFuI6PJFOHeMSBQ8bxhga7sDr7L72/m0/NXYOT7w+XGC2FQfADqXs7D9dbO+Z3yn2bsfafZHZ27O8tp7n3js3a+0+38RgNnZZMH13jI6OPFQUdDRTxyVUNOlVPLM4F5muX2z2V98d6sJ1G67bu21xWsxRSYo5fEkkTQ4ZH1Oq1MquwC6QQjMpPKPP7xfdm2mdAm2bum7fWwdpExhaCKEmQASR6I3fELxhi+tw0iRupPPjRhN7726f8A+E5u9dx/JX5rZLPfJXLb+rPkDNU/OP5d1NF3BLhfjF3J3tjE31jKvuqahy1FS9jbFoJvtVjjpXx4kxzxtj3+2Evbtttrt3uPulrZxKLK2to2SNgXGp7JJCdTljiR2ehJBrpppAHQXW4lvPbPmS9mYfVpuDxK4VRpjXc5IAugAL/ZIqBqagR4gbXVikO4d89r7Vn/AOFB+0eu9yfzBN/7o6fkylZ1Vu+m+anyh2l0/wDE/aGF+JuwPkpPubC783T3Vpxu4KvtBchJR7c2Xjtw5iaGSlw2SpsNtDIS1SRRt0zH202+WojljnkWW4oGqq3QEa+DSh7exmXJrrkbUQTJEUdqPdbYbV4UliuLaMraU0LLI9sDITMuYtZcFNQ0oVPhg6SvQi/FjZee7t+bvwS6A7Y7M+QNX15W/wAlXY3yIpexqf5K/IrbHyN7I7Y7A7axGR7ZxcvyswfbGL7/AE2TNlNw47J5jbGH3BQY6pfG4BKqJsZiMXRQyJum32R5g973jgCX+13dlHDADX6aN4pu6q0V6vGELyB1ZiNOltRaMuX97v5/bn2O3LxDcSbxLuP1cqokSK0TxPGmgR0HZJRAjK2kMzGSnYHvfvbHyWf+XX8l9m7i72+Ue6t5fCH+bP1p8NunO2+pe/N/9Pd9dxdGZjuj49bah2/vvsXZ3YHUuE7R7IGw+263Z9Zltz5Ew1eYolylbVQZMTV6g603L6zdfYvmC7s1kmvU3RL23BVBemGS5iiZWRVW10hFb9FFDFGQsdTdDS+tbeC594tqs75E2sWG3zW/6SyNtLyxQO7Ucs94WZ2fwpWACyodOlUbofu78l/pY/l9/wAzn5rbD+VHzo697a6R6O7t6RPxsx/y37s2lhfiF2j8YaZcxsaHLx7by+393ZL5IU+BxGJqd55+PdW59ubtfK1Pjr9wYueDJVanmSuzWW0y2V0LqDcJo/8AGTGI9YE6o6+ES+jT3REdjAr4lO4EucrR/vLfZtq3Tavp5bGJ6QiRnBBgkZJBKFTWrlRIDVv4Ce0jpK7IyHZ27vnn/JY2mu6Pn/1z0VuzpT5E5DNt218zfkphsp8qtwdIdd7H7Z2p2B2R0u/cmV3DNtXF7y39LqO+1xO49yxvLiMzt+Pb+OxSVgza1trbnv3gXwols7d7A2VuGZxaiRX8SEuRWV9GnWZi5RhpHfr6jTaJ91b2s5HN3un1m5yTXMd7diOGPXolYI+iP9Iq7qTH9KujT3hwpRetlfoPowdF0fZlGO4e7u4f9JPcG/e3zWd474O/MjsQb8yKZA9YddVZxeLO2+n9lePwbewmmb+GUzNH5pL3AStyF27abTtP06OocLQyanZyzD+IatNfMAYFOh+YF/fO97kGCm5MJ8NQQsfhxhKLk1DU1H0Yn16rA+Ok9FP8/f5yidsR1wnpNwfFWnoTuunWm2+fjq3xToKnAnESvDHS121j2FU78FVKDJEK0VUbt5EkVQLvkIk9nuZDdLW4eVRMp4aVuIjHU/D8BPw546s9GM4I9zPah9q/3NH1H05X4hN4SeJprkkt4fHtBA09Fg6Bj3tB/wAJZqlN+VVTV5Zv5WXfMuJkq00yf3An6o7Gn6tpYw1PTkUlH1i+HigJU3gjQ63vrYf+8qk3W4yFRrWWIEimKonpgknB8wTU5r097LApzjyfH4hZDf5qKam8ZtYzkUavyNMYI6f/AJV1GWpf+E9XR8lIucfbD9N/y9aftgbdpWq68dIVfafx9pe62niWKeVcKvWE2UOSlUBYcd55JGWJXYGHumrP7ubkjZszuMgf7NRpw7uNOHUcfd1C/wCtdyiA1Lj6OXw/9N40n5cNXHHQ89+xbiP83n+W8/Wc0VNmYPiv/MTm7RioBBJXVnWLRfGuDZdNlTNBOq4Ze45sVNS+RoozVRMAxBdHDsbXcf8AwSEtpCp3cpsAiJKam/tQ1NeAQpkGckaqdLeWFpyh7QRyMV5eF5uXhgVKeISuqlM/DoJ8qBR6dVgznMZH/hO38Y5NvvmKL5H1/dXxHbD1e5aaak3zSfL2p/mL7DO/J3x1VRvUU286XtZ8808LU5mXTMrxmzL7OLW32xPc/wBmk2Zl+jX96m3Zq0XVYuZ8THIYGUHxMAVIxTo2vzcxXfvw1zqMhtdvF8V84v0fBLiPyT9AgJ3MQobJ6M180tid99z/ADu+UEv8sjtrOdV/KjoXon4zt8v9m5vMbIxnWXyz2puzLdg7i646QxNNvPrTflR1h2zF1ZR577XtOkmpYsWa3HYbwVCz1uT28F402L9y80bjvG0jdfby4ktvGsQWt5JzGSqBb1WS6hCyMZCgKrIwVSVVSxMp4T9d7eQbhffS81aNx+h3GhlFixWMu7WIrb3QZhGD4oqiKxUSlvDVz2Hv7r/sDvD+QpuXrfrTd/T3xmzHxW+WUvVPU2SpK043rbtTC9P9P4PZ+yNy5apSaqrNy7e6ph31TUNRPO0mTihq6qNpQZZANRJPN7m80bnd7qbsXqKbS40lPH0oplHhUBh8OMaNMgCDRpiLLQkK802C7Z7Qbxte42Kw3dhNbi9j8TxAVluYzbsJPxeJL+qPDrIC4WQLw6KX8sJN00uzP5/NVgpcy/x+n+Zv8tqi3nRbPpTWJT4qbaPxDp/mbVyrBRSyhKjrCrpBuGTWwp6SCWSYRRiWRiX2tS0k5Z+7HB4aLG0nMmuhBYAXFwe7T3keLqp5ai2n8XR3zm10N791V3WR/wB6/ujaBCGB+BolWCn4NJhLUrwQDVTtPVsXyWgzJ/nB/wAuJurp4KbNw/FD+YlN2fFjxFJXVfWDU3xlg2TBlvNDOi4RO5JcXLSGRoojVxMAxBdHR2BkA94HljBdv3X4hJFWAaUJTzBHd8OSK6sdGEaW42Xk6FJCm3rcXP047iolKx+N/wAZp8fbw08Oqnag57I/8J3fjPLt2XL0HyKyHc3xHbCVe5aaWm3zSfL6q/mI7DO+53x9XRtVU+9KTtp8808LU5mXTMrxkBl9newR26e53sU1yFaxVd1NWwBqsHNKHJrVgfKlScdB3mEXnifeFO3syl7La/qGXNYwIKax6A+HQDJOn5dWmfHSein+fv8AOUTtiOuE9JuD4q09Cd106023z8dW+KdBU4E4iV4Y6Wu2sewqnfgqpQZIhWiqjdvIkirHG+QiT2e5kN0tbh5VEynhpW4iMdT8PwE/Dnjqz0LZwR7me1D7V/uaPqPpyvxCbwk8TTXJJbw+PaCBp6LB0DHvaD/hLNUpvyqqavLN/Ky75lxMlWmmT+4E/VHY0/VtLGGp6ciko+sXw8UBKm8EaHW99bD/AN5VJutxkKjWssQJFMVRPTBJOD5gmpzXp72WBTnHk+PxCyG/zUU1N4zaxnIo1fkaYwR1cF/Lq/7IP+GHP/crvRfH9P8AjGm3ePYp9xaD3B9wPX68/wDHj1DHsp/06729px+nn/6vSdHYQ/1+g/4m/sLcZHH2dSrGP04z9vWX3bpzr3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917qgL/ALumf/MAX/0RP3rz6t+D8+v/1dvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de6Jf8nvgN8avmJuPr7dPfeI7dzuW6mzeJ3V1wmxvlH8pOksPs/eeCky7YTsDEbb6P7m6525F2NhY87WQ0m4mpGzdNS1DQR1Sw2jDFrGLK/fc7cgXpFNRUNQFDGwAaq9yMVagyDmvVpJHltJLGRFazcjUpAIajKwrip0sqsATQEVFD112F8BvjF2d2z1P3xubaW+KTu3pjZy9ebK7a2P3t391f2NV9epmcNuI7C7F3h1n2htDPdybInz2BhrZsTvCfO4+eqkqZZInetrDO5BI9re3d9b0Se40+KtAQ+iuniCqgVrQKAaCtaCiaSNptkt9glk17ZEzMgI/sy4AYg/GSwUCuqoIqKHpO9gfy2Phv2Z2vvLufdnVWVk3j2VLsiftzDYXtnuraXUXeNT15rTZ1T8gPj/tDsbA9D9/VeFpmWmSXeW285JJRwwU0rSU9PBHG1ZRLYL4Vqv6C1pHWmktk9xqTUknqt/G95GfFmpNRR4hGokLQAafIACgHCnSa3b/AC2epe0O/eyvkR2h2n8qcluvedDtrbOzMN1h8v8A5Y/G3bPVHX+A2zt/HZHZm2cT8du8us6PIUu7t34ibP5OWqjZZqyaILErQvNPSxh+lhvtcolvbtlM0pUKZTGCsdVyFEaEqAtASXYjU7EqZCJItstxbrHa2gk8NKKxUykFyHpqJei1JJOlVSulVAXvw6+CnUfwWx3ZOy/j/luxMd1Hv3dsW+cT1dvnsnsXtbGdd7krqOX++8uzNx9o7v3juqlx3YG5Zpc/koJquVnzlbWVBkIqFjhVeJdHbLXbHkU21uCIQERfCVm1MoKgFlJJIViQhJ0gVNWJYFl3ebegdN7OFE7cTPoXTGWzRWQGmoDU6hVYlUUBiwP8tT4Z7Y7byHb+C6nyWPzeV7Un71rdkJ2x3PP0E3eM9NSoe6KT4w1XY03xtxnbaV1HHkI9y0204s1HlwcilStez1LNWrzWKWtvbTMILdSsOcwK+rWoY1Z1k1sNJJVAaKAKDpjcrWLdZrhr9EYXBXx+xQbkxhPDLstCGiKKdVdTkZJzVn7A/le/ELsbufsT5DZ3F/IXEdxdsYjEbc7C3l1183/m91GdybY29HVRYHac+A6p+RWy9sUW0cP9/UvS4mlooMdBPV1EqQiWeZ3aigjj2++2jwkfbrp1eaNlVhMyElGJYEqUqaEEVXt+HHRpLd3Buts3AMq3tkGEEuhC0GqgbR2/joKnjq7j3Z6QO0f5NXwI2JL0k+2No/IqgpPjZmaXP9A4Cp+e/wA+8xtDp/I0eOq8Ip6/2Tmvk5kdobboKrb9fU42qo6eiSjrMZVT0dRFLTTyxObR7lexX43QSB9wAI1lVypXwypUqV06O0gggjy6LLixt7vb7ra5oQLGbLIOFdWvVUUOvWdYcEMr9wIbPSom/lLfBmpk+UE1VsLt+pl+Z9JTUPyeab5efMaT/S5Q0dRTNSUebVu/CuMo6bF0gw6R40USLtySbCgfwmeaikKobWGDY7fl1IVO0RGqxkCgIfxNWo1fUXAdmLEuwBYk9HC3tynMUHNccgTfokKJKAo0qYzFp0ACMqqErGClI6kx6Tnp5yv8rv4WZjrz499Z1HXXYFFivihJmx8cN6YH5I/JzbHefTeO3Nh8nt3P7b2X8ktudyYr5C4/ZWU25lGxsuCO53w38NpqOkFKKegoo6dZf3lzuG/bhzDcy/7tb1lM8gVR45RQikqoVYyB8RVQZCzO+piSS6yUWO2vsltBGu0Eg+AEQIneXqMcS51YpwA4AAOnY/8ALT+GnbvQ+z/jJvXqvOxdIbE3HR7xwmyNi9zd59TJX7yotwSbxXeW8s/1X2ZszdXY276vfcjbjq8puGuylfXbmdszUSy5R2qy3G7rvW08wA6d128Si2Y0b6fx1CylQaoWkUU1FSyBnVSod9W7bUllzBYuqSQbqsa3ZKJ/jKRGqIwIJRFwGRSqy6VMgbStEf2N/Ka+D3bOS7Zym99jdvzVPfeydode97QbY+XnzE69xPeW2ti7Yo9lbcHc+C6+782xhe1s9FtKgjxtVmc/T5DM5KkaSOsqqhZpg6aKCKNZIAoMFVIjOdJBBrqNSSWAavEEdPRzXIaKbxj46AgSAAVDAgjSMAaSVpwI/LpwpP5VPwood6fGPsKm2V2+m8Phxt4bS+NuXf5b/L+f/Rptl656uvwEGPn75kxm58Vn6Qx4vLQZqHJJmNv0tLh64VGKpKajiNzul4+571vLyA7nuJjNy4VB4xiTQhZQoUFVyaKNTlpGrI7MSyHadvt9gtOVrazSPYbd5XihUUWJpnMkhUjupqJEY1UhTTHCEjVVBn+ifjN0l8Z6Tsug6S2V/cqk7g7g37332LF/eTdu4/7xds9nV8WT3zuvybuz+elxP8broFf7GhalxtNa1PTxKSPaNWYWW0bdq/xOwiaKBf4EZ3kZa/E1XkY1csc0BoAAqNtA2773vxjru24vE9w9T+o0MSQRnTXQmmJFWiKoNKsCxJIafIX4J/GH5PbqoN6dxbAzOZ3FFtGp66ztZtXtDtzq2m7H6xqsouan6n7sw/VW/dkYfvrqJ8m9RKNp70p89t1P4hXqtEFyFctQkFtFFNNPFHV5aa1z36ahck9umpOKV6Uz3N4bb6RbgrAGqDQEITxx+LXwPpx8uhF7v+NXUPyH6Xzvx67OwW4JeoN04Yba3Bs/YXY3ZXTgym1ftXx9RtCpz3Tu8Nhbm/udk8XI1HW4gVoxtfRO1NUwSwMYz67gj3KQT3o8eTNS1e+tePlip4g1OePWtskn2b6c7U307RGqEUbwzUmo1VqSSaH8PlSg6h9XfFjpLqPoWL4wbb2plNwdERbYymx/9Hnbm++w+/MfU7EzNBLiMhsPJZTvLdnYu4MtsRsJMcfDhaqsmxdLjrUkMEdMBEFe6SNvhkk3X9aRzVmoFLmtakJpzXiTk8Seku120WzJDHtUSWsEQAjSNQqxAeShaCh40AAHSY+Onwt+PPxdr87mOpNq7qj3HuHBbc2lX7v7K7e7m7433BsfZ6142j11h9+d7dhdlbw271ntWXKVc2N21j66lwNBU1lRPBSRzVEzu2JJfDkhZz4UlNR4CSlaVX8JQMQDxIJ620QuLtbucVmjJKD/AH3qA1ZGG10BoRReA6T+L+APxRwneE3f+N6yroN9vvnOdpUmJm7J7Yr+oMF23ujDS4PdHce0vjzXb7qfj/svufc2Pq6tclu/E7Yoty5CTJV8tRWyS5CueoZtI/3bHFFYsY0iDBCKkxB9WsVJJcSB2BBJABpwApfcQ+7DwL9i9uQAwP8AogWhTIoU8MqCDxNKcOsXe3wB+L3yF7Jou5OwNm72xfa1Psas6wyPYXUPe3fvx43Vu3rWtysGak687Fy3x/7Q6wquz9jQZSFpqbE7ibKUFI89QYIo/uagS0itktobq3hjP0twQZIakhyoIU6iToZQSarQkdpOBS88s7Gxl1KLm21eFMURmi1lSwUEVo+kAiumvdStar7sf4g/HTtDqLZfRu4OtaHB9bdYVu0Ml1Niur85uvpTM9N5LYVKMZs3KdLb16cz2w99dO5PbuCaXF01RtnJ4qZMPVVOP1GiqqinleuQ99dfvK7mL7hn9U5JqCvCtOBpWnVrEDareW2slZYZK6l1E6qmpqzEnj3cePz6c+vvi70J1l0vlPj9tfrTBS9R7io93Um8tpbtfJ9hR9jN2FUZCs7EyXamY7AyG6Nxdqbg7Fq8vVzbhye46zKZHOz1U0tfPUSSuzUu4I9ztksr6ItaqcR6j2ZY4ZSCQWYtQGgJPTFkJLC4bcbacpuFQfGAoSRSh08AQABUCuK9I/46/Cv48/F2uzeX6m2ruqPcWfwW3NpVu7+yu3+5e9t9U+x9nrXjaXXeH353r2D2TvDb/Wm1pcnVTY3bWPrqXA0FTWVE8FJHNUTO71y73iXkU7ForllaWnaJmQkoxVaBWj1MARQkEjgadNLbo9xbTutGt9XhLx8HWoD934/EoCdVdJ4Zz0y4j4BfFDB94y/IHF9aV0G/W3zne1KPEzdk9r13UGC7c3ThpsFujuXaXx5rt9VPx+2Z3PufHVlWuS3fidsUW5chJkshLUVskuQrnqK2g+gVltDpU1FR+EHBGa11DB/nx6U7iX3TwIr6QvCopQ/j05XIoV0Hh68OA6mfIT4KfGH5ObqoN59xbAzOY3FDtGp66zlZtbtHtzq6l7H6xqsqman6n7sxPVO/dkYfvrqJ8m9RKNp70p89t1P4hXqtEFyFctQ0trDDNNPFHV5iC61PeRWmSe3TUnFK9Oy3N2bUWiTlYFNQaAhDwOPxahg/tPDoRe7/AI1dQ/IfpfO/Hrs7Bbgl6g3ThhtrcGz9hdjdldODKbV+1fH1G0KnPdO7w2Fub+52TxcjUdbiBWjG19E7U1TBLAxjPruCPcpBPejx5M1LV7614+WKniDU549a2ySfZvpztTfTtEaoRRvDNSajVWpJJofw+VKDp06A6E65+M/Vu2OmOo4N4UHXWy6RcbtXD717Q7R7fymCxMYWOiwdDvDuDee/N5pt7EU0aQY/HnIGixtLGkFLFDCixgyvL273K4kvL2TxLhySz0ClyeJIAFD6nixyc9F+32FptkP0dhbRwWaABIkUKkYHkoWi0PGgAA6Gz2nofU9GHXve+vde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf8Ad0z/AOYAv/oifvXn1b8H59f/1tvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de697917rq3upHbRevdd/X34hXGcjr3Xvduvde910jA04691jIs1webfT6fj/AIn3ogYJ4DgfT/PXrVKEkcTx+f8Am652/P597I8xx63163HPP+v7t17rv3oiuD17rqw+n4/p/X3WndhqHz+fXuuKrb6/7x78FzU8PIenWhXFTU+vTJnNw4XbVI1bma+Gih/Hkb9yVgOFiiF3dj/QD2DudefeUfb3am3bm3eobOxHDUe5j6IoqzE+gB6M9q2bcd5ufp9ttWkmPGnAfMngOgpk7+2YkjIsGWmQE2lSlRVb/HTJLG4v/re8ZLn783tBFcPDFabpLAODrCAD9gZ1b9oHQ+T2m5kZFZpbdW9CxP8AgBHXEfIHZvP+R5kW+n+Tw/8A1Rx7ZX79XtIQ1dr3cU4fox5/6q9X/wBaTmMf8SLb/em/6B66/wBP+zCATSZm/wDqftoeP8b/AHNiD79/wdPtG0YJ23d88R4Mf+Hxeqn2j5j1f29tjgdTf9A9cj3/ALM4/wAmzH4uftYeP8eZ/wAe9n783tBqUGx3eh4/oJ/1t/wdb/1peZOHj21f9Mf+geuX+n7ZRJBp8yB+G+zhN/8AYfc8e7p9+f2f1MGsN3p6+Amfy8Xqp9peZaAiW2r/AKc/9A9dDv3ZGlv8mzQNuF+0hOr/ANWrD3sffn9n9LMbLeNY8vAjz/1VoOvD2k5lXSqy22n/AE7Y/wCM9d/6fdj8HwZrUbah9nF6P6cmpAP+w97P35fZwiNvo941f886dv8A1Wz1r/Wk5myfEtqH+mc/8Z67bvzZBOkRZm3+r+yj4+n4+5v7ufvxezBfR9Lu5iPE/Tp/1ur1o+03NBWomtg3+nP/AED17/T3sY3UxZkAfQ/ZR83/AOqi497X78fs1+oTDu4Pkfp0z/1Vx15vabmZgKvbEH+mf+geuQ782Pp/zeZv/qfsY7/7f7gC3vy/fi9mglfp92Dfw/Tp/h8WnXv9afmivx2326z/ANA9dDvvY4ItHmLGwP8AkSccD+tQDx7ufvwey/b+nuxJ4/4uop/1Vz+XWh7TczgUDW1Bw7z/ANA9cj33sYsPTmBYcH7FLc/4ee/vw+/D7Mazqj3XQPP6df8AB4tevH2o5oArqt/97P8A0D17/T1sc8lcuCL2H2S3P4+vnsP9j72PvwezDo1V3UD0+nGfz8THVT7T80ahm3x/TOP+M565HvvY9uFyx+twaJQP9v5rH3v/AIN72W0r/wAlSvmPpx/1s/wdW/1qOaK8ben+nP8A0D17/TzsYN/y9rG1z9iDbj+nmv7v/wAG77K66f7tNJ8/px/g8SvVf9anmmn/ABHr5d/+x1z/ANPOxuecr/h/kQ5/6zce9/8ABvey1XGrc/l/i/H/AI3jr3+tVzR/y7/73/sde/087Gte+Uv/AE+yH+9+X3sffd9livxbnr9Pp/8ALrp17/Wq5or/AMR6f6f/AGOu/wDTzsXj1ZT/AM4rW/6y8+9/8G37K9tJNy+f+L8P+N561/rVc1fwQf73/sdd/wCnjYl/85k7f1+xP+9eT3f/AINv2Tr/AG+5afX6f/Jrr1r/AFq+aaV0wV/0/wDsdeHfGxebyZMf0/yE8/8AJ/vw++17Kd1bjcfl/i5z/wAa69/rWc0/wwf73/sdd/6d9i/8dMle30+zP+9+S3u3/Bseyen/AHJ3HX6fTn/Dq69/rWc0/wAMNP8AT/7HXf8Ap22Jx+7krfn/ACFrj/WGvn3b/g2PZGv+5m4U/wCec/8AQXVf9azmv/fUP+9/7HXf+nXYn/HbI2/B+xbn/k/j3b/g1vZKv+5t/T/nnP8A0F17/Ws5r/31D/vf+x17/TrsT/jvkb/0+yNv9vrt73/wanslT/c2/wD+yc/4dXWv9azmqv8AZw0/04/zdd/6dNh8f5RX/wCP+RPx/rc8+/f8Gn7Jdv8Aj19X/nnbH8+t/wCtbzVn9KH/AHsdd/6dNhX/AOBNf/5wyf71f25/waXshX/kp3tP+edv8/Wv9a3mv/fEVf8ATjrw702Gb/5TX/4f5FJz/vPHvw++j7IH4tyvR/1Dt/n69/rW81/74i/3sdd/6c9hWv8AdV1/6fZSf1/re3v3/Bo+yFK/vS81U4fTt/hrTqv+tdzXSv08X+9jrv8A047D/wCVut/x/wAik/4rz7v/AMGf7If9HS8/7J361/rYc1f74i/3sde/057C/wCVutt/1BSX/wBtf3v/AIM72O/6PF3/ANk79b/1r+a/98Rf72Oux3hsHn/LKu//AFBS8/7Gw92H3zPY48N4uq/8879a/wBbDmv/AJRo/wDex13/AKcNhcf5bV/4/wCRy8e7f8GV7HcP33c1/wCed+vf62HNf/KNH/vY67/04bBv/wADqq39fs5f99b3b/gyPY6v/Jcuf+yeT/N1r/Ww5t/5RI/97HXY7u2Cb/5fVC39aOXn3YffH9jTx364A/555P8AN1o+2XNYx9LH/vY67/027Btf+IVP+t9pLf37/gxvY6n/ACXriv8Azzyf5uvf62PNn/KGn+9jrv8A027B/wCdjUf+cc3/ABT3b/gxfY3H/Ign/wCcEn+brX+tnzZ/yiJ/va9d/wCmzYN/+LjUf+cc3/FPe/8AgxPY2tP6xTf84JP83Xv9bPmz/lDT/e169/ps2B/zs5//ADjqP+jPdh98L2NYN/yI5f8AnBJ/m69/rZc2/wDKEv8Ava/5+uX+mvYH/Ozm/wDOSf8A6N97/wCDB9i6V/rLL/zgl/6B6r/rac2f8oS/72v+fr3+mrr/AP52sv8A5x1P/Xv3f/gv/YqtP60Sf84Jf+getf62vNv/ACgL/va/5+uX+mjYHP8AuVk4/wCmSfn/AFvR72PvfexRNBzU9f8AmhL/ANA9e/1tebf+jeP97X/P17/TRsC1/wCLP/rfaVP/AF7+nvY+977FFdQ5qf7PAm/6A61/ra821p+7x/va/wCfrl/pn6/4/wBy7c/9MlTx/wBY/d/+C79ie3/kWNn/AIRN/wBAda/1t+bf+jeP97X/AD9cv9MvX97fxk/6/wBrU/8AXv3v/gufYrVp/rcf+cM3/QHWv9bjm6lf3aP97X/P10O5evzf/cyRb6Xpann/AFv2vdh97j2JIY/1w4f8Jm/6A61/rcc3f9Gz/jS/5+u/9MvX9r/xrn+n2tVf/rT9fe/+C29idGr+uOP+aM1f+Ode/wBbnm6v/JM/42v+frv/AEydfXH+5sf+ctVx/wBYfd/+C09iKqP66Ln/AITN/wBa+tf63PN3/Rr/AONL/n65f6Yuvrkfx1ePz9tU2P8Arftc+7D72XsQS4/rsmP+Ez/9a+vf63XN1K/us/70v+fr3+mLr21/48v/AJy1V/8AbeG/vY+9l7EFdX9dk+zwZ6/s8PrX+tzzfWn7rNf9Mn+frv8A0wde8f7n05/6Zqvj/X/Z492/4K/2HoD/AF4jz/wqf+f6eOvf63fN/wD0aT/vSf5+uX+l/r29v7wRfS9/t6v+n0/zH19uf8FZ7D6/D/r1H9vhT0/b4fVf9bzm+mr90N/vSf8AQXXY7f69N/8AfwRC39aasF/9b9jn3tfvV+w7av8AkeQin/Cp8/Z+l1o+3vN4/wCWQ3+9J/0F13/pe6806v7ww/6329Zf/bfb39+H3q/YfRq/r5D9nhT1/Z4XW/8AW85vrT9ztX/TJ/0F13/pc69uB/eKn5/PgrLD/X/yfj3c/en9hwVB9wLep/4XP/P9LHVf9b7m6hP7nfH9JP8AoLrsdudeEkf3kphb8mCssf8AWP2/Puw+9L7DFnT/AFwrfHn4c9PyPhda/wBb/m+lf3K/+9J/0F14dudesCRuOn4/BgrAT/rA0/Pvw+9L7DlWb/XAt8eXhz1/IeFnrx9v+bwaHZn/AN6T/oLr3+lvr2wP946bn/mxWXH+uPt+Pez96T2Horf64Ftn/hc9R9v6WOvf63/N3D9zv/vSf9Bdcv8AS117q0/3kpfpe/iqtP8At/B9fdv+Cj9iNej/AFwrWnromp+3w+tf1A5vpX9yyftX/oLrw7Z69N/9/JScf1iquePx+xz72v3ofYhtQ/1wrUU9Umz9n6eevHkDm4cdlk/av/QXXf8ApZ6+tf8AvHS/63iqdX+28N/ex96H2JKa/wDXBtfs0TV/Z4fXv6g83Vp+5pP2r/0F13/pX6/sP9/JSc/0jqeP9ciHj3s/ef8AYkaP+YhWmf6MuPt/Tx1r+oXNv/Rmk/av+frw7X6/P03JR/6+iot/rX8Nvdh9532JL6R7iWf26Zaft8PrX9QubQP+SLJ+1f8AP13/AKVtgf8APSUl/wChSov/ALD9nn34feb9i2DEe4dpj+jLX8v0+t/1C5t/6M0n7V/z9e/0q7AsD/eOj5/Gio1f7EeH3v8A4Jv2MC6v9cOzr6Ukr+fZ1r+ofNtafuaT9q/5+u/9KmwLgf3koufzpnsP9f8Aa493/wCCZ9jNVP8AXEsqetJKft0da/qHzbSv7ll/4z/n67/0qbB5/wB/JRcf4Tc/637XPvY+8v7HEuP9cOyx/wA1M/Z2de/qJzZ/0ZZf5f5+vf6VNg2v/eSi/wBa01/9a3j97/4JX2Op/wBPCsvs/Ur+zR17+onNn/Rll/l/n67/ANKWwv8AnpKH/rLx/r/t8e9/8Ep7H9v/ADEKyz/p8fb2Y61/UXmz/oyy/wAv8/XL/ShsL/npaC39by6f9v4/dv8AgkfZDVT/AFxLH7avT/jvWv6j810/5Isv8v8AP13/AKT9h/8APSUH+3k/3j0e9j7yHsia/wDMQ7H9r5+zt69/Ufmv/oyy/wAv8/Txid3bazT+PGZqhq5Ta0STASNx/ZSQqzf7Aexhyz7pe3vOMv0/LfNdndXJ/ArgOfsVqE/kOiy/5f3rbF1322yxp6kY/aMdKX3IHRN1737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf93TP/AJgC/wDoifvXn1b8H59f/9fb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3Xuqn/5hfzV7M6h7g+IPwm+NUu1cT8m/nBuzsbG7b7G37tjI7y2T0l1L05s1N79vdp1ez8dl9vHd+9KLDVVPR7XxdXX0WKqMtUrLXSyU9O1HVptpjbmDmC/2WK68C2s7dpJ5KB9JaJnt10EqT4soEdULaNWpqYBTcw30XLnKF9zVLD49ws8Mdvb6vD8cvPFHOfF0uIxDFJ4ncn6hoikVJAD/ADK7j+Un8q3Ye0/lxuP5V9k/Mf4z7Z7D2Js35X7A+RuxPjTtbemyetOy92YLr/EdwdCb4+MHQHx5paDc2wt4bmo58xgt04zc1DuHDyPFS1ODqYPu51mwXe37rzDy3yw8ZDby04gmBakH0kMksniJpPipJQCo8NoyAVEgJXp17W4uNt5ruLBw++bbarLFB2r9W7Mg8FXdgkBEZd9bl1Ogg6ePRkd4/wAzdtv/ACf7F+Jezfg38x+5eyetNibP7SyeY65zHwjxeyc51vv6u3BiNrby29le3fmf1ZmZaLI5raWUpDR1mPospDJRM8lKsEtPNMVzXqWmx8w8xX4EO2bTcwQXTVL+FLcgmBSFUu+sAkGJZFXg5U46Ty39lBe8o7cboG632G5kshpYeOtoVFyfhpH4TMARMYy/GPWM9AFsr+eT112F1d8Tu4Nq/Bz511eyvmx21numfj5W1dJ8NqGt3Lunb1JnMhVVuYxU3zIOS2ztuppdnbgeGsrYoxowNS8ixxz4564TvsN/BzIOVbrRFvAhkldSQdEccfis1U1I3ZnSG1eQUt29INx361sOXb/mcVfbIGjWvcup5ZBEigaSwLOdIJXQDQuypVgNeM/m2dKxdr/NHrXsfpn5D9LYP4HDakXd/b/YeJ6fyXXGRyvZow1T0rtnq7FdWdzdk9vdjbt7uxGdpqvbeLotqiulkmix9XHR5iopcbOHrGV77lvb+Y4FAtrnX4KVNZfDlMUlCVGnQwPxhdX4NQoehBJBKu82+zQ6ZbhhUlThQYvFB4d3bxUdynGkkECLU/zdOk9nR99Yvv3pj5IfGXsXoLrXrLtvLdTdtbZ6wzu9t87I7n3uOruqa/rzJdFds90db5PI727WePbMGPyOfxmQpMtKPvYaWlWWpjVLDdXSSRbfbi43JeNuGVCMK39o9E+E1B1UNCMHovmuobWW3e7mEe1zA6LmjlW0tpb9IIZBpOD21oQQM0Ak7M/mJYvdGb7+66z/AMWvk31f370B1rtLt/I/Hffsvxpm7D7E683xPu2g21uLrXd3X/yR350HkaeuzGw8tQSR5XemImpKukK1CxJJE7k+6b1Z7PypvPOM1wH2bbpYI7lqOPBa4JEVQEZ3DUY/po5ohqAaVWwwzT8wct8tOBFuW8+N9FU1EzQafEWoGmMqWQVlZFOsUJFSC2H+dh19N8e/iH8lcZ8Kvm9mNjfN/tbE9O9DYegpPiDDvDK7v3dRmv62k3Bisv8AL7F0O3cH2TS0OTkx1ZNVmKjixFRJlf4dHLQNWCq52e/s+Y7fla60xbtJC0tGIIVEha4YkprU/pKWpqrilNVF6LLTcrW62Xet/EoG3bdKI5yAxozTpbCgKq7UnkSPtU5OoVQFwsqz+bztKhxfzty9X8MvmZT0f8vCF5e+pCnxInOR8O3cF2DVx9cmi+WdWm55qDqTcEW7ZlqDQFMUj03OYaLFyhxNyhblq15qLAbZK5RT3ZYSiFge3WNLkAkpp4kEqNXRzbWd1e802HJ0Cgbxcxq6AsAKPGZI8nsrKBRRrqCQGCnHS0xf80PbO6uo+u+x9gfE35adkb27A6dovkVP8d9m0Pxtl7u2B0Hm6nP0+zO0d9/x/wCSe3+oaal7EO3pGwGAxm7spvHJXlSPD+XH5aPHrOZJU5TueZoN2mUJsskMd84DkQST6vCjAVGMzNoevhB1Sney6l1EvL+52/M1ly/fbTIHt92kmSzYaqXBtyqzEa1Tw1QuoDS6A+rVGXUEgVuqfn91d3rB8U9x9Ndf93dn9TfLjr/sPsXaXfe0euK2q6Y6wxvXdBj6qpwXe268hV42u6z3fujJ1k2Lw2OmoqiWsymOrIG8Xg1Ms3Oyu9lvd5tNyURmzjV9VQfFVk8QkAfBoUg0YgkHhUEBu03IXVhZ35iAEkrxyJqqYSknhirBaSB2qOwmhBr20Yki/mcdl9p0vxe+THanV/au6+pd6dQdUdkdl7M3FtXDdbbhkav692bntw47BZbD9p7C7D21VbczVfj41rxFRQZBoAVp6umc6/fEPmn3Jl93PfvZH5nsYtw5YuN4isI7SV7hI0gluEgMiNbT28iyqCzq2soWprRwNJzc5J5Tt7HbrHaYJmguZ1q8qhSwamrgwYEeRFOFaEGhFM2T/mKdeQ/ywaveNH/Nz6s/2czH/Hiu7ohySdkfAqr7KynbkPVdTueHpR+oYutG2y235t66aBMTBgE3ZwtMcm1RqdxHf+z29Re+37ttPYO/b2yXehZafpt8Fs1m10Ije/Vm58VZFgrL4pnNqfj8DRjoF8i81fvjkra73mnmSK05kurXxJE8S18S2lCE+GECaXUsASjIZKMU1hqMLBuhvkpuLZvxc+LGQ3tl+5fl38ifkD1Nhe08Ns7b+H6B252du+Ks2xtLdO/6rGJHT/Gvova2wutP740sQq8xW4yRkqKSj+5yGUq6aKpiznTk6wufcr3G2naLXbtg5S2LcntJJpHv5LaGkk0dvrqdxvZZ7nwWOiBZQCskmiGBHZDTknmKfeuReWeZJnlvLzcbVJlVViVm1BS4UEQIqJWtZCpyF1M7IGQ1Z/Nr6mlwfS+V2X8evk/2Vle5u2d7/H1dn7ZxXQ23919Z/IPrqky+S3f0p2pS9o9/de4nAbzxeN2/XVK1FFWZLBTwUxaLIP5YBKts/YXmG4vd4tbzmzY7S3tdqj3SOaR754rvbZSgW+tfp7Cd2i1SIpSVIbgM1PB7X0rNz502/abO/vLuxu6Wd5HaXKKsZa3uZqeFFIDKoJkHcGiMiAZZ1BFRi2v/ADEult0dPbl7QXavbGG3TtPunK/GvK9AZbbOCk7uk+RFBlkxFB09iqLAbrzvW2azu4DVU1ZTZak3NNtamxNQchXZWjoqauqKUM3vtXzBa7/y7scW4bfcWG6bWdyt79JXWyO3qrNLdyNJFHcQpDokSSKW3S6MqeDFBJLJEkhlBzFt7PzRDdLJb32zPCl3C6hnje5EbWyoYy8c/wBQJojG0EkqDX+o0eiXRl2n/MC62zCfIDD766v7y6Z7R+Nm3MNvjsPovsDa20872vkevNyY81m3ewet6PpvfXa2zO19r5utp6vGwttzN5OsjzFBNQT08NWYYZfbj7X7taw8o7jtO/bXunL+9TvBBewSyxWsdxG+l7e5N7BaTW0iArIfHhjQwusyu0eplesd4+pvr7bLnbZ7W/hiEgjfw3eWLRrMkYgeYMoIaOgYv4ismkMADy25889v5zcXdHXuV+P/AMhNl9z9Odb4nt9ej91UnS39/Oyutc5UZ6hxG6et8vtvurcfWM0VdlduVVGaPObiweRpapBHU08BZbsbv7dzbRsW181nmzaJ+U578WU17Eb0wWd0VjfwrhGskumpHIr67W2uYmWuh2p1u03gXW87Ry+Nvnj3bcopZLKNvD1Xawtok0ESGOIq+laXLwHvUkAEkI2i/mj/AByyHwMzX8wmhwXblV1PtvHZyo3F18mzMevd2CzG2N31WyNzbSy2y23GMNQ7j29mKKeStEmWWhpsfC9ZJUrTKZQa7j7Lc4bV7q7X7RXdxt45hvZEWCczsLKRJIhLHKk/hl2jdWAT9LxGkIiWMyEL0l2fmbbd72vd90sUnMdgjNcRlD4kWmvay/DXHkxUVGogHoQsh838UuK6tpNqfHv5Adjdudo9eydsx/H/AGWnRx7L2J1nDPFQtvHsHce6e8Nr9F4WjqMpWU1HRUkG8qzJ5WolkFBS1SUOSeiLD7bzwbhzVDuPNm02mx7PeJaTX8xvRbSXUgJWC3jispb2VtKu7sLQRRKoM0kfiQ+LrbeY7Xddk2HebK1mcbmJDbwjwxI6wlRI7F5EijVdceZZELawEDFZAiax/wDMb6fz/S3Vve+z+u++N7bL35vnJ7A3/T7Z638+5/jFmNp0W4qvsyq+Tm3cjl8ZX9bY7qeq2vV0Od8C5OpFd4Y6GGtFVSvMY/6zvMkPOG5ck3+77Tb7mlp9RZyS3GmHdkZo1txtj6Ctw10JVa31+ErIHaRo/DkCl9xzrY2vL25b/NZTa7GaGK7txoaa0aav9sFcgiFRWfwjKYyQtCSKpvE/zLNr5jd3yh2JTfF35Wvu/wCK2WwG2dybeosH0bnst2fvHduAXe20tm9K43bHfGdyO9Nxbh63Eu5Y0nhx8FJiaeT72WlqgKVqt7T3icucg8znnPYv3TzCkjxOXvkW2ihm+nnlvGksEEMcNzS3Yr4heUjwRLGfE6OU3gNv++8uiwuPrdvjR3P6RDiWLxoljpLVmkiBcKQpRR+t4Zx04bZ/mKUm6+7Mx0Bj/iR8sqTsHD9C4T5Dy0+ex/x527STbQ3XiMnVbS27Omc+Q9Bl9v7/AM/uTCVm30xeZpMa1FlqWVq6Slx6mv8Ae939q/3JyXfc+3nuFy+/LtvvK7ZI8bbjIVuCyanAj25hJAkUiXBmt2mV4mAj1zEQ9EsHOkEm98ncvXOy3tvuu+2V1dWqOsdGitMS6mWQiKTxKRCOYxOXJIBjR5Faeof5nnXXeHRfVXduw+gPklV13f25t07f+P8A0xWYvpODt3uDH7DVm3vvjCRQ94VPWeydg7V+0rVq8lvHc22UM1IsMSyzZDER5Ey5o9kd75P5x3rk/eeatlVtqgjk3C7D3f0tkZgDBC5NkLi4nmDIUisre5IDFm0rFcGFdtnNFtu20DerXb7oWrtSJSI/EmyQxVRIVRVIILyvGuBmrIHE3ZP8wToLcvU3c/a28W3r0xL8dN21Gwu+Or+1NuRU/bXWe9XqaCDbG2qva2xMnvyg3rW9lxZvGzbTl2tXZ6k3OuUpY8bNU1DtCgd3P2u5pst45P2na2td0g5gtzPt11ayH6S6hTV47iWdIGg+lKSLdrdpbyWpjczIiAMV9nvMF1dbxYS28ttuO3lBPFIAXUSp4kTKYzIkqyoQ0TQPKJCQi1kqgR2E/mFwZnem7OoD8RfltjvkFtjbuy98U/QFdi/j4d7bj653tLuGloOxcZvei+RFb0Fhds46v2rXUtZHnt54fJx1sS0sdJLUzQRSmk3tLJDtdrzGnP3L8nKLXE1vLfK9+IYLmJY3+naFtvW+mkkSVHQ21nPHoJdpFRHZUT8xrFeR2Euz3i3c8fiW6aYybiMMySMrCTw4hGykMJ5IiagKCzBSEeK/m37XyvQO+fk/H8LPmnB0j1/tvs7c2c3nNT/EWaJ6Tprd1Xszsqip8ZjvlzXZanyW3MhiMlMkdZBSJk6bF1Bx71crU0VQcXPsdNa808vcmn3M5bPMe5y20cEI/e4qbuJZbdi7bSFCyB4lqCTG0qeKI1Dsm/6wSD+sWvYrxH2pS1wC9pVaDUQoF0fEIQM58PV2qfxUBsa6T7PqO5ur9ndnT9d786qTemKXN0Ox+zG2K29cXjKieYYqpzSdb737F2lTtmcaIq6GGHL1E8NPUIlUlPVLNTxRZzTsH9VeYd25cbeLS/ls5DG8tsJ/BLj41Q3ENvI2hqoW8IKWUlGdCrst2Td4d92y13a1t5I7SZdSeJpDlakAlVZgtaVAJrQ5ANR0AXyk+d3TPxF3j0rsjtHb3ceUyve+8H2Rs2t696l3fvXAQZ04LP5qgoMpuHH0UeJnz2bmwDUVBgsbNkdyVlRURSRY5qNZ6qAT+3vthzL7lrzKeXLrbUbarQ3Ey3N5BbuYgyB3VJGBEcav4ks8nh20aqVaYStHG5fzdzbs3I+zx79zA067WZ44S8UEs+l5mEcSlIUdyZJCqKqqzsSWC6EkdIXVPz06n3/le+9q9g7V7I+NHYPxqw+M3d271737Q7Lx2bwPW+Z27V7lxPauK3F1jvjtHrTdnXVdS4rIQNkMTnq00dZjamCrjp5FjWSu/e2+77TtXKvMG0blZ73y7vMrQ21zYfUMrXKSiFrVorm3trqO41MhWOS3XWkiPGzqSQq2vfU3HmU8pS2U1rvzBWiilMf6qMgcyLJHJJAESuhy0oKOrK4UjpF038xvZY3xF1rm/j78kdn743d1pvLtzoPb+78T01hpvk1s3YUcFfuj/RVVN3ZNRbT3RjcBX0eTnwXYcmxs3TUVYhqKWGWOoigXXHtTuMW1btvEfNWzT2W13lra7q0T3jjapbxikH1RFl+vG0ivGJttF/CXQ6XZWRnTbdzTt+6S7CltDOF3fxhYF1SM3jQJ4kixo7iSJghB03aW5Fe7SQwXD0v/ADDKzvbqvbnduy/hP8woOrt9ddZHsjrrduYf4kCl3xjqPFy5mgwtNRYT5Y5zLbOzW4KCnm+yk3RT4HFmeMQTVkM8sEcr/OPtVByNuu5bHvnuZy6N3srtILmJP3qTAXdUMhLbUqzJGWUuLU3Euk6liZVcq7sG+Tcy/Qna9hvWjutQiJ+nAdhUBP8AcjsLMCqmXw0rSrgEHoLpf5uWwf8AQZ8YPkFQ/E35fZTZPy+7FxvV/S2PpKL4wQ7nyW5ty06VGw3zlBkvlFQY/b+J7Ahp69sfUVFYFp0xk75AUKSUbVQlX7ve9NzpzhyHJz5y9HvexWEl5dlm3IxrDAuq4KMu2MZGtwUMiBat4iiHxWWQITSc+7XDyncc6S7fdjY4p4oWakOvXNMtvF+n42oh53WMFQe4gtRSGIs9lfzKumes87nWrdgdz7o6k2R2jtfpDtD5G7NwGyMt031f27unPYna8Ow9ww1fYOM7Y3RXYLce4sbjstXbT2ruTEYvJ1v2NTWR1tLkKejCnL3tHv8AzFBsaW+77dBv27WVxebft8zzpeX1pbRvLJcRj6c21ujRxSvAt7c2sk8cZliR4nheQ73zmGy2Bd2e7hkaDb0ha8dNBS1+oMfhLIdYaR2EsbMluszR6wsgVwyqmsz/ADKK3FdyU3RFP8D/AJuZrsfK9W7p7v25hMdF8QaKp3J1HtDcmF2rlN50GO3N8vNvZ7GTPmNyUEcWBytFjt0lqoI+MSSOZI19j7QRXvLl1zM3unyzDtlteQ2k7Md2YQXU8ckscLNFtMkcnZFITNA8tsNBInKlGat7vstldR2v7hvpGkSR4yn0/wCokXh62VWuFdaeLHRJESQ6qaNQYBrT+a/1Pnp/kJQ9Z/HT5k9rZn4wZiCl7g27t3pKi2VunA7bl2Tid8NveHa/dW9eqtwVWMlpMutLRYY0ybwzk0FRUYnDV+Nglr1v/rKbzbWHJ2677zpy3t2078h+knkvTPC0ouGt/AaSyhukDBl1SzV+jtgVS6uYZmER1Jv6nfN35ZsNrvLrmCyRJGgRFQtHJH4iOjzPHG2sYiTWJZyQYY5E7wOm5Pnd1Gm3PjxmeoMBvz5KZj5V7ezW8+iNldOQbJxu5N67F2vt/G7l3dvJ8j3Zvjp3Ym2MPtXHZygSshzGax+R+7roqaGllqPJHGH4va/mOHd+dNr5intdmj5dmjh3Ge7MzR280zMkEQWzgu5pmnKOY2gilj0KZGdUox1Z807VuW27bue1eLdR3gcwoiaHfwm0y1E5hEZjbDiUoa4AJx0EO9f5ovVOzvjbhvkzD0n8iN3bem7cl6J3r1/tjEdPwdo9V9rRdmP0020t74bd3c+09sV1V/pO8WJ8u38vnafXUR1Pk+y11Knu3ey+97hz7tvt+eZtohv9w217+ynka8+mvbVLY3jSwvFZyyIBbK8tLqK2aiMgBl0xsnuubLSx2rmvcrmxuA+xvGt/CoRpLbxHVEJ/UCShmkjxbvKw8RSRQOVftxfzDoNt/IjJfGE/Eb5UZrtHF9CR/I+pjw9X8Vf7vHrp4XoHX+OZf5RYiBNwxb5hl2z9oyqr5WFqhJGxGnKMW/62MY5CvPcif3C2GLla33hNtdnXdfEFzIar+mm1uxj8D/GdaBqRdhAuP0Olse9SS7xy1y+uy3R3jdoppLeMG37vA8PWpczhFbVLElWKpqcd2kMyhc/83DYbdHfF3v8Ax/xL+YGW2Z8wuyMZ1Z0pjaKg+MEO58lujc9OKrYT52gyPygoMdt7EdgQ0uQfH1NRVhKZMXO+RFCklG1ULj93veo+c+dORJ+fOXot75fsHvLws25GJYYhqnMbJtrGR4AU8RFWreIoh8VlkCEw5525uWv62jbrw7P9THBWkOvXLKsEfYZw2l5mCBhUA5bSpDFX1H8zjbVLQfMvJVPxT+VkNL8FofN3SxT4xTCuVMBhd8zx7Dak+TVQNwy0nWObj3NKsxoimNRqf/i6mLHSB6D2iuJrT21vE572Hwua302X/JT7W8Zrak9dsBj/AMbU21QHHiHWD9ODOD233eW53zctgj2W6/eVrGrsCbcAiSITR6G+o0kyREOASCMKwWQhCdD47900fyJ6U647wxexd9dcYTtHbNDvHbu1OyV2XHvOm21mQ9VtzK5in2BvPf8Atqj/ALxYZ4MhBAmUlqoKapjjq46aqWaniBHOvK8/I3Nm/cn3u6Wt5f7bcNBNJbeMYfFTEiKZ4YJG8Nw0bN4YQspMbOhV2a5a5gseatj27mHbFcbfdx64i4ALIT2tQFqBhkZrQgkDoGPkL80cH8du6/j10nneke8d61nyW3HXbS2L2Lsak6nXrDCbmxFDV53NYHe+4d9ds7HymCzFFtPHVOWp6WHH1dRmKSlnixaV1bDLSId8k+3l1z1tPOW72PMe2Wv7kt1nmgnN0bmSJqASQxwWk6uniFY3cyKsTOjTGONg/WuY9/g5Y26Pdb2zmewMscRddGhJJXCRq2p1arkkqER66W9DSXmPlrl6Te3buwtpfFX5Ldn5jqXcWx9rtW7DHx8/u9vjMb12id9NBtbPbz+QOzqHALtTbBjqcqd2nbBRqqjipRVTV9AlUzt3JNve7Ly3vl7zts1ja7lFcSBZzf8AiQJBMbesqQ2ErP4soKxfSi5rpkaTw1ilKKrjdDHeblYwbbcTTWxjBKeEA5kQSUUvKgBRT36ynlp1ak1Ah1B/NB637S6zz/eWf6A+S/S3RO38V2BVTdv9mYbpTObcyG4etd/DrLObAxW1+ju8e5O0KnfWT3rFU0OGo3wEcWcnpWioZp5ZaWOoEnMPs5uex7vtPLdlzfsu5803rQeFZ2zXsching+pWdpr2xs7VIUhKySs04MSsDIqhXKJrXfBNc7xb3W23Fqm3/7kNK0BCE8FVYZpZJWbNBEj8KcSARN2H85sLurs+u6N3p8ffkF0b3bWdX5XtzrLrDt2n6UgyPeW1tvytTbko+q949ed19idWVG7tr1k9CmTw2bz+EydBHk6WpnhSjaWphKN29tLuy5fuOato5q2jd+X7W9jtbya0a8pYyTDVC11Fc2dvc+DMokMU8EE8LtE8SuZdKNuHfYjf7XY3ljcW31yStbPIEKz+BQzKpjeTRJGGVjHMYpCjB1VlDFS4RfzetlT9S7J7ng+HXzKfae/u+5PjXt+mmh+JlFnm7Wff0XVOMxVXjcj8s6SOmxua7MjrcLDWNL4YKjGVE1UaejamqagY/6w19/WWPlX/XG5c/ej7Q+5qQd1ZGtIrZryVgy7UaNHahZyjhWZZEWMPLqjVDJzXFFDzZJLst6r7JLCl6hFvqhM7xxxH/cjTIGkljT9JpCparAKrEGFb51Qy/JvsX4pYv4v/JHNdi9b9S03c1dl6Co+N0Gy9w7TzMG4INoU23szlfkVjq+PO703PteuwtDTZOjxqw10BmrZKTHEV3sF/wCt3Gnt1Z+50/PGzRcuTbkLEhhuJmjmqmsyRptzApFFIk7tE0tYzojDz/pdKLjmKG25m2vlWawuBuF5bSzxt+mUaOIGpBEhoWkXwlVwh1ENTwg0gRnSv8yzY/yA6V657f61+PXyPyWW7pq96P0n0rXwdBYrtvtTaXW9bicb2B2Th/uu/B1ftLYW08rlBSz1W6tz7fqJ6pYoaannlr8Wled80+zO68mc07jyzvfNmzLFt6xfW3im+a1tJZ1Z4Ld6WH1M08yrqVbW2nVVq0josU5iWWm6TXVveTrs9yssOk+ETB4jK1O9aTmMINVCWkXOPiKhkfN/Nk6lq8L0dldodCfJbfld3d3Xuj41/wB2cFieksLujqj5CbJjy9Ru7qDtvE7+7z2YcJuPAYvbuQrJ63FvmMCaWkLpkH81MJzG29hd/kv9+s7vmrZbWKy2hN1WaR714rvbX0aby1MFjNqjLSRoI5hDcanoIe19JFunOtntW3Xl9Ntl00tteJaTRARh4bmQ/pxSapAKyCrBo9cYAq7oCCc+9f5p+0diZ/5k4HI/E/5ZZKn+CmHxu4u89w4dfi2+BG3s9hod4bdzGzXyvyhxOY3HHnevGl3FFTmjp66nx8DQVUFPk3gx8qLavZu73XZvbXeI+fNgjTmuYw2Mb/vPX4qzfTPHNo2t1jKXWm2LgtGZGDo724edT6bc513K/wBtt9mup5reJ5Cym3CPHHGZWZDJcIcRK0mlwjEKQF1lVKpj/mR4BuyPiH1ZN8WPlJR7n+Z+2c5u3rZ6qL43pjtqYXaC02S31L2bJF8jZa3b8+x9n5KgzlbHRU+Taooq+KmofvMqlRjoNN7NXqW/uxctzzsWnk25hgvgDuBLyXAItxbf7r9EomlSSBDrUK8bPL4cBjmcL7R7hbVv2ycpcwbRYXcu373E8lsSqRnTGxDmVZZEkjKrRyGStGC08QMiy8l/Mu6gw2W2zl8z1l3lifjxvLsyl6j238w6vb+wT8dq7eWRyVVtjDy1ng7Jm7r2/sjPb9pDt/H7qyWy6PatdkZaeaDIyY6rpK+dLt3s7v26L9DZb9tUnOn0Ml4NnWWc7g0MKCWVV/xcWT3EdufqHs0vGvFjDqYBNHJEp9vXMNvsP76mv7K4G2ba0Qu7gKpitxOVWNyAxmkiLuqGaKJ4VLKzSCM6+nHdfz7q8J8i+w/jBtT4cfK3tbsTrfZW1eyMtW7CyXxFoNrZTYW867P4nbm58DXdmfK7rnMVENfmdrZKk+zqKCmycctGzPTLDJBLMl2n2zhvuQ9v9w7/ANwti27Yri8ktdM67s8qXEao7ROtttVwtfDkjfWjPFRwNesOq63DmAWG/W3Lo2q6m3CeHxYyhtwjxg6WYNJcR6dLBlIfQaqSAVoxe+zvndg9h1mcxW0fjt8l+989sTYGE7H7h2707tXrt8901hNzYNtybbwm8sV2d2j1jVZ/sPMYOmqaldrbUXcm46eKBGqaKEVuNNan2r25kvka43XnXY9p26S8NtbT3c0/h3bhxG8kX01rcmO2Ryqm7uhb2xLHTKfDn8Jab+7YbRb22y3U+63qO0dvH4eoaMlGeWSOISkfDEHMpNBooyFjT9Tdr9e96da7J7h6n3PQbz647G25jd17N3RjVqYqXL4XKQCeln+1roKXIY+piN4qilqYYaqlnR4Zo45UdAE+ZOXN75Q3/duV+ZLJ7XfLGZopomoSrr6FSyspFGR0ZkdSGRipBO9m3fb9+22z3ba5/EsZgSp0spwxVgVcKysrKysrKCrAggHomXyQ/mFR/GOt7rn3b8RPlXu/Y3Qmw8B2fvvtPYVV8U6jZZ2FuP8AvBBQbiwWP3l8pNldiZVYcntPKUc9EMCmSimoS5p/t56SeoHPJntYedbflk2fuDsVrum63b20FrON08bx0MYMcjw7XNbpUSxOr+OYyrgaw6yKmry/urWW4SPY7ueGKPWZENsFKhWdiBJcRuSoRwRoBqvaCCpYQdyfM2iwydcbfwPx67/7D7p7C2JP2bU/HnZcfSI7N682DRTw46u3J2PuPd3dm0+jMLFDnquHHU1JTbyrchlqxpv4bT1sVFkZaMrtvb5pLnmZrvm3aLXlzarqO2k3CU3v0stxKC0cVtHFZS3szNGrSMwtBHEigzvEZIRIksuYbXcNo2LdbS1md9y8Q28I8MSssJUSsxeRI4ljLxgmWRNRcLHrKvpBzeP803pPbfxg2h8rNu9Yd79n7K3Bv3CdUbp2Xsrb/XWH7a6i7Rzm8aPrVevO0tkdq9odaPhd3YfsvIQYGvo6KoyL01XKtR6seRWkQbf7Kcy3fuNH7ZXe+bXZ7vcWs11aXEz3LWl/bQQNdNcWk1ta3AaFrZHnjklEKuilAfHHhdIH5x2+LYeZN9ktJ67N4X18C6GmtDMyKqyDWFZw0kaukLSurOKrpDMMXen8z3bHQON7dz25PiJ82d1bT6K2FtvfvZu+dhdYdbZzYWDjy1ViqHdW1KDe9d3Jh9sbp3j1PW5ZV3VS4iqr4MZBBU1aTz0VLU1MXuVfZ665um5dt7L3A5bgu92u5YLSKe4uUnk0BjHK0C2bSww3Wki1aZUaViqFEkdFY0n3eWGaaEbHfSNFbiaQqsWhF062XxGmWNnjXukCMwUAmp0tQxL/ACqvnfj7tui6E7qzGX+QWzd1b2o4MLkOhMhD1jjdm4PC5nKQdmVqd5rQ3nn3FRY+Cv21JuTCvkaqCJ61FqKeSULHkZol56ln5n22OLYriCFy63ym5adnVfp1Nlq7RG7slwLeXQrMIyVYKm27maz3Wz5fvrG3mkg3GOV46aO1YqVL1cYJIVSuoaiASAVJDjov+Yf0/wB8dM/IDuHFbK7h2LP8Y9yb42h3D1Jv7a2Aj7fwO49i4Gm3JUYvHbe2Tu3e+A3M+6MXWwNgpMblaqHKySqkT6rgLucvbHfOTr3ky3n3bbb3bd/hhlsryCZxZyRyymEl5Z4oJITDICLhZokMNKuAOjbZ7qbeN/3blddtuIOYbJwstvIqmRaoXDfptIjIVBKsjsCATw6hdZ/zCtm9wdIdM9xbA6J79zmd+RWFze7ekuiNPRdF3Jv3YW2f4LJuLsFJazvOHp/aG0cNR7go5p5tw7uxFQslVT0YhORq6OjqDHmD2l3XlfmzmDlbd+Ztpjg2iRI769rem0tppQxigOmyN3NLIUYKLe1lWitIWEUcsiFm0cwRb3s43qw224aBifDT9ISSBXEbsAZQiqjYJeRfKmWQMF8382bqWswvR2V2h0J8lt+Vvd3dW6fjWNs4LE9JYXdHVPyF2QuXqd39Q9t4nfveWzXwm48Bi9u5CsnrcW+YwJpaUumQfzUwnO7X2F5hlv8AfrO85q2W1hsdoTdVmke9eK722TRovLUwWMuqNmkjQRzCG41PTwe19JTuvPFltO23W4SbXdPJb3iWk0QEYeG5kP6cMmqQCrirBk1xgCrugIJWlF/MY/jvd/fXx+2d8MfmFvnf3x4z+19u7yfbcXxZj2xk63fWDk3hsiowG49x/KTb1FS43dOwIJs5DUZn+EJSwRpQ1n22ZqaLGVJMvtXFHyZyrz1f+5HLtpsu7RSSReKdz8RBDIIJleOPbHdmiuCsDLAJizEyx67WOW4Q4u97Nru0mzx7PeTXIJCsgh0SUXxKhmnXQClWHiiOtNH9oyoyM2H/ADYes94dN7g+RGd+OHym6v6Nw8O7aGg7J3viehsvi90792l2tR9I/wCivCYXqfv/ALO3hQ753J2jVtisS+XxuLwlZJBJJ/EUg0SOabx7G71t/Me08mbdzhse4833gjdLSB76NhA9qb1rl5buwtrcQxWo8aULK0wBCiFnqoLxzhZR2u6bhf2Nza7ZYMFnlk8FtDvIIkRY4ZZZZWeRgv6aMq/EzBc9Gf6R+W2G7e7O7B6T3L0/3F0B3F11tfZu+sp133InVFbksxsTflXubGbe3ltrcPSXa/c+xcph5Mzs/I0U8TZaKupqmmtLTqrxswM5k5En2Hlzb+cNv5i27d+Wbi5kt/qLT6pVjuI1jdoZI721s7hW0So6kQtGynD1BANId5jO42m031lPabhcRNJCkvht4kaEq7K0MkqAKRQh2Vq0oD0Xr+Y78le1er6PqHoH46brg2p8i/ktk964jr7JY3Y20u1OxabGbH27BlNw1nVHVvYe+ur+s92b2oqjMUM7zbt3Jg9q4jCQ5HIVtRPLTUuOrxD7QcpbPzFuPMHMPNFm1xyhsKQSXamaS1tybhyIlurqGC5uYYGCSClnb3F1NKYoY0QSPPC5zBeSWG0eLazaL+4fw4KIJGLY1GNGZEd0DKxEjpGq1d2IURyAf8BO/wDeOzuufkpvL5l/MXuPuvuHpnsLbHWHZfWfaXx16j6A3Z0dXZ6poqXrPZuN6l+OW5Oztmdkbm7yym6qSqwW48PuPcVNn6Sux1DRGnqKatikGnuty3tG6XnIcHtn7c7dt/LW72s9xa3dtuF5fRXwgLC6la43KK1mto7FYnSaCW2t2hZJpZDIjRFSHlh93+u3W03vfJp9wtjEHgkhgiMYmTXEaW7SBzKGUowlcMNKKqvrDGSpv5kOwqTdm9+rN+dC/JPrHvbZsHWuTp+gtyba6w3V2NvXbPbW4Ds3ZG89i5Pp7trs7q/NbSqt6q2KyNZLuOmXA1Eck2VFFRRvVKDG9nt6uLCx3vY+Ztm3HluZrhHvYpbiG3t5LWITzRTi9tbW4WQQMJY1WBvGUhYTJIQnRnLzJaWUqxbtZ3FnM6q0SuqyNMGcx1TwGmXEg0GrChoWoDXodPjl8rNpfIur7Y25S7I7G6o7J6N3vRbB7X6o7Wo9mx7z2dm8vtjEb027PNketd69k9eZzDbm2tnaatoqrFZ2vjaNysnilVowFua+TLvlay5f3gbrZ7jy9uts81rd2pn8GVY5nt5QEuYLa5R45kZHWWBMgFdSkHpTY7zFd7hebVNay225wFNUUmgtSSJZkasTyR0aNgw/UJ8iAcdB33X84B098hti/GjF/F75Hdy9gdlbF3Z2Hsit6sr/AIy0O183gdgVO3qTfMf8R7i+SXUuQxuR2tNu3F+WOrpIEqhWqaN6nxVHhM+UvbxeauWuZOapOdtm27btpubeC5W6G5NLG12JGtm02m3XSOs3gy08N3ZDGfFWPUmvW7budpl2OI7bczjcTMsDR+DRntwjTIfEmjZSiyRtVlCsHARmYMFDvqf+Zr1/2xgO1MvD8f8A5IbHzfWvemS+MOK2HvSk6Gn3f238i8FTZis3J1H1cuxe+977bq8ptikwz1GQzWbyWD2pTUbPVtlfs6TIVFGdb97NbrslzyrAnNmzXkG7bSd1WWE34itttBAF7dGewhkjRiSEhjjlu3cCJLcyywJKhteabWd+YoptvuoZtrkiinVxET4syo0UUfhyyB2cSR1YERoH1SOqJIyJLdf833429c7M3zuPs7r75E9fbr6q7o2F0b251PlusqDcW9uqNzdlZHb0GzNxb83N13uze3SeI2BuLC7mp8rQZdd3TQZSkWSnoBVZNRj2VbR7E828ybjyva8tbxs99tW9bdeXljeLctDDdx2IcXMcEN1DBevcRyRtE8JtFZD+q+m3DTK3fc3bbtdrzHc7tFPbzbUtu1zEVWSSNLrSYZGMLSRhGQ6tXieWg/qskbD51585tm767oy3x/znUPe3UPacvXNX271ft7t3bGz9uL3t1tQ5BsbX7i6yr8PvvclJjMniZ6igbI7d3c21t1YhMrTGvxlLap+3DG8+3G57VynPznZ79tW5bNa3kdpem0llkO33EoDRpch4Iy8cgEgjurMXVnK0UixXDnRrWRcw2rbnsu23VrcW43JJHtJJEolwsILS0ClmhkRKO0NysE+hlYRHIACdX/zZusOxK7r+bP8Axw+UvT2xOxvkJmvith+0eysX0BWbOx3f+Ey25dsv17uLF9VfITs/sbDy5Dd+1KrE02UfAnCPWmLXWJBIs3sY7v7Db1tqXSWXOmw7hu0Wyjdha27X6zS7eY45jPE91YW1u2iCQTNCZxP4YbTEzKV6KG552+Fdxnu9tu4LKyvI7W5lcQlYJppBFErLFNJI6vKyxl40eNGdTIyrVgoqz+ZxtihpPmZXT/Ff5UCl+CqGTuaaOP4zyRZNVwOG3xMuwGj+SrPuB6frDNx7nkWpWgdMajU5H8VMeNkJ7b2juZ7L2zvl542IRc2Nps87l2N4zW1Lj/dbWP8AxtfpaqJF8Q6wTbAzgQx7k82/7py1Dtdy25WqIxFYAriSITR+GzTgEvEQ4DlCB2sFkIQt3XP80HH9ob36o69238LPmRDuPuzoXcHyT63jy3+yi0VDnOrcDBiQMhU5GP5bVNLhMvl8jufC0VNQVxp6iKpzVK1WtNAtVNTGG9eys2xW3Olzf+5HLujl/dYNuvgn71ZormcvpVVO1jxVUQzszxFxpgk06mMayEWzc62G+2HK27WG3XZ2veo7h7SUiELILZQ0mPGLph49JdVVvEWjU1FWI/zbuvR8YqP5Yr8WflnN1xXdyx9I02GgpvjDNvl9zz9hp1BR5VcNF8nWxcm3a3t1m25GyV7V/wB3GapqVcYUr3uvsZuL+4O0e268+bB+/rzbpL2JidzELRxW31rprO2alkFn/jJ1osej9MSGf9HpRcc0w2lnzZd3O0XaHZHiW8T9BnjEzIiMNM5SRS8iJSJ3ergldIZlGSX+YLtHFfKCT4sby6L736/3Hjeh1+Se6uyt11Xx9HU2x+oYqKWPKbj3VnMD35ntzwvhN4U023amno8PWzfxGF6mISYcDKEPye2F1/UC+9xrTmza7jaYd2TbRBEu4G7mvJDWOKKNrBUbxIqXCMZVXwyEYrcfodL03pX3zlfl/wDd863+8RTSW+owBCtuIvGLN4x0CMzRKxYBSXGksoLDHs3+Yl1zuHsDqDZ27+ne/wDpbbHyLizR+OfcXbe2NiYjrHuqtxuOh3Bh8BhBtjsjdvYnXO7t7bPklzGEwu/dvbQy9fR0lREtMtdBJRhVf+0G+2m38zSWG/bTuO+bIEO42FpLPJdWStVXd2e2itbiK3kAiuJrG5u4onZCz+Gwk6K5+c9pghs9xljlXl24crHeMFWGRiypGqx6jc6pmb9IPAmpVdhhemba38w6s3x2R3P1rtD4T/MDcVX8fOw8X1z21uTFy/EuowW26/N4LCbwxWaosUnyvPYO7sNWbI3HR5dY8LgsjlBTzfbmjFer0i6T2sgPLPKPNdz7mcuw2O+Wss9mr/vVXkEEskEsbMdqEMTpcRvCTNNHEWXWsrQlZCt3DfZrHd932UbDeS39isLSBTb6dFxGJYXU+PqYSREOFVS6/C6I9VD32p/Mg686ZrexNxx9S/ITfHT3Ru66LZ3evyP602zsfK9VdNbgWsxce6k3Hjsv2Pt/uPd+K6xx+apa7dGS2dtPc+MwkBqIp6gVdBkaakd5K9uuZNwm5budr5u2zbOaNzjabbLSWa4jvLxY9YjMTR272sDXEkbR2sd7dW0lw4UohjlheR7eNxgt/rrQ7dLdpAE+oK+F4cAkCt3mSRCwSJxLJ4Ky+Gldel1ZVuEw3yn2Dgfj9vrvTdu4aas2J1f13ne0c7ufDvHkabIbB27t2s3TVZ7GTxN9tkIpcLQySwusgjmGkhtLavfTH7vfvnu3M/IXMMHN1rI/N/LzxxXCEFZJVdxGhKhWYSq1VdQpYsKEAnrHnmDlm2vd75cXlaVZLHe2ItmGFLVyAW0gKeILECmRXoqPUPylqOtfjds75rfJnO9kbj7J+Y56y/0N/GjaMtHX1WFr+xaXLZ3o/wCKXSfXyZTBbMynaMGGy9RLu7eebrYDkshFkcnlszitnYfGUe3syd02u62bd4uRWiW45jjeZZiSIdTRa5W1FnaGNYo1ZSVkAYR6mLMw6iXZeYNq5x26XnXZZlj5IWFHt5SSwZGKwtISUSZjLLpKqY8eIBGukEkP+z/53vRnTXVPcnafZXxq+X+12+NHcO0unvlF142z+mNw7/8AjzUb625jN3bS7D3umzu9dy7K3h1nmdr5inyH3+x83u2rpKR/JV0lOA1iuyng3E8otbXS/Q7010sEzK4Gq0bTKpTQXwwPcwVaAkM3Do3lj3BH36GK0DXlhBDN4WsapY511KwYBlTSKYZtVSKhVqwNB8nP5jvUXxo398TOsjsHt7uvd/zM3nktl9RU3TGL2FVYelmxO303VU5zee7OyuwutNp7fwdTtyOqq6IJW1Ffk4qCq+ypahqeQBRaQXN5zRNyjFGF3SKKSSXU39msUZkYkUIbsBNFJOCMtRSVTb3YR8kN7gpcBuXTJGiNpkHivI/hhV7CwIegOpQO5SSEJYWEI4YC31IHHP1/I5H49tI6NpZWqrcD60+Xl0bCvArRgBUelfn59FL+SXyi3L8fNwdUbc2/8VPkV8kK7uDcGb2ngpuisr8ZsdR4Pc2F2pnN8piN1TfIL5HdCmgbL7V2rlqqlqqYVlDfHPBPPDUz0UNU2k7PNdxlAsUIWrVr8QqO2n5cf9h8QO8XiR0NOI4UHrXzr8qn1pipZ+qf5r/U3aXx2zHyLm6I+SXXWMk7ozXx26w6v3rhumct253x3Xg97Z3rKr2F1ThOre7OydqPUt2NtbKYpshn81gcPSRY2qytZV0uCp5sqjzAq3LcUciSXu7Cc28QbTVbcO0rNIwVIwqRu9JCh0qSAarqQLcxjcubdtuZFgGyJA13I1SIvqNHhDSqkyFzJGqiHxcuoNCGCrLr/wDmQbN3zWfInYeQ+PnyL62+SXxt21h977q+JnY9P0bjO6d4bD3LiJMltbfnV25cD3nuT45752XuOso67GR5Kn36tLQ5jHVNFkXoqhY0kLN53i02Xli+5ulm8TZbR41uHCyAQGVyiBqRlnLEFgI1c6QTTBAdtPGuuZ9k5TdVh3bdNYsgXVvqfCVDJQKSItBdUrMYwWODQEgJ+sP5u20O4+qPjL2z1x8LfnhvCh+VtZV1PXm1NsdbdL7m3NtfYJRYdt9w9v1m3e/srsjqTqzfGaWbHYzI5zM0k33NLNJV09JSKKlj7drK72fc7varqEG7t0jaUah2CVBJHSlQ5aNtdFJ0gENRu3pHZbjFeWTbgpAthPJECAx1PE7RSAAqrAJIrLUqA1KqWQhi5dTfzZ9jdyfEfeXzB2r8Uvl3S7f2j2m/T8XSe48V8csD8h9ybzpuyaDp7K4zGbFrfkiu3cHlsR2VVyYmTDZ/OYbcdTU0zfa46oWeiNUnMU2vlaOJfFO7pcPBgp22+oO3cApBKuo7hlT1653K3s985w2C8kWPcNja3W7UVfQ90iyRISgZC2h1b9NnWjAMVcFQMOyv5h/Wu6fm5ub4Dbk6q7u6l7sw3U0HdW2Mp2PieuP9HHa2xxV4HH5l+tN2df8AZu/pMjndqZHcNPDk8dk6XFVkC6po0lp9MzbsYzulpzDdWLiQbW0YuEGGTxdWgmtO0laahUFiF41Af3Sd9nHLE19blLLd5JEt5a1DPGDVaLU1Olvi00AqcEVQnXf81joPsTcfy/oItgd37Q2V8Lez8R0v2N2vvDbOzafaO++1tzZLb2I2fsjpra239/7j7n3vlN8ZHduKiwc021MfRZpslSiinqDPGGQbdc/vTlvZ+Z7HQ9hftKLYKwPjeA5SajU/T8JuIkCkk0UEhtJlfWF/t/M78qXNqRucMMUs4Jp4KToZISw/EXCsCqktGVIcAlQQ835/OJ6z6owXyZHbPxX+W3W/bHxR6nwnyD7M+PO4Kb4w1/a2T+O2Wkr6ar706/zm1vk9uLore2yNt5HE1lJkqWj3odw09ZStAMa80kCSuS3Hg2z3oKtbRTxwzEE/oyTECEEaav4pNAUBCkHWVGemIIp5twsduCUnvIpZLbP9ssAJuPQRmIAEh2GoEaKsdPUrdH83Pbm0d3fEnY+S+EfzfrNzfMrrfenaHWGJwOI+LOdyOD2/1tQR7i7FoN8YnHfKqXN0e5dnbIr8dm5aHF02WlyFPlaaixv32ZWpxlOavt10nMvMXKT6V3ra3RLhSyBUZ+AMhPhGh7dSO6+daZ6D21cy7VvHJdjz7YzF+XbjKPolDEF2RSYnjSYatJOlogy8HCnpx2F/NSr+wO/d+fG6l/l5/PHAdi9RHpKu7mOWm+DuYw/VO1O/8lmaHYG9s+evvm3vjP7owBpds5OtyEO1cfuHLY+joJXlog5iSRLtYTdrWO9gnVbNmK6zWgIrihAfNCPh49Gu53DbV4aSx6rh1JRAfjoQp7gGVaE4qaH1AyLK+x9uZzeGydx7Z212Lu7qXO5egNNjOxth4/YWV3ftKoE0Uv8AE8Dj+0Nk9jbAqq0pGY9OVwmSptEjHxagrKX3kVzcxLDaXQhuGYEMUDgBWDMCpK1DqCpoysA1VIYA9GVoypOrS24ljyNJJANQRWqkEEE1GaVAqCKg62/wM/mZfLn/AEJd4fHf5pb3xm4/mbs7p7q35KdFdw0uztk7L/07/Fj5IZvA4XbvbGG2ht3atB14dz9F7w3cduZaGHFrQGto6JKimqWarqKldt5i5r5b5avoIW2rd5EmG5RE/VfRmMt9O+vsWcXSqT+iAsTCj5OhSvmmGbkvmrm1YrwbvyogtW299P0rSF1Iu4WUrI6+CwV/ElIMofTGihNbHR+LHz+/0db9xvxa+QvbXdvyXytf8oe4Pi9s3527l6W+PfUXTnYHeW0aLM9iSfHGTbvTvYb7qi7D662nBV7dm3BPsHbW2s/mttVsdNMKp44ZvbRId/g2UW9qLe8e2uH06i/1iwNIZJVqAsAhUadBIMgj1LqLCrG5Ld7HJv26XV8Jdnje11Jo0mwE6qsYZguq5+ochiVB8IuFIAB03Wq4YGzav8LW/wCI/PtmOQSpCytUGueFafLoy4O4LcKfl1l9v9b697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917qgL/ALumf/MAX/0RP3rz6t+D8+v/0Nvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de6qb/mIfCjtHt/tz4g/Nj4yJtHJ/J/4P7u7DyW2+u+wdx5TaWx+7Oo+4tow7J7i6sq924vG5ttn72r8DSQ1e1stV0NbiaXM06x18S0071dKn2qWTl7mC73mG28e1vIGjuI6qmorEyW7ayGK+FIwkogAbTR646TcwWMHMXJ25cqzP4N00sUltcUL/AE7rLG836VVEizRxiMhmBTDIQa1BH5i9O/KP+ajsHb3xJ3L8UN9/Dj4x7o7A673Z8qOwPkh2F8ed19ibz67643lhexcd1R8etgfFvvj5BYfIbh3vuvaFFR5rPbvzW3KLAYeV5aKgztVL4aRXy/aWG1b/AMu8zO5LbM05t4QG/X+rhkik8R9Q8JI6g0/VZyQF8OhPTrTzwbdzRb2QEe+blaiJJ+1vpHVkpKI3XROTGHTQwRQGqS3DrknXPyl2j/Nc+THyGxnwx7g3J0Nnfhp1p05sLfeC7I+J9Mu9d/8ATGd7j7AfE4Pa24/khg95YvE77HYFJhsPW5qhxSRZeNzkEocd/uQ9km42l5uvth7r8vtMib7vO6bbcwIeBS1Z4pAWVdAKq4l7itYwwXVLSNiq/wBihl529itws5Ej2Pl+23WC4c6yY/r1SVHCka3XXGY2C62EjpRfB1ypVP198N/5kOF+EP8AJ7+PWS+C/wAltl9gfCj5Vbs333zuLrj5DfAnGV9F1dmsP3Jg67L9V7yyXyVzk1Vms7iO8BBEi47G5WmONyJp6zF1S4nJTSJulztO++5i8wXN0ItkltnRg6yEeIIVWIt4Y8XRrjAfQNQVqgMR0img3TZ/b7ftl2q3W43vXG8NWEdQJWeULWqeLpc+F4pERkCiRljLEC8P5bPy3ynYX82LYXT3xr3b8edt9zds/B35A/Dju3ubunqvs7aHYfZXwUzHXOZyK91VmB727b+ROQzHyD3vtKpzA3BuTGZPJ11PW1GQz8kOWtQ1QQ26/v7TlzlW7aMJve3PcM8C6P1Bcy0IEmnwlZIjUg9pI0K/BuhhLBt8fMbo8nj7XexJHPMDIoTw4iVAjNHMfiEqzIEfJfw3qR1Yz3pvb+at8hvhf2TB1R8Ts/8AD3vZNodWRybKzvyL+P24+5N5bgqN97WynyD2X0b2DsTN736e2XhZOpky2F2dvncWXwefqs/Wfcy4TbS0NLkqq15FaybxtN3cN4/Lr+J9VbEMjPSMeDSZGEikSd36dPhAbDEdEW2wXNls15YiYjfYAv0twojKKzuxkMkEiOjALTtbUGBPnwLD0n8afkT0/wDMb5Id99efy2+0+uepO6vhVsLYVFSZj5C/GXf3yN3v2v1nuru2oztb8hNy7h+R+6JN5d+9ituzEpQZvIb83fQV+2YaarzO66DKRybfpCLmDb73ePbn3N5Uiuiu5bjdbfJaFgCgSF3WZeNFCLK0jFgCwSiK7tQCK3isI+b/AGf5j8RPC2d71r3Dh38YRtF+H1i0ApqzINYRVLdEN2F/LZ+Y/VXxS/lBU2E+EXzZ3B8gPiP8pOnux/khsHPfzDev9/8AUWI2B0pgs3jMzleoen+0f5gGU+NuGzG+qjeUR2zDgsLhajHw43JUtVJiaeog/iMiG721edrS7tbgRcvvaTI7EOxWRrR4U4q0pUysGJX4VAAUgkAHXW03W6coc07XdXCx7y13A9qadrRreRzvXRRQVhRoz4iktI+oE019DF2n8Efl/wByZb+d5kN6fC35P5PB/KqKbN/D/raf5I/EbAdUb73/AFvx02p8a4d4dn7C2l8m6KLMZba24MHS7vxcW+q7MYTG43FQZDGYzHbspYI6uPLHb7i05FsbNZE/rCkrMFzSISThzRqGN2EddVajUAqMQWbobRTw3PuDs97eyCPlUQLHcMAX1eFb6QCuJKO6hYygBGtjLRQCFhiPgP3Zjd1fDnvrvf8AlQ9YfNva0nwk6I+H3yD+NPcUnwk358hfjJvn42R9mHB9wdJZnt7sjI/HLenWXa0252gyuJo96YfOtFJia6ZRLS1WNgGe5z2Dczc9Q23ftV9dQS2l2NQ0okTeJEYWAkNWZAS9CrRsVMiFag3bbTeYeUvb/aptwjW92ZLtJ4UqY7kXEgaNi5VdDRhWbCsCHVKAqzC7TqvGdv8ASEXxv6A68+EPTvXfRu5drdx13a2Z6E7C2JsTqj4oZOilTcfXGw9sdTnaG08v2s/ZGT3BW09dl8HjsNSUmRpJ66elSOrjRQ5uls262+97ddXRIS3KQykf2niKVI0A1QIKU1E18gOHRnasLCOz3Gy2/wDxuSUGSLxK00murxGFG1EsaAAjzJ49EH/mI7Q7O3H8Uvk11R1l1ZuvtbsXtDqzs3qjb20trZrrbb1VT5Xfe0M/tvGZ7MZbtPfvXe26XbWLq6+KSuaKtnr1gYmnpKlx4/fBXZttTlL3l2e25r3CLbLXat8SeeWdbhwqW1yk2lUtoLiV5JUWkfYE1Ea3QHUM69k3eOO327eLaJriNYwwRSoLllpTUxCrpJqSTwBoCaAkuyuzvkrU/wAoet+PcHxS7Vk7+ynxPrvi/wD6KG378ZYshRbmqemarr1d8VO8v9Ph67brRc0Q4lizEm4WpGVziFk1RIK903Pk+7+8ZJzjBzzYjlCTmIbp9V4O46UiW9W5MHgmx+oa5aMFaeCIA+PqNPd1H/tdte7cme3/AC9sG6bfJLf7ZZCAorQj6htBAKkSlI41JClmfWVBbQTRSWveXw67q3V1X/Lr7Q3h8FNlfIrK/FnprJfHLu74W/I6f407h3Dm9u7rouk8Dk+5Ok9yZTfvY/x/h3vsrJ9VHI0EGXzWOny+3quponnxdZME9jWz9xuWLHnn32s9v9zrratu5r3OPcbLeNv/AHjGlrJbteyJZ3kawW24SQ3K3fhSPDC4guEjkCTxAspVsXKe67f7dcg7HeWNvcbjsFu8LQTRQsbsT/TJI8T+LJDC0PgB0En9ohlBeNyivJ+T3xO7JzmG+GeD6Q/l257qvq/Ynyiz/wAi+w+tPh12b8evjZvfYm15eod1db4rG5fdGyfkB8eab/T7uGv3JTT5SXaGcqcLRY+jehTPZJIo5qxjkLnnaLPefcTcObvd2Hcd0uOXv3bb3G7W1/uEM8zXUNwXWKWwv2+gi8EiMXcKzO7rIbWLUyxnXM21Xk/LNntvLeyNZ3h3CG5PgNDGY0RXWRTSSJfGdH0kozKNJAkNFLI7avwr+dmP6YxG/cP1ltjbG7/jb/MGzHyv+MHxl3fuPqCbsnd/RdRtjPdd7u617h7r6+qpdlZ7v3sfB7myubpN37iz27cnU5eqh/vJuCumlnraU0n9yfbROZrGyv8AfJb2DeeT5Np3jc4Y7tLaC8Mkc1tcWdnOPGWzt3iiie1tre0hWJWNpaRKFhZPvOw7huFpzTZbTtptLGG9srnbUZo2d3iWl0sr62P6up21zySy66L4pH6pP/snrLureHyt7G+eWb+POY6z3BgPjVgvjb1T0h2L2H1anZ+9sd/pGrOz+xNzbqz3U26e3uq9tU0spoaDadF/eGtapqYKx8lJiYqmOWOINz3fl7ZPbyP2usebk3KC+3v95XV1bwXK2sDR27WtvFEt3Fa3MjUd3u5Pp4wF8JYRcMhBPI7O53jmDad8vttazj22CeGEM8bySi5MLSswiZkjCGFVjHiSFyXJEeNQI9S9f/LXEfIv5c9z4v4vdk9fdGb66DxNPguqe299fF7ffyg7i+QcW4N25RY8P29t/ufsmfFdRbXwmcqKLEYLd/Ygw233yHiwdDj6DyU8Rxzlc8j7h7Ycr8lLzvZXnOKbwpW6tYdyg2uw24JCkniWslnbCW6lkQTTXFtt5uJxGTcSzzFS7myybxB7j8u8zLtElrsFrHM92sjW8k11Nr8SFUKPI0SINUaJ4wiBcDRGgLKV3tT4MfK09CfLzA9d9IbtyO2vlD8fMHltv/G8by6DwO6dk/Mzf3Uee+PHbe7dyZ9+16brWLYMOxdtYrOVhoM/lqiuzOcnnp4pJkmWKSrP3M5Gl5x9v59x5ktluth3rSm4mK/aJtlt7uLcIYI4/pTcvctK81uvjQRpHFCi6lDB2D+xcv31hsccVxZuGurK6W+gHg6pruSOSCGUyLIEjhjURyEQsJJGb9VSV0g1O2urvlb0x8i+n/l5t/44b67K2/2F8RdlfGr5AfH3C7w+PWI716q3V1Nk9zbj6833g8zunvDbvRu9NrZN9yZHGZaipN2rXUpqKOrgNWBUU9OD9z37kLmDlj3B9t5ecLW0Ccytum2bk8W4NZXEVzDHDc28kUdjJfRSpojkjeS10MVljJQaHkT7dtfMCWvtrvm4bdKd/wBts7u0vIka3JkRpS9vKpMqw8dXwOp8N49cXia/Dg0vRPzN6N+MPd23uhupcW/yZ+dXyT7P7e3bkRmuodx9UfEek7x3btjD5HO79pt/7o22e18r191NTitqqLA4XcdFmN1UVVEYZ8fNC9ShG/e3XM/OXt7Z828yyf63PKOxx2ZLJdpdbubRJ5oktxbxyNarPdv4UZmuLcw2hRmkSZSqnVtYb3tsPOnNFjbBeadymhlgtgyMsDiKC2YtOSinTHD47nQ/6xEaLJGS4J91b8KfmZ0P3/8AJ/vrpLo75B0Ob253h0XvfpbF90fIbpbtTC/IvpbaewdmdLd77GqaTdnyF7Couse4N4bejy+V2ZuWahwFRg8MkeATI4vEVVTgmka59zOQd/5E9u+T+aeYtpNrcbVfwbitlY3ds23XclxLebdMJIbC3a6t4JDDHe26NcJPPrumiubhI7vos3Hl/dDv2/bhtwuTJBPbyWU0kqS6wIkivIxFNKyp4ihhFIwifRoQG3QGPoxO8egu8O4/5gHZfyF3x8RPmfs/qjNfEPrzZO2Kjrb5idc9EbsrOythVvZXYFfsvcdJ8dfnLtCrzkeYk3nTYLHVGSrKvEU2dimkaSnxr/xRwVa8wcv8uex8/Jexe4nLNxza/NBuaXW0XF9AtrMtratKn7x2SeNCgha5kCIszW1Age4pbdL90h3feOf+QtxbabqDlyz2+5huXWaJX8RzLPEaRTiTSCfApGxrM6FwIA06AT8PviN84fjt09/Ll7Tn+Nm4x2t8LaH5EdDd1/HWu7G6Ar92drdO/Ind2G3e3aHRnYVH3RU9Ypn9hZfG46aXFbrzGBlysNLkYEanZaKorh57le4ntjzhzx732cXOER5c5vG2XlpfrBfLFY3e025gW2voGsxdPHdKZAJbSGbwWaEsrgyiEM8r8rb5svKfLFgtiV3HZbu7dEJi/XTcJtc7xaZmjjeIFSscrCNl8QKVYRgmg358Fu/e8tl/OPurFYLDdDfIT5Mdt/E7tXp3rrfmewWe/upB8JslsLN9bY/u7MdZ5Ld+zm3L2JuHauROQTCZHceOxWLq8eoqKyamnj9xvs/uVy3yXd+0/Ln1Uu8csbFZbtbXtxBG0Xj/AL5+oS4ayS6EUojtopY/D8ZLaSaVZarErq3Q3tdsud3n3m43WNbVLia3eFWbXo+mCNGZjDX45FOvQ0uiNlKh2XSbBuje3Pk3vra9fuftz4j7g6Knw2wKSqrOucx2305v/sXdvan2pyGb27sGt2Bu/JdYnrmjQLQ4nO5/PYHK5ivlc1mHwlJTJU10X84bFydtF3Jb8sc+R7x4t1RJUtbq2t4raugPP9REtx9Qf7SSGGCaKJABHcXEjlIlHL0u9m1soN32/wABkQ+IxeNmMhOrsWIsvhgHSGLq7NWsaABmqO69+P3zJpv5Qnyl+KOf+HfZmB723rg/kftbZO1W7Q+LGTxm65PkZ2L2xuzC5qg3TQ/IB8FjcRsSi3rSrnhlJaCs1av4bT5GxAm/e985Af349oedrH3GsZ+WNuewkupfptzRoP3dDZxspjawEkjXBgb6fwRItf8AcgwCjEihTeZNw9272Tl6aFd0h/xZfFgfWZbea3K1Eva0RKySeIEUow8JpXDIphvgT0Z8wOvPktWbjzO3vkj0t8S6H4xbH2NneovlR8nsV8nNy7w+RuKztVM3YHU0VH3t8mJOpdjYLapnoq2CPdGLhyz1VIP4NajSemKfdDmn283Xku8sobnZtz57l3x57a62vbG2yO229kAa3u2Nlt31s0kgV4y1rI0OmQ/VHxDGybYrDmG1uuWovpZ4dvgtZEvGmuRMZ5f9BMcPizrAqBiGaKWMOFRWgBBkYR/5oOZz+3t2/wAufN7Y2ZmOxM3jPndhqyj2Tt3J7Yw+4dypF8c/kQ1Zi9v1+9c3tnaEedkoRIaNMpk8ZQTVKpHPWUsbtURh/wBhYrW4v/di2vb6O1tG5Mu1M0iyNHFrvLAB5BCkspQGhfwopXCglY3aikR87wyTckX6RV1/vPbzihJpK5IAYqtSBQVZRXiRx6Ruf+HXbXyz3B86+2+ytmV/xoyHyZ+IWK+GnU2yt053ZG7OwsDtvGx9nZjO9jdsHqjd+/Ou4KjOby7Cihx+Mw+48s64HFLJUTwVVY9JSb27nrZPbXl/2v5a5f3ZN+n2fmJt5u5oo5oLeSQtbJHbWv1cUM5C29uTLLLbQjxpKRq6xiR1lmLm+5jg3u+282tpDt81mqMyNK6TiQvI3hMyoyNKREokkB0hn06igR3xq+PG49h7RG4sv/J++NnQvyB6u2fv3C7h7K6NxPxGpK3uLLz4bO7OxNR8Vc5gMzs3cm3aHsmklNflF7DqdkthMbVpjv8ActLPU1NEa+5vM9vzKNw2/avvCb1uHKW7XFs0VpfPurLYIJYpnXdFkWaOY2xGiM2C3njSoZh4ISNJSD2/2qbl2+2GbfeXLWXcdqeRjdxLBE1wRrUG3RKNGZYyUJmMWlW0tTW5Qe/gTsnvrpf+WN1d092j8d9+7b7p6a6dHWtV1XTby6Kz2c3xlcBivtqXIbM3Lh+3KjraPF577gJTnNZ3DzRyRyeeOJBHJKGPfa65Z5293OYt45Z5utJtg3a/SYXLQ3scdurOuoTxyWq3BaPSWbwIZgVZdBdqopn7VfvHlq02tN92t4nsJi9NcTmYBzKBHodlUkERjxGSrgltKd5qM2F8F/l/sX4w/wAr1Mr8PfkHv75FfFP5HdW7t7Ux+4PkR8Ws3hth9P8ATdLuHHz4LpDE1HyB211XgYN/0m7KJ4Ux9FRZrMybf07oyM8tHi6yoyR3H3N9t929yfeW4i9xNosuSd/2O9hgdNv3RZJ727SLw3vSthJdSCB4W1FneGFZq2UAEtxGscx8r7+3IospNql/rJaX9nJArywMnhw3IlmMTCTQmqHUpDqGdzQsVSN+rSfjptP5q/FrfXfXR1B8ecd231j2H8gt9939F/IqLtvYO2di7K2z3v2HuXsPsbY3fG0ctlZe6Id19Z5HKVs2Jn2zg900O6pchSUc9XgYUqa6lgPmPcPbnn3YOQeYb/m59r5h2vZY7DcLD6Waae5ls4VhtrixljUWQjuUEazLcT2zW3hySKl0xSNx7LHvdhzRzbfWm3rc2W53UU0bCQIkPYqTLIXrKSHV5I9ETAq6RkpRirl2Dsr5DRfzY+su88L8aOwN19CYb4obx+POb7axG++gqLF43dfYnavWnYKbil2huXuHBdlVOztrYzZs1PkZafDS5J6p7UdFVRASum5Yv+U19lOcuXdw5ys7Xma73y1vobZ4b53eKztbqEp4sVpJbrLM06mIPMEAB8WSOuPc1puUl1y3Jt20yXccCXCyaXijCG4ktaH9SRCwQQszhQTpI0Bn7OgE6v7A7s2x8rv5sm2eofjLvLvTJ7s7y6focFuHE766Y2j15tDdNT8M+h6Cli7gk7G7H2hvjH7MJqqepmrNp4LeORNIlWBj/PFSw1q3dOXOXOYvZb2CXfudrbZ4k22/Zw8F5PPLGu+3zk2i28EkDTdhQJdXFnHraM+NpLtGt+uu9s9xd83G322W6EcliQFaONVI2+1xI7uHVSSDqjjmYDV+mSFVpld8RPkb8eOoP5efx72ps3s35G/G3pHq7dmzPlJ1n8f+ztidO717J7FXbO35Ni7jrcj2R2t0fFuvoyLcp3DBk9o/3oo4MlT5OlXKUOXpIXpVPG9weTududveTnPcbmz2bmTcb2CXZri+t57uG0t9TrdRhba2vWS9eP6do7p7ZzE8Uht5bd2VyG4Ni3XaOW9l26GKSVyrrexxGIGQgh4SryPEojDeIrojRl1dFcOmtOixVPxI+Y+1vhBv3457e+EddjM2n8wLDd1bQ2d1B2p8aB17Q9V4j5a435BSy7En3Z2X1HBRbJxex8FFicHTVmNweXmyMiwz4bGUUX3RGUfPXt/fe7ftbz9f+5olttu5Ru7K8lvLbcfqJLqbapNvTxjFb3hM7zztNM0clxCscbMLqWVxH03vHL199B727fte1rHb79JZCzSEx6I1ilt5JWAdoexfp6hXWM65VRE0KXBh9yZf5AS/zFsh8kNz/Cj5LbG2Z2R8Gsx8Wev8Vms58WNx7i3N3RgN9b17sXAVc/WXyZ39s3YuGz2zaSpTH5jcuXwuKlycP2UlRFPPRrUgObZ+Wrr2C37262n3O2S530c2W26yOke5xxw2Xgx2bvS522CWd45HV5IreKaUQ1kRH0uFNoJr2H3E9v8Ana92W5i2jabe7im1GBnZ7h7eSIBYppNIY27RhzRBJLGHZFOoEo2J8F/l5sb4w/yuky/w8+QvYXyH+KvyR6v3Z2vjs98iPizmsNsLpzpmk3Fj5sH0hi6r5CbX6twMPYFLuyheGPH0VFmczJt7TujJTyUeKrKiZty90fbrc/cn3ruLX3E2iy5K37YryG3kTb9zWSe8vUjCtekbfLdOLdoX1F3eGFZ62MAEtxGgJh5V3qXkiHb73aZm3+33C0eNGlgZEiguBLI0TCVUUyRVUqQGZ6h3ZUjci32N8Ovk92rmP5vVfu34m/InI4T5GwHL/FvYMvfXxhwvWm9d71HQ+2egE3R2HsvbPyDo0yWS25m8PT7nxse8azK4igx+Oirsfj6Hc1PDHVAXl3nnk/YOXPu7Wdlz5s8e7bPJTc5votye4t4P3jJuPhW88lgQNcbtaymzSOV5ZDFJPLYu7oNHsry/535gvdw225HLc0CKq+JCY5njsktT4kYlV6M6Boi1QoOspHIi1u9+EmE39tb4j/HXZ3aXXWe6p7D2L1BsbYG79jbjzextyZHE5vYmAotp1lTDm+t92b32lksRmnxH31BJDkGnNDURfcw0tT5qaKBvdm72fdPc7nzeOXt8i3DY77c57mCaOOeJWjnkaYApcxQzK6a/DkDRhfEVvDaSPTI3vb7a9w2LkrlnZN0g8K/tLVInXUrCqDTUMpYFWpUZrQ5ANR0gv5i3UeF7c+JPaEVXvGj6z3Z1lQ0neHU3bFWFI6q7d6fq4t9dfb4Rvs8hKabH57DxwVsEUE0tdjamppFjk85RmfbDfb3lvn/lq+s9va9WaRrSe0FB9XaXi/T3VuakIDJC7aGfCSBJKgrUC26tNt3CwvbDeWVdskUF3IY+E0TCWKbs/U/RlRJCIyGYKUBAY9Kv4tbQ7I6y+N+M3D2nhIt1fIjfGNyXcneOI2XDhsQ+4+5N4UEWXzeztrS7kymDxcdBteGGk2rgHy+QgEOJxNFHV1aiN5g57kbnse6843lpyrWLk6ydLOw8V3YJaRNpE0hVZHrKxku5hGjVklk8NMheiDlC3v02i3u95mLbvckyzMVUHUcKlECr+nGqRA0rpQaiTU9VH9S/Cr5bdjfyw9+fFvdnU1f8Z/kHszueu7y6pr+z909R9h9bbz3VQfK/P/KLZGJqa7pftHfeXosGXpaHDZyWtpsfPSy1hno0r44nUzTzDzzyHsHvT7f+4e3cxJv3LUG2NY3kVrFdW1xHHJtSbVO6/W20EZbSzzQBGkD6NEpgLKxK4bDc97u/dqyvdtbb7LfTbNFJI0cqDwpFmCkQyNKKSW8YmJQARy1iMrhlQ6+0etu8/k98pPip8jO6/jnub4yY74o9f9wyNguwN9dNb33XvPtnvPa21tmV2K2RVdIdgdl4c9U7L2/iMk9RkcxV4XLZXITY8x4mOKGdwAbjcuV+Q+Vfc3lrljnSHe5OZbqwCtBb3cMVva7e80mqf62C3c3U7vHpjijliiQTA3DFlHTdpt+97s3LA3uxMUVjHM0upoqyTSBQgjELPSKNdYLF0ZzoJTB6LF84P5eNHs2m+Plb8OPjD3d2rlsH81urPk9vzCY35PTV3Xuxsfsrt/H9o9l5fZ3V/wAn/k7tvrXbXZHZEuWyKUE22cXSeTy1sNZW0NPUBKoa+03uvcXO5bpH7gc8bZt21xcs3u1wu23Unn+osZLS1iluNt22W6lt7YrE0gupXpSN445ZEqhxzTtK3+zc1PaW0k28bjdWszqHwzxXCSPIBJIkUZEQkUaNJOoLTTkPnZvxx7e7G/mP9z937r+Mvy8/0L1XxV2L11sveHSPzD298eMjuzsDrTLdn77qcLV4/pv5l9Ubzy2J3Yd40mHw8u4Y46OkzKSvUJRUDtkWLti5m2XY/Yez5U2znbl5ecX5je6aG+2h9xSG2uFtbYtqvNou7dXhELTyiEl2goIzLOBb9Fu82W5brzzypcHbrpeXIbCaC4mjuFiZX1S3ERCxzxyshJ8AaSCJmUuog1zoTPpj4B/Jnbfxg+Add2//AC/Nid7bn+H+H7w6L7c+InfW4/jB2CN+df8AeHZex9803fHx73Rm97766epN+9dLg0R6TdNdgazK0i5OhjlpBJS1lXKvNHuzyXd+4nut+4PdO723a+Z2sry33axTcrc2lxt9rLALK/iSGC8kt7rW3faJOsL+BKySASJEUW/L9+eW47T9wRpPYjRFBN9POJUmnjeWWEs7xxzRqmBMyq0bSKrqwVXMr8lfiZ2NnsP8LNvdJfy8ct1R1lsr5ZZD5CdkdbfErtDoP4zbm2Bsis6o3Z1rDHn95dd97dGVA7+ydVuKkrMj/crI1+HhoKKTHJn65Yop64E8g88bRbb37iX3N3vFFfbnPy423W11utrf7jHPO1zDcVSCaxva2CeCyL9ZGkxd1l+jQs6RKuZ7LcBynDa8u8pFLs7hHcvb28tvAdEIkSnia4kFw6SDTpfw9SlGnVQsjBDm/iZ8rtoU386Drrr34e/I/dO0fmJsLaGzPjlvLffye6R7Yzm6cjtXqGbpzKZDfO+e8vlvuHt2gw2TzeVfNYpstPVVNNtunNM1PR1MNLi3M4eduTt72v7s99vvuFstrvHLm4Nc7jDBtt5bRxI+4pfhIIbHaYrNpFijEEohVUa6bWHlRpLjo02u0uOWOaubbyw2e6ubG7s2hSQzIxkdrKS2qzz3DThA8gKll1eGlNK0VOlNtn4cd97V+UP8tbs/BfFn5c1G0eueqO79nfJCt7T+Zmz+6v8ARXm+5tmYrqzEHaOB7b+ZPZdLSUG1ZMLU5nMf3OpBFU4OroVhhr8hTHF0d9+595U33lL7zXLV5z9y8ke97htcu0/S7NNZmeKwmN7L9Q9ps9rJI0pdLeI30hZLiOc6o4JBcTALlnlrmbZbb2Y3y52uabmbYHvWuIzLBpV5Q1vG8ZM5iVGjLTBIkIaJoxKkc6+HEpdufDv5c5r4P4X+VL2V0o1Vs3aG7tgbAi+X1Hu7qSn6a3F8ceu+0Nqdk47d2P2IOxMz37ie9azaGCXBRYWo2scHBuWH77+NCg0MSy+9w+QX929s+8Rt3MXhbn9NdzS7MYrprxdxubOW08I3AgSwaxWZvHMy3PjtbP4RtRKCoOJuWN+sNn5k5N2yNZNpmltxbXFY0RYA8Utwzq7STfUSfqLoKGFJVrFKIyp6ObsXYnfNB/NZ7j7dyPx239i+g96fGXqrpjB9zVG9Oi59vndPWO5u0t5VtdJtHH9vV/a67azlNvunx9FUSYBasZGGT7ilgpNNYY/m3blqb7vdny+/Ntp/XJeYJ79rIQ3vieFPBb2wXxjaLaeKhhMrL4+jwiNMjS1i6P8AdrPcpef+U9wttqd9ltNvlt3m1xAK7tJOG8NpBKyVIiJCFhKQQhirKEzT9c/KT4q/Lj5Y9idb9D5/5PdMfLyfY3aOF/0f7w6Z2NuzqHubY/XW2OpsrtXspO5Ozev4cr1fvHDbex+Toszt2PMZbFvTVtPPiqktTSzIpLnkrn32m5N5N3jmuLYeY+XjNb654bu4hvLO4upL4SW4tIJyl1FI7wvDctDDIrxSJcLSRUXbhb7tac323MtjAbq0uI/8YjXQkiyQwRW0ClpHVfBMa69cYaXWJFeMr4bMbL4G/Gmr+IHxJ6W6Ay1fh8puDYm3a+TdlbtoVQ2xJvDde4c3vbd8G1VrqahrV2rQ7l3JVQYzzQQTGgjiMkaPqUB33e54g5/5+5m5wtreWOwnlUQrLTxfBjjSCLxdJYeKyRq0lGZdZajEUPTnKezz7PtMFteMh3FxqmK/D4hZmbTgdtWOntXtpUV6q++SO/vlD81fiZ8ucL1h/L9+TlbU/KTrCDrrovcG497/AA52RtM9cY+iqxt/cu7KTc/ykw/ZOGqs7ndzZzJLG2AlLY+eiSPUpaYzByZtPJ3trzn7b32/e62xwnYr03N9FHFu9xKtw7rriiaLa3tpNEUcMZInAEolzgdbvJrl5t/tBy7c3FrNbmJG1wRq6tCQpYNOsiASyOR21ZApKqSVAtbdpfkLSfJbrD+YR1b8deyu0Ove+fi5geiu7fjyMl071/8AI/pzdPWu6N57p2NueOm7W7Z6+6uzuLjr9y5XBbgxY3FT5KiqXpqqn+8jE8MJbdz8of1P509m935vsrO9tOYBuO3blpvJ9vuopraGC4hItrSe6RtKRTwSNAY3AkjYp2M4Zgsd3mbkHmO522Y73t9pdW15EDCHdZJDJBIA8iRAqdYYK6nQyaozJr0AJ378HfkdF8H+1NmbO6J3Lv7uj5WfPPBfMbsbrTqjtfrbZI6kxX+nPrvsit2yO1N39l9QE7uoutevaehmym2555f74zzT0ky0YiyCnHKXuDyoPdP23uNw5pituUOVeVLraEu7u2uJjeNJZ3UEbi0ht7siI3N2WSGcBRZRBZf1T4LLJtm3MbF7kbmluf6x73PZSw20cij6d4GtFY/UVjU/o2hLsAWWaUCISKPEU7/xB677967k7i+KXd3SO6d2fGLP124N29Ldsbn3B0llZaLrjtjExbl3h8fvkNhsV2Xmux979t7U3ruDL0ldu/7bc0O8klkr8lmJqx5Kmtj/ANzt05T5vs9m5x2vmSCHniKOKG+tokvo/GuLSTRBf2DfTx29tbPBHAy2oktTasnhQ2yRhUU25bhv+WdwjtdvsX/crSmaHV4BFprrK8MlZHe4JnZ6sRLUOC8j1YhFfy1Oi+xeqdvdnVm9N6UPdO2elM5vb4vfD7J4lKV87TfGXrHdlfU0eIyufzi4mnyG/p91p/dPLVInhxlZT7ExMpkZ0kqpVnvVzjt3M9nsL7dtLWPMe8Qw7lvQY0SbcpUEetY0qscXgaryNQviK1/ODUkKE2wbDa7dzNfWtpIsfLVifBs4qMRaRSqskg1lfGkJkpE47lHgDw1UUXoDtsfGT5O0G/D8iMR0Lv3ZlD2N0zvPDfJT4zVu8fjyewOye1eney6/dnxSze3dy7c7eyfV/kraPsvLQ5Wtr90Uqti9u0tNUQI3gSQ83zmjkqflG+9uhzNaXTQblbPtO4iK/EFlbXUaLuyyJLai6ZdVvG0aLbMweeRombICzYl3eDmTZOcby2aO9RLj66GsRN2ANNoq+GwRHjV3o4dVairKpGQAu0Pgh8g8d8aP5bG4uzPgnsD5Ebn+IXU27/jp3h8N++8l8at21e5Ntdh5fqt6zurobcmc3pvvouDe+xKvYAqqSHO5TEVGYwk1ZRGXG1EsZeQd291uUZvcT3mh2X3MvNp2rma8gvrTeLAbjCLeW0iuAtnfRJDBfPBcidldreOVYJhFJpmjDFAft3Le7rydtNld7ZE25ba8oFvMsEouEuZkaRomLvFHJAqrpMunxEEw1IxQOL/yW+JfY2fxHwr290l/LyyvVHWeyfljX/IXsnrX4k9n9CfGbc2wNj1XU+6+tIY9wbz67726LqE79yNXuSkrMj/crI1+HhoKKTHpn65Yop64N8g88bRbb17jX/N3vFFfbpccuHbra63W1v8AcY55zcwXFUgmsb6tgngsi/WRpMXdZfo0LOkRhzRZbgOVLe15b5TK3X18Vy9vby28BKRLIpXxNcSLcOsg06XMepSrTqoVyLnwl6I7u+Ony9/mL7lrfjZ8gabpjtis6s3L0nvvsT5E9e957u7El6W61XYOWwFfuTsb5MdgdwQZbfuames2u25qmnoKTDqtPX1GGMMNH7CPufzLsnO3tB7R7YecNobm+wFyl5a21hNYxQC8u1uFdUttttrLTbxrpuvpwWearQi61NKVdjsUm1c9317Z2c77RKqVuHl8QsY4SnCWZ52BYkIWUEKAGVAAADfQnT/8xLr3+V/2X0VsvpDffQ/yVwPZm8d07fhqO0fjtU1/Yewe1Pk/uvtnfu3+p+wdq9k9hYPY/YR6k3NW4amye4IsNHj83Vw1FHUL4xW0wp5u332l3f3r5G5n3fmi03jkI2Cw3iC23FFgnttsjtLWS4jkt7aWW3+sSOcpamVpIUdJo6ERyFttac0xQ+5A2/b57Lcrl4JbCbXavUvNW4UoxlUOsSyAiVQhaWIxSEiQRjN8S/j72r1v89d/dxYr4Z7o6H6S7c+N/W2y6zdW++5eqOw+16jfXXW8u1a7P7h+Q+SwXaPaW897dvbx/j+MWkyaZ/e8dft+Knqcnn6TIo+EpifnfmnY959njynee5cO58z2m/SXMUcNndQWggmht1WHb0e3toYLSIrKzxtBZFLgukFpJEwuXNTtMg5k5W3ix2PwIIbOaOdmkRpmd3OlpzqcvIFACssk5dCPEkRhoAyfOj49dv5Xv34T/M/onr5u5d7/ABL3r2ViN2dM0m7drbJ3FvfqL5AbXxPX+/MvsLO77zO3div2B17Hj6XMUWPzGUxFBlaWGqpjWwzvTkhT2l5q2Latl92OQeZ92/d+yc1Wloy3hikmjt7vbHea1WdIUkuDb3Bd4neCKSSJmjfw3QOVMuZdqlv7HZ7qzrJue2XBeFAAC6XJSO50lnSMOqKrqJTpIRwCrstSzdsfADuv5P7f+cncmX2NtDrDsv5Mbl+Hua6z+PPeMmzN+7Wq8F8Kt10+8sNt/wCTf+jrJb62Pkafu7MzZHHZTGYbLbioKDb/ANg71VRUPVUNOMdg90uX/b2T2v5estyuNy2nZk3Zbu+shLbSht4jMLSbabkQzK1lGI5IpJYrZ5LjxBpRAkrVO3XW/wBzdSblGtrbkweEkoSZCIiZCtwkeqqSOdEgVpaRUZQzVQjR8bes8v1dt2q7d2P/AChOovirvn+5VNtjsPr3q3K/E3aXfO8qvKz0GS3Hh+pt/dO5TDdZbg2Fgqmkpvs33ZujZtbma2N55KTEfYUr5Qi573mHfrhuW9y+8FuHMGxyXXiQTXK7q9jbiMFY5LqG7V7pZ31OXFrbXSwJRFkuPGcQFXLe1vYR2O53HKFvDvlrEw1otqsshkNXVBGfC8MBUWkrr4hFWVNA1qv+XT1R8juuNy/LKu7O63yPTHSu+e3Nt7j+PnXXY2Y6i318h5aKn6/weG7B3p3v2z1PujsR+0c9ufPUFNHQZbdG7t17wajx3iyGQkjjpWdF7ub1ypuux+39ptPMCbpzfbWMyX9zbR3cG3qTdO9vBY2l1FbLbJFEWMkVraWtpqkDRRai4CrYIN3i33d5W29rPl0mIxJIYZJ5X8BVlkkkjeRyDJlWld5TQqxCBC3u7Njd9VX8zX4ldxbV+PW/t79M9ZdNd9dcb97Sw+8OicVh8Jle6sj1PVYKsg2xuzt7bvYuYx+2x1xU/wAXNPhWkVKqA0S1reWONJyVf8tWntL7wbRunNlpa79ul9tc1patFeu8i7el14tZIrSS3jMpulEOuYVZH8Twl0MxhzJBeXF17cfR2rzpY3F89w4MahFult4o8O6sxTwWkfww3YV0lpKxisyl+Evy9371J3nkd2/CbbeY3Ns/+Zn2987uvfjj8md5fHLeHWXyh6q7j23vfa2Q6lrK/aG/u4NsbI7b2/ic+9TRVe46L+7+Pzf8PljqaqIVMlHOcfuP7f8AL+/e26WPuPMbJuQo9gvL/bYtwgudru7eWKWK9UTQWss9qzooZLZ/HkgE6ukbGMShvc9m3+/s/dCxtreKOK+3Szu7QyiN/FS3iRJYmQMyo0miRR4jaQ7wsG0rJpFr5h9WYHq/4L9ibp66+CnU3wyfdnyJ+B7Y/qfaeK6T2r2NvHM7X+XvUSpUdqZnoWfcnVNDSNlMk8GBjpMxnpIMfK9ZVSUtRVy4yjC3ttvl5ufvX7a7dvHuxuPNLWm18y1uJmvXt41m2W7qtqL/AEXWoIga4LxQhnVYow6xrNJrebBE5P8AcO4h5di22eddtUlTGXcR39vpMixVjAUu3hqrtQMzNRnKg82B697l7z+ZnWny17A+Pu9uhtn/ABs6Q7l2BsDYvYW7ulc32/2Z2B3Tkev6jOZL7fp3tbtTrPB7C23tjr5aTHtX7niyNdl8rO01LRUtHFUVkY3O4bByX7dc6cm7JzRbbzvfMO5bfPLLbxXkVpawWAuQq67y3tZ5J5JLnW4W18JIolCyySSFIhIY77eN15Xnn22S0sdvF3UySRs7PcLbqD4cLSqEVYSNQkLlmIMaqoZ6nun/AIcfOXGbk68zO3Pih211L23P/MK7E+Q+6Owe+e+vjv3B8Zuuvj/vvtPem/8AOU2z+kIO/wDvek2v3tntn5Knwa5/ZGx9sbkpqqvqgu5oqGeuNVkNufuB7Y/Rw7ff+4G333K1tyZBtrW9jYbja7leX8NrFBEXvjY2LNZRzKZfAvL26tXVF12JlERiCO4bbv24XPuBuMexzLue47mk9h4slu8NknihpWK+NIryuoNSIVkTWRHOACsog9lfDj5PdoZz+b7X7q+KfyFy2D+RUP8AFvi1sX/Tx8ZsJ1hvre9R0Rtj4/pursDZWA7+xrZKv29m8PT7nxqb0qcniqDH46GuoMbQbmp4Y6kK8uc88o7Dy193Wys+eNoi3baJKbpN9FuL3NtB+8pNx8KCd7FgNcbtbSmyWOR5XaKS4msXZ0Ectjc3PPnMV3dWdw3LUtuipRovDndLFLVtcXiLJQumqEyVAWrtHFKq1P51X8M9pbw+Mnxg35330B3vs/5L/HH4yU/T9Nsjrf5N7i6o7KmhweF27Q7p2Hjt5fHn5K7Q6r3TgezM1sCgq8emb3ClC8L0v8SOPcVMUEf83e4l3tvuT7lryVzVtd5yhzFvovGmuNuS4t+55WhmaLcNuluYZLVLmVZDBb69Qk8Hxx4bMWck8qfR8ick8t71bSwXO02jxKsc7qULBFkAkglUusvgxEB3NABUISw6rapviB8waf8AlN7c+JsHwq7Ww/ZWJ+VWL3k3Xm1O5/jDtePFdY4z5e/7Mscvtfsbb/yTw0WARNkT/wAFoGoaujzVFuCG8UENEkWSMovzpyJJ94vlf3Fuvc7b59jt9huYp7iSz3JzJdS7N+7FR7d9uYuWuCbhqq8L24YO/inwCzLtm5/uj3eistlkhbeZLIWkHiQ9iw3MMzsZBKQFCwH4irBpEVFZQzIJu6/gD3Bvr5bfIDAYDpT5N7M+OvyZ/lt534oZDvHvP5P4D5LZvrvtTdORzHYa1mSx/afyz7a7i/uHg2y0eElosE0lG24oZ5aeD7CpkzLF9t7obFYe2mwz3XMuyXHOuyc7227QWNjtj7clzaQFIWUNa7VaWYnk0eMHuKP9MVDP46C16WWuySwc18ubpFY3P7qn2e/tb8TzmV0adVEIVmnmbsHiU8E6BK66wyamBicJ0l8rPkttP4O9N/In47T9L1fxD7i647m7X7lk7A6k3V112ZuX4/4rcWD2Snx0w+yt97r7OFH2ZuKuo8rVneGD2hLh9vtVUh+5rWjT2G73mrkLlLmn3M5+5S5u+vi5h229tLWwEN3HcW0e5AeN+8ZJoIrYm1QsiC0luxNcLHJVIgWJDDytvE3JFjyBcwNGtvLbObstEVYWl3HcL4UYZmbxhGEYyCAqjswAfSgGj4TbG742b8rP5he5+zfjzv3rTr/vnuTZnZfVm/txbz6MzmM3FjNo9Pdd9R5LHVOD667c3tu/B5PK5PaE2ToRWY6GFsW6/cSUtZ/khBPON1y5P7Sey+y7fzdaXnMG0bfdQXdvHFeo0bXN9c3qUkntYYHEaTLFKY5WPig+H4sX6vQ4kS5/r/zLfxba42W4itBFPrj06ra0it5To1mWkrqWj1IKIO4RsQhLhj/jz8u+oOu/nT8NtvdBL3JsH5Sb9723X0Z8habe/U+2+sev8D8rpdyVm9Nu/I/aW6OwKHt81XU25tyV9SJ9o7Y3PFuLFT00caUdQJ0iGFzzLyFzTJ7Mc6X3Nh2reuV9vs7a9sfBupbm5bbWTwJtvligNov1MSRqRdXVuYJVdjrTSXRrbbhtfNnOm72e0/U2+9XKz18REjiZo9EiSamMukNVh4cUhKFQWLFgltWI+HWY3L/Lo7q+EXXeTEkuQ+F2f+MGy9w52RaWCXIzdT1fXW2snm3jWoMUTTRxS1RjDMqF9Avb3On3X7nf+dOb/ebn6z23VNcOLgRBgqPNPd+P4YkaiqEUPkgmnDJHQLvZbTklPbPbb64121pJomkIyIljMZfSlSSQwNErkcDw6Cff+0vkX8nvgj/Ly+SPxP2rtrdvyW+G+/8AYnded+Nm9d30fX0W+t27D6r7N+PvyK+LVfvTIR5nbnXHauHye7c9gaeuy8M1Hh89imirGgUyTxdW973O0HuZunOOzq1zsO5td6OMRKPHJCrfqLrrE+l2BQBtLIK4brErlPl7cdr9urz2x5omSDmezS3EzqPEQOs63SECNwhSaPCdxZdSNIEIZQabuzcvyd75622pj97/AMvXsOfZG6u7dg4rNdNVfbPxU3B2dh+pMfSVi9mbx7xo63vTGdLUuGz1ZVSUGLwO0N274yNThwtdWGlqqqTD48NX2wbVu93tG1bjMJNlfxmldg6hSFJiXTGTIavTUVwqhidRojDCHdd42va92vtrZY+YYlQRqCreJV0L0MkZjUlBIo1imsoO0Vdarab4HfPPpmv/AJbez6jpHsL5N0Hw7+WWcrV7Q2j2N8b8FDtb4a9SbO+QfRXxnwOWxfZ3c/V+a3N2tWbO7Xps/nmoMY1OtMzxeWSthSlIo5dvY9w522/mTmeaOG/ubK+j3C4YMfFnkhMdnK0VuhREjwH8CPW+oySrI5agd532ZX5N545f5OjC2huLGfbLYAIIgkqz30QkkYl5J31hPqHEUbFUiaKEAjY36m3x3XuneXdmF7R6J/0S7R2Pvyj2/wBOb2/0n7T35/pz2PLtbDZar7C/u3t6kp8n1n9luavrMT/Ccq81ZJ9j90reKZAA1tP1Uuxbdc7pH4O8FpRJBUPpAkIiPiJ2N4iUeijtrpbPQgu1MO8XENq3jba0MLLL8FJClZY/DPefDft1ntfiuOiP9u/KHuOv+XEvX3XHwY+VXfvXnxhb7/d3YHVuZ+JO1cBme5exus8RU7W2/t6X5E/JzoqtzWF2n1d2HkpMvLRLM8eTyFHGyLHGHqK2YmvbXmJ/BEcU7QrES1dYjNZDQDtAIUANQsdWAApe91bpbybHKbpXuD4pYUYFQaKvlpYsNVQDRQFNSzELUB078afmzuL4qdW4TAfG7c/WHzB/ltfzGO0PmRjPj523urqYbf8AkR178iOwvkH2Nkdi9b9w7J7B3f1zRbly/UHyBqsbRZiurhhsfvLEzUNY0UCy1lOd2l/bwXXJ/MiOtzCttfwXqd6FGlXw4XVindTsKeGKEhllVRRmKN+hO6ze5mxurQWm5Hb5tqlUq5heBla4WRW+JGZHMokq2iSP6eVWDqtmFB0p3v2T8oO+f5hW6fi52V1lnsd8LYPiL018cM1vb445f5A9kR1G+c72dvbc25crs3u7cnx62vjavM1mKx216afsGWTRBk6nIGgM9NEQfv23Xf8AU3nvadrmM27b5cWLoDREgFrJMDWpIfUtxrdqBgsICq7tp6O9q8K55u9uZ9zbwNj2KW7eU5fxxcxW+AqL4kbIbYolCwdpauY1XX0RH+VZ8Yf5hX8vrb/xMjr/AIr9xbi2Lu/ojF/Hv5i9Obh7w+M2/uw+oO1eqsrFWdWfInqTsnd3yNzy5P4xZ7B7xzNBUdbYfcFDHtWriqMlh9tpUV9WuSkW93OKaVdhjug2zDQ1tMwdRbHw63CmMK7zCWTSQXoY9J0kKdBDR2+RFn35VUcwxSSCSNdNLyEuzW4MhAEMkKELUCjkBHqP1gb/AG/8SN24L+a52lQ7E3ttWb4f7wxvXfzq7n6GFClXmdt/NuhXNdV9fbjhkkomxWL2f2phNtPvSsh8zZE702FRZGMQJPKawO8pvbbVtu9bbdQg2VkyixfUawi5aVrkaQdbqzaj+qX0tN+mEAJK/nDTfwbDJYxmPfLolbtRSlwlqsZg1Mw0I0a6UUxFGYRHxC9VCwflt8Zvlh8gfkXX9qdM9Qbp6V7f+OPePx53j8evkRvXcvQ+T6/7K66zeJzXTfyq2vRYvbHZ26u1sRjZ+o+0MpkoqLNbfwf3uV23QSQytKsMTpOV7eOA3Eu5BrZb9gb+M94k8EyC2742JWhIceEE40kBoaGO9SzvFPCvh3Qto1+gK9rRvIY3uKiSNBgqUbWZK0PhGhBJPU/l1fKruLYP80zqGf4sz9QYvub5N/FL5EfF+P5Obt+PfafSXcOB+JmC+O2Fx/UXem2+pu3+1d2ybe7UqeiqiLLQ5DELTHEZWOSWSWoWah97sbq8i5X5fu7ixB3e1klaS0DqSVmcAr45URF1iqWA7S/YrkfqdGkzWw50vWkvhJtV7bQxSXSowAMKs/8AYkCTwzK+gMoEmgM7R10xlddj/D/f+8f5fny52/0L/JD6Z+F3yG72+Ju9Pj5Vdf8AU0vwH252zujsXs/H0kVYmP7S6r33srrKp+MmyKpYp6jIZrOUO6s1VwF4tqUn2VO+S9v1u10IYtsu/wDE5J43KlaaBC8cnEmrFyrAfw48jgt5Tkk2yaGTe3FxeQRSjxR2eIZlkQdighNKstRUggHJPFMbE+FPyY64+af8p7vLZfw3+a9ZtLqDqbvDavygr+7vnxs75CU/UG5O59pbb6vwNNs3a3dvzv7Wp6DEbTn2pUZzPnYdJHHV7ersclPFkclSnE0IwS+t15x9wpI7hE5bvzAbV9LVAQK7K40eMxDHw9clSHRtJMbB2Ab7Du0/t3y/b7h4UvONpLMXjRY41YeI6BkdAkKiWOkiKFFQUEwik1Kh6vjb118odpfzc/nV3HvP4n9m7a+PfyD6/wDjPsHrnvWp7E+NWT209Z8bts9xUudzme2TgO88r29icHvrIb+poMCF27PWegvkqfHKWKA7k+Brfk7cbDdKW+4mdHWMkuXUOwI1RgorAEOAWAKE9wcaCMeakku985HurCMTWtpHdJMwOnwzOutW0vpLrVRG2mrBypVWj1yLYp8n+ye9erNj4LcnQXxgy/yv3HU7/wBpYTdnXW2+2+teod0YfrfJ1jRbz37tfKdtZDAbF3VuDaePQTUuArcvg0ysjCP+IUovINyl5bzbdvkt6bbcFxPNUfoBELRnw8NL4jgJRCNFdRqBToxt0h03d1JJpuoEBhUg0lZmVWXUKiPShZ9TBgdOkULDqpD5f/ynN9d1fGX4B1GwshTYP5Y/B2ToLE02bwOWpMJTb96rpKrYG3vkX09l89UVNGlbtbce1sTVZKhhqSYZMnjYIgYUqppQdbPey7L7ncq82QyBrCIXIvar/a6rbwrdlFaxurVQMiOPDkkDqCVdA9vdsOYeROeuVL7awYdxigFqviGtvJHKrs+oFfFUlRI0chWrxxaXCqVZZ7b+KGNx/wA2a7c1H8Qv5g+3Opaz5VZr5JT4absz+XSnwkl+Rx2hluu6j5Z0u3cN8isj806Qbsw9VLk3wa06Y+py1YuSrdsR5MPLETcuq9nDa9qxG2WdbYNV2tUnDidA4Y+MJldtPihvC8VghTBUy38PeCUyFJ2mjhW4oChuRAEENSaBDFpSpQKXEahmcV1XogC30te/5/4n28iqqoAtAK0zw6U1J65+3utde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691QF/3dM/+YAv/oifvXn1b8H59f/R2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da697917r3v3Xuve/de697917r3v3Xuve/de64A8t+Pp/T+nvWa0PD/D1oEHA4j+XXLg/42P+8/74+99b+zrxIAv+PeiaDjTrdM06796BPDTTrXXvduvddfXj3WuSAf8AY69137t17r3v3Xuve61z/qz17oGexepaLeEn8Tx8yY/MqtnkZLwVgH6RMF9SuP8AVC/+t7xL9/vut7P7tTnmPYrxLDm4LRmK1inA4CQDIYeTivzB6kbk73AueXE+ivIzNttcAfEn2eo+XQCTdHb9jkKJR0Uyg8SrXQrGw/w1kOP9iB7weufuXe+ENxJDDtdlLGODi5jCn7NVG/aB1LCe6HKjxqzXEqt6FDX+WP59Y/8AQh2B/wA66l4/6uFL/vH7nPtIPua++x1V5ftcf8vUOfs7v83Tn+udyj/ymSf842/zddf6EuwbX/hlL/rfxCl1W/1tfvX/AAG3vvo1/wBX7b7Pqoa/s1f5evf65vKNdP1z/wDONv8AN11/oR7CBA/hlIb/AJGRpbD/AFzq49+P3NvfYFR/V22Nf+XqGg+3u63/AK53KH/KdJ/zjb/N17/Ql2Fc/wC4ul4/P8RpCD/rfue6/wDAbe++pl/q7bY8/qoKH7O7rX+ubyhSv1z/APON/wDN1xHSXYRBP8KphY2scjR3P+I/d+nvQ+5z78GNmPLNvQeX1UFT9nf1v/XN5RrT94yf843/AM3XR6T7CCg/wmn5/AyNGSP9ceX3U/c69+dKt/Vm3NfL6qCo+3v69/rmcok0/eD0/wCab/5uuz0n2GGt/Caf+uoZGkK/7fy+/H7nPvwH0f1Zt9Pr9VBT/j/+Trf+uZyhSv7wev8AzTf/ADdcf9CvYXP+4iHj/pvo+fzxaW3ug+57786mryxDj/l6gz9nf1Ye5fKHb/uwb/nG/wDm66/0LdhWv/B4v+C/fUer/rd7p/wH/v1o1/1Wj+z6mCv/AB/rf+uVyjWn7xan+kf/ADddHpfsIEf7h4+fyK6k4/17y+9N90H34XTXlWI1/wCXmDH29/Xl9yuUCM7i3+8P/m69/oY7CuR/Bk4/P3tJY/637vvX/Ag++9dP9Uo/t+ogp/x/rf8Ark8o0r+8jX/SP/m64/6GOwef9wycf9NtLz/rfu+6f8CL770Y/wBUE7f+XiDP2d/Xv9cjlH/o5H/nG3+bro9N9ggBv4MvP4+8pSR/r/ue6n7o/vuEVv6orn/l4h/62de/1xuUa0/eX/GG/wA3XR6b7BBA/go5/Iq6W3/W3j34/dI99w4X+py/b48NP+P9WHuPyiRX95f8Yb/N17/Q52FyP4J9P+mum/P9P3fdP+BL999T/wDIPFR/w+H/AKD69/rjco/9HT/jDf5uirfID+WlsL5P7j693d3JszsXMZ3qXMJuPrqo2h8hu9Op6Xam5ooqynh3XjsT1H2psbDvuyGiyNRTR5SWCTIR0dRJTrMIJHjIz5N9kPvP8hJvS8s8r2ca38XhXAmt9ru2liNKws15DOfBYqrNECI2ZVZlLKpBTvXNPt/zFZpt+73zyWYYOFV54gHGVcGJkIdDUo9dSEkoVqamkHT+/wBQoGEY8AD/ACqmfiw+rGUm/wDvPsDj7p3vsuktyWc/8Ohx/wAb6OP9cXlI6z+8x/vLf5uu/wDQ/wBgXt/A3+l/+BNNa3+v5fdv+BP99dWj+pRp/wA1of8AoPq3+uLylpr+9B/vLf5uuv8ARDv+xP8AA34/6aKb/r57p/wKXvrRj/Ut8f8ADYf+g+qf64XKX/R0H+8t/m66/wBEfYFgf4DLz/zfp/8Ar57qfuqe+gXV/UiWn/NWL/oPq3+uDylWn72X/eW/zddHqLsAcfwCX/zop/8Ar770fuq++YJX+pL/APOSL/oPq3+uDyj/ANHdf94b/N11/oj39/zoZuPr+9B/1859tH7q/vpn/kDy1H/DIsf8b63/AK4PKf8A0dV/Y3+borPTP8trr/oHs7s3uLrDZHZuP7A7jnSs7Oyu5/kH3z2Tjd4ZKCLHUlDmMltPsrtPd+z0zeJxeJp6CgroaCKrx+Mj+yppIqRmhIy3r2Y+83zByzsPKm58lwHl/a1K2qRWm2W7QqSzMqzW8MU5WR3aSVWkKyynxZQ0lH6LDzRyK29XHMJ3RjuswAdzJOVYBVRQYi3hdiKEjon6adselSQTSf6Jt/8A/OgqP+pkP/Xz2DP+Bb98xn+o02f6cf8A0H0Z/wBfuU/+jtH+xv8AN11/om3/AP8AOgqP+pkP/Xz3r/gXPfOtP6jT1/08f/Wzrf8AX7lP/o6x/sb/ADde/wBFG/uf9+/UcfX1xf8AR/uv/Ave+P8A0wdxj+nH/wBB9b/r9yp/0eE/Yf8AN1x/0Ub9tq/u/Vf8lR3/AOh/ev8AgYPfICv9Q7in+mj/AOgut/1+5T4fvdKfYf8AN1xPVW/hb/fvVXP+1Q/9fPej92L3yH/OiXNP9NH/ANBdb/r5yp/0eU/n/m67/wBFe/b2/u9V3/14v+vnvX/Aye99af1Auq/an/QXWv69cp/9HiP+f+bor/cn8t7p35CdrdMd290fH7Fdh9mfHrIZXKdQ7iz1XmWp9qZHMNjpp6yTbtJmaXbG5KijrMRTVdA2Woq/+F10K1VH4KgeX2L+Vfaj70vI22c0bRypsO4WO3b1GiXgj8Gsqxq6qA7apIqrI6OYWjMiMVkLLjot3fmLkDfreztt4vIJ4oHZ4wdQ0s2nVlaEg6FqrErjhk1M6erd+j67drP8P81z/wAn+wT/AMDL73BUP9Qbun2p/wBBdGv9e+VDw3iP+f8Am69/ot35e393K2/9P2/+vnvZ+7R73iq/6395X/af9Bda/r3ypWv74ip/q+XXv9F2/Of9+5XcfXiPj/k/3X/gave46qe397j/AEv/AEF17+vPKn/R6i/n/m64/wCi/fdr/wB3K639bJ/r/wCr/p71/wADb73U1/1AvafYv/QXVv69cq8P31FX8/8AN149X78Fv9+3X8/T0p/0f70fu3e9gwfb2/7vkv8A0F1v+vXKf/R7i/n/AJuuv9F+/b2/u1kL/wDBU/6P96/4G/3srT/W+vq/YP8AoLrX9eOU6V/fUNPtP+brodY77+v928hYfU6E4/2Gu/un/A4+9tK/631/T/S/9Ddb/rzyp/0eof2n/N17/Rlvz6/3ayNvwfGtv+h7+6n7ufvWoqfbq/of6I/z9b/rvyr/ANHuGv2/7HXX+jLfV7f3ayV/6eMX/wBa+q3v3/A5+9oOn/W63DX/AKQf5+vf125VpX99Q0+3/Y66/wBGe++f9+zkuPqfGOP9f1+9f8Dr72EkL7d7hqH9Af5+vf125U/6PcH7f9jrr/Rrvq1/7s5O39fCP961e6f8Dv71hNX+t3uOn/Sf7Nerf105VrT99Qft66PWu+ha+2cp/wBSR/0d7qfu8+9Q019uNyzw/T/2evDnTlY/8tqA/wC269/o231qt/djKX/5Yc/9De9H7vPvWO3/AFudy1enh/7NOvf105Wpq/fsFP8ATddf6N988/79nKcfX9g/4/4396/4Hz3q7j/rcbnQcf0v9nq39c+V/wDo+Qf7111/o43zpv8A3Zytj9D9u3+9fX3U/d996QNR9uNz0n/hR/4vr39cuV60/flvX/Tde/0cb5vb+7GWufp/kx5/3m3+39+/4H73oqo/1t90qeH6R/z9e/rnyxx/fdv/AL10A3yR+D+x/l11Ln+ivkP09X9jdXbmqsPW5vbE2S3Rtt5qvb+Yos7iKmmz2zs5t7cmNnpcnj4n10tZC0kYaJ9UUkiMf8oe1P3iOReZdt5t5T5G3W15jshIIpRbpJpEsbRSApKrxOGRiKOjUPctGAIau+auUNwsb7brzeLZ7G5QJIpampQyuBUUZaMqkFSDjj0JuyuhqrrfaG29hbA60TaGx9nYbHbc2rtXbuEhxWC27g8TTJSY3E4jGUiQ09HQUdNEqRxxqFRQAB7Ld29l/frf9w3Dfd65F3m63O5laSaaSNmeR2NWZickk9NWHMPJm12kG32G6W0VrGCFUPUAEknJJPEkmpJPSpPXe+Bydr5fn6f5JIfqf9j/ALz7Lj7B+840k+2+60PD9Fv9X7elg5w5YOBvlv8A72Ovf6O98Xt/dfMX/wCoR7f7f3v/AFgfejXo/wBbXdtf/NBv8PDr39ceV6V/fdtT/Tjr3+jzfBv/AL9bM+n6/wCRyf74+6D2E95TqI9tt2qvH9Bv9X7Ovf1v5Y/6Pltn+mOuv9H299Or+6+Z0nj/AIBS3/r9Le6n2H95Qnif62u76P8Annf/AAUr17+t3LFafvy2r/px10evd7ggHa+Zu30tRSn/AHoWHvZ9hveZSqn213ep4f4u/wDm68ObuWCGP78tsf0x17/R9ve5X+6+auP1D7KW3+HP0Puv+sT7y62Q+2u76h/y7v8A4aU6t/W7lilf33a0/wBOOuP9wN62Lf3XzVh9f8hm/wB60390HsZ7wlWb/W13jSOP+Lyf5uvf1s5YrT9921f9OOujsHegUMdr5mzfT/Ipr/7bTf8A3j3U+x3u+qqx9uN3oeH+Lyf5v8PXhzZy2TQb5bVH9Mde/uFvQHT/AHYzNzz/AMAZ/wDe7W97b2O931fR/rb7vq/553/w0p1v+tnLVP8Akt22n/Tjrr+4m8+f9+zmePr/AJDN/wBG8+2h7Je7hLAe3O744/4vJ/m63/Wvlr/o823+9jrr+428rX/uzmbf1+wn/wB60X91/wBZX3aA1n273fT/AM88n+Clet/1o5crT99W3+9r/n64nY+8Ba+2sxz9P8hm/wCjTb3V/Zb3ZGhT7d7uCeH+LSf5utjmjl0/8tq2/wB7X/P0XH5J/BnYHy52li9g99dfdjbm2hhs5j9y02A212b3N1VRz5zD5Cgy+FyWYbqXfWxZ9wy4LM4mmrceK96lKCtgSop1jmUP7E/J3JvvzyBvb77yvyLfQbysLxiSTbIbookqlJBH9VbzqhkQtG7IFZo2aNiUZlKbcN75V3bbLvab/doH2640eIgmKawjB1VijKxUOFbTXSWVWIJVSB0271ZuDa+3sLtvG4Hd8+N29icfhKGo3Dktzbtz01Hi6SKipp81urdeRzW6Ny5WSGBWqK/I1lVXVcpaWeaSVmch679pvdvcLq73C49u9yWaaRnYR2XgxhmJJCRRRpFGlT2pGiogoqqAAOnLffuWrWCC1h3qExxoFXVMXagFBqd2Z2PqzMWJySTnp3Oyt2gXO3Mxz/0wz/8ARnHtKfZ33VAVj7e7tQ/8u0n/AED09/WXl/h++bb/AHtf8/Xv7lbtvp/u7l7/AE/4A1Fv+hPfj7Pe6VdJ5A3b/smk/wCgerf1m5f4/vi30/6df8/XX9zN2f8APO5f/wA4Z/8Aoz3Ue0PuhqYf1B3bH/LtJ/0D1r+smwf9Hi3/AN6X/P11/c7dVr/3ey9v6/Y1H/Rnuv8ArSe5+nV/UDdNP/PNL/0D/k6t/WPYq0/fFvX/AE6/5+uv7n7q4/37+X5+n+RT/wDRnHvR9qPc0aa8hbrn/l2l/wCget/1i2L/AKO1v/va/wCfrr+5+6b2/u/lr/8AUFPf/oT3oe1HuWD3ch7rq/55pf8AoHr39Ydi4/va3p/p1/z9e/uhuj/nQZX/AM4p/wDoz3T/AFq/cnt/5Au64/5dpf8AoHr39YNj/wCjtb/72v8An6fsF1hvHO1EcKYmeigZh5KqtQwRRpflrOfI5A/AHPsc8lfdu92+dL+G1h5Xns7QsNc1wvhogrk0PcSB5AZ9eindeeOXNqhaR9wSSUDCodRJ/LA6OfsjZ9DsvCxYyltLM371bVEWaoqGA1N+bItrKPwPfXn2d9qdm9oeULblrbW8S6Y67iYihllIAJ+wcFHkOsbeZ+YrrmXc5L6ftjGEXyVf8/r0Wve/wi6H3TvrdHbGDw2e6r7Z3nLjF3f2X1BuvcPXW6t0Y9aGPb+66LLSbeyVLjGyPYuyqWjweczkVNFuWekwe3aqnyVNldo7RyOClC4tYZtvj24Hw7UEmgqaEsGOQQxqfKuCaihA6jDmHlWx5jv9v3e+lkj3e1Qxx3Cu9fDcUePw1cJQqAmoqXUANGyMqsrBJ8EOpKMTHbu5u2tmNiDFhetn2d2XuXbn+hrq3Jlf78dG9Tri6unG0Op9+/c1YqaWLVk8RbD/AMDrsT/czYX91S9tmtC7SK5VhQL8XYOBA7shvTyxT4VoSH222SBFFpeywNCf0Cus/TIxHixIC/dHNmqtUx1XwingweF3L8E+pqEVLbY3L21spsKYML1i2zuy9y7d/wBC/V2T0/356P6nXGVlONpdUb+NVV/c0serJYe2H/gddiv7mbC/uq2Njs4yrQTGMp8FAT4YPxKKt3K/ocLjTTStHR7d7LalX2+9ktngcG2IDP8ASISPFiQMxEkU9DVZNXhVXwingweEd6OPSLfgAAD/AAH0/tHm/s8oKCgpTh8upBUBBpQ9o4D0/Pzr1m9+6t1737r3XvdSoII9evdM+YweKz+LyGEzVBT5PE5ahqsbksfVL5aWtoK2F6erpKmIkLLT1MEjI6nhlJB+vtFuW3WW7WV1t1/FrtJwA61YagpBGVIIoQOBHz6dtZpbK6tL20bRdQNqjbjpb1oag/mD0WT4f/CD4r/Afqx+mPiL05gemeuqnPZPdOQw+JyO5dxZPN7jy0muszO5N271zm5t47myKwJHTQS5CvqWpaGCCkg8dNBDEh1Pf3d1Bt9pcTE21qrLGuKKGNW4AVLGlWarGgBNAKIBaQre3+5ItLy5062qSKJXSFWulV7mIVFVasTSpJ6Nn7RgAcOlXXve+vde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdUBf93TP/mAL/wCiJ+9efVvwfn1//9Lb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3XuiX/Nf+YN8Qv5dmwNs9o/MfuKm6d2RvLdkex9s5V9mdi79q8tueTE5HN/YU+A6w2hvXcSQR4zFTSS1UlIlHCQiPKsksSuje+tlv7fbPE/x2VHdVocqmkMa00ihdRkg5xXpZFYXc9leX8Uf+KW5QO1VwZCQgoSCSSDhQcAk0Ar0yfCT+ZN8Mf5jOB3xur4a9u5Dt/bXW+WxeB3hnZOqO5+ucVjc3l6OpyFFiaOt7Y682LBnsgtDTeaphx7VT0cUsDVAiFRAZDmbbry32+13WaGljMXCNqU6vDID9oJYaajior5V6Jv3hancG2oSf48I1crRsK5YKa005KMKVqKVIpTpb9Y/NX44d0dv736V6i33le0N19c5PMbe39uLYHXPaW7+mtmby23BjZ9x9c7j+RGC2TXdA4ntfAR5imNdtOfc6blo/KPLQob2LLYNc237yjjpYOupJK/2qioJCmjLpPy7gQw7aHp66d7K9jsLsFbpm0mM4aM0rnFSG9TQKe2tcdEC3F/wol/k7bX7izXQOS+Xk1R29gOxa7qav2Zt748fKndtTP2FjdxS7TqNtYXKbU6OzWC3JUSbhiNNTzY6qqqarcqYJJEZWKzl61n5pfa02KLx3vV1Q5CaxpLV/UKae0E92npVvUb8ujcTvI8EWiFpch9ChdZJ0aqkLxC1IOCKgjo8Hffz4+M3xw3NU7M7J3J2Nkd2YnZP+kndW3eoPjz8i/kXluvuvpJK+Kh3r2nSfHnqftGXqja+ZfDZD+HV25BiqfJ/wuv+1aYUFZ4C8yiV7sR4S3IEklMIWrQUIoxNCKAmg7uFOtLb3E0W2tHGNd5q8GMsqmXTp1FdRBAXUKkgCtV4ggK7tz5n/Fbo349/7Nh2n331ptL45z7ZoN34nt2bclJlNp7swWYwv94NuybCnwn8Tquw8luzEgS4WgwUWQr80XRKGGokdFO9zuE2q7hsdwql5ISEjoWL0oTlAwAA7qnGnPAE9NbaX3pC+298S11MewR0pXV4mnz7c0oxA4mnQh43vTqjMdL4v5DUu9sTSdMZjYGO7Rot/wCdWt2ziI9hZbDQZ+g3DXxbjpMVksTBNiKhJTFVwQVEZYI8ayen2r3i3udkvdw27codF7bPokSoPcDQjUpZcHzUkH16Lti3jb+Ztq2/etluPF2y5UtHJpZagErXRIqvxBHco9eHQa9AfMr4/fJjcG/todW7k3dBvzq+TALv/rLtfp3uj499t7Uo90Yp8rtfP5jqP5Ade9YdlU20tz0kE38MzP8ACjichNS1MNPUSTUtQkWvCl8FrnSTbJTUfJKg0FfxaqGn2HpS1zHDdw2k3bNNXw/PxNABc0HwhKjiRWuOgE7X/m5fy8+kvlrtX4LdjfIemxXyt3nnNh7awPUWG6z7m3rXtnuzGx39ysTl9y7H663HsfbVbmKfL0tUyZPJ0hpKGpiq6nw0zrKfbLHJzFcXlttERlkgVmf8FAi62NX0iirkkEjB9DRZvenl7arXe95kW32uZSUkYg6qSeFQKpLamkoiKV1OxAQNqFUn8xv51P8ALK/l/wDa9H0h8t/k1TdUdo120sVviDakHU3e/YcybZzddlcfi6+rynVnV+9sHj56yow1RppaiqirBEqymIRSxO6O1vra9e7jtptbwSaH7SKNQGmQAcEcKjPHpQ9jdW1pY3ksWm3uAxjypqFbSxoCWArjuArmlaHobeuf5hHxr7Xxvx33nszObym6m+V1BWv8fu5Nw9cb32R1/wBg7jo3zTx7DJ3tg8Bu7Zu8c7i8DPkMFDuHFYmk3RRWbC1GQkEkSLLi3urLeF2W8gMe4SIGjUHxPFURGVzVNSx+Gg1HWwJHAYNCb942jWN1uqSBtvtpTHM5qpibxFiA0MA0oeRggMYYA5JAKkngWRW+hv8A7Aj/AHv829tpIsiq6/Ca/wAujA8WH4hSv59ZPd+vde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvddWt9Ppzf8A417917r3Nv6H/b296wo+XXuu/e+vde9+691737r3XvfuvddfQcf7b37r3XiLj6X/AML29+69137917r3v3Xuve/de697917r3v3Xuve/de6971TNfPr3Xve+vde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvega5HXuve/EAih6911fi54/4j3vr3XfvQAA69173vr3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvddK1rTPXuuiAf9cfT/A+9hVFMde69YDj36gGOvdesPpYce99e679+6911pX+g/wBsPeqD06917Sv9B/th79QenXuvaV/oP9sPfqD06917Sv8AQf7Ye/UHp17r2lf6D/bD36g9OvdeAA+gt78ABw69137317riwupH+t/vfv1aZ62DTh1xI4b/ABA44+g9+GaEHrRJphqU/l12y3DW+pt/T8e9V8g2evZ8jTrn79XNPPr3Xve+vde9+691737r3XvegAOHXuve/GlM8Ovde97691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3VAX/d0z/wCYAv8A6In7159W/B+fX//T2+v5T3/brP8Alqf+KA/Df/4HXrn37rZ4n7ej/e/da697917r3v3Xuve/de697917pE7jx2zMXWv2VuHH4SDJ7R2vuKhXeORp6YZDbe0sjLic3uqjpctMhnxWGyk21qCpyEcTxx1LY2maYOaeEokubobdDcXK6u7TqWvx6cD1ppBJ4Z+2nTiQvemKx06kduHDJpTODkgefWvP8wN49udffygvkv8AIvZG6sh052/84t9db9h7k7O+1yNNlulthfJrs3pnorbm5KpcbU0GZw2W6X+J0uCop6qOrpZKHIYmWsWWFhdULbRc7puntn7eX1yDt9z9cLg6Kg+Gsl4lU1/hY+EQkihwBrDDtNdv3v8AdW+c584WyrOu2Q2zWcTFY6yeGlu41lBVhJWbU8bGqnRQdwFfpCi7z+APzY+GnwRxncCd2fEz5D/GjvWbC9cx9L9R9WJ8Zd8fG2LZubq8p1bkem9pbSytL0Zvuh7Tp8PBj941e7tyUeToqWabclfU1lTJMJor1eZb/wBwLXdIaXVmbIwyazqHjeJrUxqqro0AKoqCuldNAGUhe2hOwcs8nXtnM73LSXAum00S4bShDEyNI6SrKWZihKvU6gdSlTx98bW25vHt/wCI/wAPtrYLEYTrzbORp/kdvHbWBxdLjdv4Pr74q5fZM/SuzqDGUEUGNwNJN3zmdqZGgp0jWKSg2nWwRqFVtKDb557ndrjdxMQthUD1Y3MUsTUNQRpAYjDfDjTg9HW7Qg7VNayUNzuLKoYgGv08kUp7aEKRVFqClQx+LI6qk+cG0+8u3Pnj8n5v5Zfbuc6j+U3RfRnxoPy72VnMtsuh6w+XO1Nz5bsDcXXvR+Kh3j1hv6q6r7ah6spc8aXtOkmpIsYa7HYYQVCzVmT28G4rvZ7Daea9+3mzW95K8S2N3bUaJ3YsUiC3Mf8AjCjU5bSg0swFdABYrdxNvFzB7X7beX30nM95HuX7svKNKLYwxxNPI1oKwTAt4dfGoVUNoEpPhg0nY+9+ruxv+E/fa28elOusl0/1Rl/5Y/cKbF6lzUVWMr1xgcZ8ft04in2TX1Ne0lZkqnbkmPekatkeRq4xfc+STy62PvdWOWIb0Li5+oYyxUkpprUow7fw0Xt0jtXgpKgEqPZKo5q9trfwwk0d6QyBiwY+I3cHYAkP8dSA3dRwrVAO78AMZR5j4A/DOjq6LHV6xfGj495GkiytDDkqOky+G2JtTL4TJGkn0K9Vh8zQwVVO6PHLFPAkkbo6qwF/uKsh9wvcBIZtFwt44GK6a1/I16h/2Sdf9az2/wBWYjBNU8OE0ny9cfzz0Rb4kRfI7rX+bP8AKDrz5YUXV/dG/O5fjJ1f2p1H8qOn9o7p6o27tzo/rDcdVshvjPn+mdx737RbZmQw3a2/Nxbnocl/eXOVu4IcvM1TXNFR0eLwgT2NrGTlrmLbEjMO7WktuLoFy/ji5FwYGwoSMwojppjLa1YFiHDFpJ5nuUl37kS7hBbaJ472O3jIobaSBYGnYyUDTC48SNiXCCNwwjUKQAFu+fip8qP5b3yp2l8ofjp8wO7/AJA9F/Lb5dbH2p8sPiP8lMvtDdtBj8l8g+wKradL2z8Yc/htvbUXrKTqep3XRy1e2qLGtHldtYtnra2VMXRxRe5XEdtc7JyZfqrbM9vdGOUAK0bxxy3XcKmRlkkB199AZGZU81c5rf6zaN+5ntGFvzFZpAVQLqSdGkgthESQwRkjYaGZW1FVDOg1F7Uvl3uOo6Y6P7IyXU+IxOD7j7w3fs7rrZuZoqGnWuyvdHcGS2f0rtDfG4hTolZuBth4mWgrKqSZ3kgwG3vErJT0yKhRc7X/AFij2zlLcLj6a1vhN4ktPEEXgqZ17FZC5coBVXXTgtqHaVY3BtskuOYJdrN5Dt/hMIvEEWsSOkRBYq9AGdagoxYVA0/EC1fzDum9o9Nfyevkt11sky4LE/G34e5zOdPZSGWWDJ7N3H8Z9mQ766T3Pj6mlilePP7L3f15h8hTThL/AHlIkjW59rOct7vrjco+Ygvh7k9zqpUPQs41AahQhgSBUdoIAIpUKfb3Zv17Had0vDdmVGWaYIIjL2OwYxowCaARUKe7TWhJ09WEdB7qzW++lepN8bki+23BvHrjZm6c3SGAU5pcvn9vUOVyNKYBDT+E09XVumnQltNtI+nsQ8w28FpzPzNaWq6LaK40qtSdKqSAKmpOBxJJ6BnJ0txPyzsc11P4lyyOWagXUdbeQwKfLoZPZd0Keve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/ADAF/wDRE/evPq34Pz6//9Tb6/lPf9us/wCWp/4oD8N//gdeuffutnift6P9791rr3v3Xuve/de697917r3v3XukD2h1rsvuPrze3VHY+GO49g9jbXzmy96bf/iWXxMee2tuXHz4nP4SoyGCr8XlqejyuMqpYJvDURM8UjLexI9smKNpIZCuUNRk8f8AiwOPV45ZYW1wvpk8jQH+Rx1L3bsDZO/tm7i663vtPAbv2Du7AZPau6dm7lxdJmts7j2zmqOXHZfb+awuRiqMfk8NlMfUSQT00yPDLC5RlKkj23fW0O6R3UV7V1mKlsspqpDKdSkMCGANQQajqu2Ftmls5dsYwyW5JjIzp1V1ca1BqQQaihpSmOi3fG/4KfGn4qZafP8AT20N4RbgOycD1ji9x9n91959/bo2t1htiWWownWGxdzd+9ldnZ3r/rOhrHFQu3sHUY/DNURxSvTNLDE6L5Lq5m+oMkuppWBkNABIRWhKgAArqIqONT69Fse32yz29x4KhoQREB/oYYUcVB7tdATUGlOjAYzqzY2I7J3Z29QYIRdi742rsjZG5dyyZHL1U9ftPrrIb3y2zMFFQVdfPicXRYXKdj5uoApKeBppshI8xkYIUTQr4Vu1qlRAxBIqaEjgfy/z+p6XSp40trLLlodWjy06wA/DjqoONaUx0XPvT4BfFv5E9lUvcfYWzt8YvteHYtX1fkd/9Qd8/ID477p3d1pWZOnzEnXnY2W+PvaPV9V2hsaDJwGamxO4zlKCkeeoMEUf3NR5W7eH6WW4mhqolKl1qSGKDSpoSQCBioAJAANaDp6aSWaO0VmGuDV4TFVJj1kFwpIrRiMrWlamlSar3tL4ldBdvfHqf4p7n2RWYH49z7Uodgt1j1NvjsHofCxdfY7GrhIOvKOs6P3X15msf19JgU/h1RgoKqPE1eOvST08lMTEd39vFudxHcbgviyrXjWhqAKECgIoBQEGlBSnVNrLbKFG1sYWUkhvjIJOosC+o6ifxVrk5z0GOZ/l2fE3cnxOf4Q7o2PvfdnxoH92Fpdk7u78+Qu6tyYqDZO6MDvDZlHg+3Nw9q5HuXA47aGe2tj3xVLRbgp6fHU9JHS06R0oMJvuNd4vrPcb2j30BcpJQA1f4iQukEngWYE/PpraYk2QXSbUgggmUKUQAKFChaAcFFADRQKHPxZ6GDpH4ydPfHuDOnrjC7oqM5uo46Pde/uzezu0+9O292UWFOTO3sRuvuXvDevYva+5tv7W/jdaMRjq7M1FDiFrahaOKBZpQzs8sk8X00jE29Ph8jX/AAfbx6ZisreK4+pWMeP5MMUxThWnD5fPj0F/SXwG+M/x53Hi90dZbb7HSq25HlYtk4LsD5EfIzubYfWH8aWupcnN071n3L2xv3rrpqrqsXlKrHmfauKw8y4qrnoFYUc8sDp9vQbdYR7bZgLbKKCgoMEngak5JqSSSe41PT25K27353TcP1Ls5PAEmgUZWgwAKCmANIoCejF7u6t2RvvcfWu692YMZfOdR7qym+OvaqXI5emg25u3L7I3Z1xW52PHUWQpsZkq5tlb5y9BGa2GpWnjr5XiCSkOHYgLeaWaCqyuKE/KlCPTIx1uZDPbvazNqtnpqWlNWkhlyMrpIBwc0z0Vn5l9K9hfKjD474uptqhxPx07HTHVPyX7JyG5KOHK7g62xeeocnk+htgbPo467KZPI9uQYhsPufKZNsVj8VtbJVH2D1+RmCUKOCISbxa3d3CPorLUVU1InMsZGSjK8fgyBWIOrxPhwCSK3DzQW8v0X+5twKFgQDHoK5KupVxIhdMEFfirULUa9r/GLpDZvem8vkltrYkOI7n3/wBfbH6r3bu6mz26Gp8lsHreoztXsvb0G1Js5Ls3Dw4Oo3NWlJqLHU9TMswWaSRY4whhFLLFDukKtSO9mjlmHHVJEhjjapqRRDSilQeLAnPTElhbyvskksdX21JUtzUjSs51SigNDqbPfqpwXSOjA+69Leve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6oC/7umf/MAX/wBET968+rfg/Pr/1dvr+U9/26z/AJan/igPw3/+B1659+62eJ+3o/3v3Wuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuqAv+7pn/zAF/8ARE/evPq34Pz6/9bYb/llfK/vjbn8tz+Xzt7D/wAsr5v79xOC+EHxQw2L31tPfv8ALco9q70x2L6G2FQ0O7NtUm+v5g2y97Uu39x00C1lHHmMPicqlNMi1dHSziSBNdWIyc9Hf/2cj5Ff96nvn9/6Mb+Vn/8AfK/e+tUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevXv9nI+RX/AHqe+f3/AKMb+Vn/APfK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/8AfK/fuvUHr17/AGcj5Ff96nvn9/6Mb+Vn/wDfK/fuvUHr17/ZyPkV/wB6nvn9/wCjG/lZ/wD3yv37r1B69e/2cj5Ff96nvn9/6Mb+Vn/98r9+69QevXv9nI+RX/ep75/f+jG/lZ//AHyv37r1B69e/wBnI+RX/ep75/f+jG/lZ/8A3yv37r1B69e/2cj5Ff8Aep75/f8Aoxv5Wf8A98r9+69QevXv9nI+RX/ep75/f+jG/lZ//fK/fuvUHr17/ZyPkV/3qe+f3/oxv5Wf/wB8r9+69QevXv8AZyPkV/3qe+f3/oxv5Wf/AN8r9+69QevVIP8Asy3c/wD0Ejf6Qf8Ahvb5f/3t/wCGQv7m/wCgz++vwG/0p/3d/wBnx/jf+lj+L/7PB/oS/wBH/wDE/wDcP9t/fH+9X8R9f8G+w/y33rz6tTt4+fX/2Q==" width="800" height="212.55230125523013" /></span></span></p>
<p><span data-role="phrase" data-phrase-id="126"><strong>Пояснение: </strong>ошибка в том, что отправили уточненку по налогу на прибыль, когда исходный отчет не приняли. Если первый отчет не приняли, то отказ придет и по второму.</span></p>
<h3></h3>
<h3><span style="text-decoration: underline;"><strong>Как не допустить ошибку.</strong> Проверьте квитанцию о приеме первичного отчета налоговой инспекцией. А точнее, взгляните на начало имени файлов с квитанцией:</span></h3>
<ul class="c-list">
<li>«UO_» – это уведомление об отказе в приеме первичного отчета. Прежде чем сдать отчет, необходимо исправить существенные форматно-логические ошибки. Заново сгенерировать файл первичного отчета и отправить его;</li>
<li>«UU_» – это уведомление об уточнении содержимого принятого отчета после проверки автоматизированным комплексом в налоговой инспекции. Тут нужно отправлять уточненку.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="129">Если не получили квитанцию о приеме или уведомление с отказом по первичному отчету, то уточненку не отправляйте. Дождитесь ответа от инспекторов.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="130">Расчет по страховым взносам</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="131">Форма (формат) расчета и Порядок его заполнения утверждены приказом ФНС от 18.09.2019 № ММВ-7-11/470. На практике расчет «заворачивают» по четырем причинам, которые идут под одним кодом. Вот этот код.</span></p>
<h3><span data-role="phrase" data-phrase-id="132"><strong>В протоколе: «Нарушено условие равенства значения суммы страховых взносов по плательщику страховых взносов совокупной сумме страховых взносов по застрахованным лицам». Код ошибки – 0400400011.</strong></span></h3>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-756332" class="inimg aligncenter" 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" width="800" height="256.38766519823787" /></span></span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;"><strong>Пояснение:</strong> на практике инспекция направляет уведомление об отказе в приеме с таким кодом ошибки, если в расчете:</span></h3>
<ul class="c-list">
<li>указаны отрицательные значения;</li>
<li>нарушены контрольные соотношения;</li>
<li>есть нестыковки с расчетом 6-НДФЛ и информацией ФСС;</li>
<li>присутствуют ошибки в данных СНИЛС, Ф. И. О. и ИНН сотрудников.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="136"><strong>Как не допустить ошибку.</strong> <em>Проверьте всю арифметику в разделах 1 и 3. Отрицательных значений быть не должно. Учтите, что в случае корректировки базы по страховым взносам за предшествующие отчетные (расчетные) периоды необходимо предоставить уточненный расчет. При этом в текущем отчетном (расчетном) периоде сумму перерасчета не отражайте.</em></span></p>
<p><span data-role="phrase" data-phrase-id="137">Уточните, все ли сотрудники указаны в расчете и их персональные данные. Убедитесь, что в СНИЛС, Ф. И. О. и ИНН сотрудников нет ошибок. Сверку Ф. И. О. и СНИЛС проведите по документам сотрудников и их копиям (паспорт, страховое свидетельство) и с помощью сервиса Отчеты (для зарегистрированных пользователей). Для проверки ИНН сотрудников воспользуйтесь сервисом на сайте ФНС. Ошибки устраните.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="138">СЗВ-М</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="139">Формат сведений утвержден постановлением Правления ПФР от 07.12.2016 № 1077п. На практике отчет не принимают по двум причинам. Вот они.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="140"><strong>В протоколе: «Идентификационный номер налогоплательщика должен быть указан в соответствии с данными ПФР». Код ошибки – ВСЗЛ.Б-СЗВ-М.1.2.</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="141"><strong>Пояснение: </strong>ошибка в ИНН. Чаще всего она возникает из-за неверных данных в учетной программе. У нее статус «50». Это значит, что расчет не примут.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-761940" class="inimg aligncenter" 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" width="800" height="181.42340168878167" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="143"><strong>Как не допустить ошибку.</strong> <em>Проверьте ИНН в отчете. При необходимости исправьте ИНН в программе и сформируйте отчет заново.</em></span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="144"><strong>В протоколе: «Проверяемый файл должен соответствовать XSD-схеме». Код ошибки – АФ.СХ.1.1.</strong></span></h3>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="145"><strong>Пояснение: </strong>как правило, ошибка в устаревшем программном обеспечении. У нее статус «50». Это значит, что расчет не примут.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-761941" class="inimg aligncenter" 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/Qd0P/wTTf8AyVQB0FFc/wDY/GH/AEHdD/8ABNN/8lUfY/GH/Qd0P/wTTf8AyVQB0Fc/4N/5Adz/ANhXUv8A0tmo+x+MP+g7of8A4Jpv/kqrnh/SptG0n7JcXMdzO1xcXEkscRiUtLM8pAUsxABfHU9KAP/Z" width="800" height="168.6746987951807" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="147"><strong>Как не допустить ошибку.</strong> Обратитесь к разработчику учетной программы и попросите обновить ее.</span></p>
<h3><span data-role="phrase" data-phrase-id="148"><strong>Еще решения для частых ошибок</strong></span></h3>
<p><em>ВСЗЛ.Б-АНКЕТА.1.1 – неверный СНИЛС сотрудника</em></p>
<p><em>Без кода – имя файла не соответствует утвержденному формату</em></p>
<p><em>ВСЗЛ.ОП.1.9. – неверный ИНН сотрудника</em></p>
<p><em>ВСЗЛ.Б-АНКЕТА.1.2 – неверные Ф. И. О. сотрудника</em></p>
<p><em>ВСЗЛ.Б-СЗВ-М.1.1 – неверный регномер организации в ПФР</em></p>
<p><em>ВСЗЛ.Б-АНКЕТА.1.3 – недействительный СНИЛС сотрудника</em></p>
<p><em>АФ.ЭП.1.1 – электронная подпись не корректна</em></p>
<p><em>АФ.КСФ.1.1 – некорректно заполненный XML-документ</em></p>
<p><em>ВСЗЛ.ФИО.1.1 – нет фамилии или имени сотрудника</em></p>
<p><em>ВСЗЛ.СЗВ-М.1.2 – не заполнен ИНН сотрудника</em></p>
<p><em>ВСЗЛ.СЗВ-М.1.4 – отчетный период в СЗВ-М позже месяца, в котором его отправили</em></p>
<p><em>ВСЗЛ.Б-СЗВ-М.1.4 – повторно отправили СЗВ-М с типом «исходная» за тот же отчетный период</em></p><p>The post <a href="https://enterfin.ru/oshibki-v-elektronnyh-otchetah-kak-rasshifrovat-i-ispravit/">Ошибки в электронных отчетах: как расшифровать и исправить</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как сдать налоговую отчетность через спецоператора</title>
		<link>https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-cherez-spetsoperatora/</link>
					<comments>https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-cherez-spetsoperatora/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:31:04 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22865</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Что нужно для сдачи отчетности &#160; Чтобы сдавать отчетность в ИФНС через спецоператора, нужно: иметь доступ в Интернет; получить ключ электронной подписи; приобрести программу для шифрования; заключить договор со спецоператором; выбрать и настроить программу для подготовки и отправки отчетности. &#160; Программу для cдачи отчетности по каналам связи приобретите у специализированного оператора связи [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-cherez-spetsoperatora/">Как сдать налоговую отчетность через спецоператора</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Что нужно для сдачи отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Чтобы сдавать отчетность в ИФНС через спецоператора, нужно:</span></h3>
<ul class="c-list">
<li>иметь доступ в Интернет;</li>
<li>получить ключ электронной подписи;</li>
<li>приобрести программу для шифрования;</li>
<li>заключить договор со спецоператором;</li>
<li>выбрать и настроить программу для подготовки и отправки отчетности.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="6">Программу для cдачи отчетности по каналам связи приобретите у специализированного оператора связи (п. 5 раздела I Порядка, утв. приказом МНС от 02.04.2002 № БГ-3-32/169). </span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Доступ в интернет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="9">Представление отчетности через спецоператора предполагает, что у налогоплательщика есть доступ в Интернет. Такой вывод следует из Методических рекомендаций, утвержденных приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="10">Если у налогоплательщика нет возможности подключиться к интернету, он может сдать отчетность через представителя, у которого есть все необходимые аппаратно-программные средства для сдачи отчетности.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="11">​Договор со спецоператором</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="13">Выбрать спецоператора организация (предприниматель) вправе самостоятельно. Обязанность заключить договор только с тем спецоператором, которого рекомендует местная ИФНС, в законодательстве не предусмотрена.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="14">Перечень уполномоченных спецоператоров, которые работают в конкретном регионе, можно найти на сайте ФНС, на информационных стендах в инспекциях или на сайтах региональных УФНС (п.5 Административного регламента, утв. приказом ФНС от 08.07.2019 № ММВ-7-19/343).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="14">Например, с перечнем операторов электронного документооборота в Нижегородской области можно ознакомиться здесь. При этом независимо от того, в каком регионе работает оператор, электронную отчетность он может переправлять по всей территории России.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="15">С оператором связи необходимо заключить договор на оказание услуг (ст. 779 ГК). Услуги спецоператора нужно оплатить (ст. 781 ГК). После этого он подключит организацию к системе передачи отчетности по телекоммуникационным каналам связи.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">У спецоператора должны быть:</span></h3>
<ul class="c-list">
<li>лицензия на предоставление услуг в области шифрования информации;</li>
<li>лицензия на разработку, производство, распространение шифровальных средств;</li>
<li>сертификат соответствия программного обеспечения требованиям нормативных актов ФНС;</li>
<li>договор с региональным отделением УФНС.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="18">Это следует из пункта 1 части 1 статьи 12 Закона от 04.05.2011 № 99-ФЗ, пункта 15.1 информационного сообщения ФНС от 16.09.2010 и пункта 2 Порядка, утвержденного приказом ФНС от 27.12.2013 № ММВ-7-6/658.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="32">Выбор программы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="34">Выберите программу, в которой будете формировать отчетность. В качестве программы для подготовки отчетов можно использовать бухгалтерскую систему, где ведется учет. Для этого она должна уметь готовить файлы с отчетностью в установленном формате (xml-файлы).</span></p>
<p><span data-role="phrase" data-phrase-id="35">Если же в учетной системе нет такой функции, воспользуйтесь бесплатной программой, которую рекомендует налоговая служба. Это «Налогоплательщик ЮЛ», скачать ее можно с сайта ФГУП ГНИВЦ.</span></p>
<p><span data-role="phrase" data-phrase-id="36">Другой вариант — использовать для подготовки отчетности программу, предоставленную спецоператором, с которым заключен договор.</span></p>
<p><span data-role="phrase" data-phrase-id="37">Перед отправкой файлы с отчетностью рекомендуется проверить. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Порядок сдачи</span></h2>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<div class="incut-v4__icon"></div>
</div>
<h3><span style="text-decoration: underline;">Процедура сдачи электронной отчетности в налоговую инспекцию через спецоператора состоит из нескольких этапов:</span></h3>
<ul class="c-list">
<li>отправка отчетности;</li>
<li>получение подтверждения даты отправки от спецоператора;</li>
<li>прохождения этапов контроля в ИФНС.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="44">Об этом сказано в пунктах 2.1–2.22 Методических рекомендаций, утвержденных приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Отправка отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="47">Файлы с электронной отчетностью должны иметь строго определенный формат. Список всех действующих форматов утвержден приказом ФНС от 24.12.2007 № ММ-3-13/693. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Он содержит Справочник периодов применения форматов представления (СППФД):</span></h3>
<ul class="c-list">
<li>налоговых деклараций, уточненных налоговых деклараций;</li>
<li>расчетов, уточненных расчетов;</li>
<li>бухгалтерской отчетности;</li>
<li>других налоговых документов.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="49">Готовые файлы подпишите электронной подписью, зашифруйте и отправьте с помощью программы, предоставленной спецоператором (п. 2.1 Рекомендаций, утвержденных приказом ФНС от 31.07.2014 № ММВ-7-6/398).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="50">Если декларация подается через уполномоченного представителя, на него нужно оформить доверенность. В настоящее время в налоговых инспекциях ведется установка программного обеспечения, при помощи которого доверенность, выданная организацией, заносится в электронную базу инспекции. </span></p>
<p><span data-role="phrase" data-phrase-id="50">Если в инспекции по месту представления налоговой отчетности такое программное обеспечение уже внедрено, то каждый раз при сдаче отчетности оформлять доверенность на одного и того же представителя не требуется. </span></p>
<p><span data-role="phrase" data-phrase-id="50">Доверенность можно составить один раз и передать в инспекцию на бумажном носителе оригинал или копию (распечатанный сканер документа).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="50">Это следует из положений пункта 1 Порядка, утвержденного приказом ФНС от 23.04.2010 № ММВ-7-6/200.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="51">После того как доверенность будет занесена в базу данных, вместо нее при каждой сдаче отчетности в налоговую инспекцию нужно подавать специальное информационное сообщение. В нем должны быть указаны реквизиты ранее представленной доверенности. Информационное сообщение нужно заверить электронной подписью. </span></p>
<p><span data-role="phrase" data-phrase-id="51">Порядок формирования информационных сообщений о доверенностях, выданных уполномоченным представителям (с образцами заполнения), приведен в Методических рекомендациях, утвержденных ФНС 21 января 2011 (доведены до налоговых инспекций письмом ФНС от 24.01.2011 № 6-8-04/0002).</span></p>
<p><span data-role="phrase" data-phrase-id="52">Сформируйте транспортное сообщение (файл, который содержит передаваемые сведения в зашифрованном виде) и отправьте его в налоговую инспекцию через спецоператора. Если декларацию подает уполномоченный представитель в транспортном сообщении должны быть зашифрованы сведения о реквизитах его доверенности.</span></p>
<p><span data-role="phrase" data-phrase-id="53">Документы, отправленные через спецоператора в налоговую инспекцию, сохраните у себя на компьютере.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="54">Подтверждение отправки</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="56">Спецоператор, получив файл с отчетностью, формирует подтверждение даты отправки документа.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="56">Дата, указанная в этом подтверждении, является официальной датой сдачи налоговой отчетности (п. 4 ст. 80 НК, п. 1.4 Методических рекомендаций, утв. приказом ФНС от 31.07.2014 № ММВ-7-6/398).</span></p></blockquote>
<h3></h3>
<h3><span style="text-decoration: underline;">Подтверждение даты отправки в течение двух часов спецоператор высылает одновременно:</span></h3>
<ul class="c-list">
<li>отправителю (организации, предпринимателю, налоговому представителю);</li>
<li>налоговой инспекции — вместе с принятым файлом отчетности.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="59">Это следует из положений пункта 2.3 Методических рекомендаций, утвержденных приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если налогоплательщик в течение двух часов не получил подтверждения даты отправки от спецоператора, он должен:</span></h3>
<ul class="c-list">
<li>во-первых, обратиться к спецоператору связи;</li>
<li>во-вторых, заявить об этом в налоговую инспекцию, если проблему не удалось решить до истечения крайней даты отправки отчетности.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="62">Подтверждение даты отправки доказывает, что отчетность представлена вовремя. Этот документ является основанием для освобождения от ответственности за несвоевременную подачу деклараций по статье 119 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="68">​</span></p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="69">Прохождение этапов контроля</span></h2>
<h3></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Отправленная в инспекцию налоговая отчетность проходит четыре этапа:</span></h3>
<ul class="c-list">
<li>технический контроль;</li>
<li>первичный контроль;</li>
<li>окончательный контроль;</li>
<li>внесение отчета в базу ИФНС.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="73">Рассмотрим подробнее каждый из этапов.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="74">Технический контроль</span></h3>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="75">На первом этапе контроля налоговая инспекция в течение четырех часов с момента получения отчетности проводит техническую проверку (п. 2.5 Методических рекомендаций, утв. приказом ФНС от 31.07.2014 № ММВ-7-6/398).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="75">В частности, проверяется соблюдение форматов файлов и имя отправителя по критериям, установленным пунктами 1 и 2 раздела I приложения 1 к Методическим рекомендациям, утвержденным приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По результатам проверки налоговая инспекция отправит:</span></h3>
<ul class="c-list">
<li>извещение о получении;</li>
<li>сообщение об ошибке.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="78">Извещение о получении из налоговой инспекции означает, что отчетность прошла первый этап контроля.</span></p>
<p><span data-role="phrase" data-phrase-id="79">Сообщение об ошибке означает, что при подготовке или пересылке отчетности произошли технические ошибки. Это сообщение инспекция отправляет в открытом (незашифрованном) виде. В таком случае, руководствуясь сообщением, исправьте файл и отправьте его заново.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="80">Первичный контроль</span></h3>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На втором этапе налоговая инспекция проводит первичный контроль содержимого, а именно проверку:</span></h3>
<ul class="c-list">
<li>реквизитов организации (представителя);</li>
<li>подлинности электронной подписи;</li>
<li>присланных файлов — имя, структуру, формат, налоговый период и т. д.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="83">Порядок проверки определен пунктами 3–5 раздела I приложения 1 к Методическим рекомендациям, утвержденным приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="84">Этот контроль должен занимать не более четырех часов с момента окончания предыдущего этапа технического контроля (п. 2.8 Методических рекомендаций, утв. приказом ФНС от 31.07.2014 № ММВ-7-6/398).</span></p>
<p><span data-role="phrase" data-phrase-id="85">Если по результатам этой проверки инспекция выявила ошибки, она пришлет уведомление об отказе в приеме отчетности с указанием причин.</span></p>
<p><span data-role="phrase" data-phrase-id="86">В этом случае уточните реквизиты декларации с отчетностью и отправьте файл заново. Если такое уведомление не поступило, значит, этап первичного контроля успешно пройден.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="87">Окончательный контроль</span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="88">На третьем этапе проверки налоговая инспекция в течение четырех часов после окончания первичного контроля выполняет окончательный контроль налоговой отчетности (п. 2.11 Методических рекомендаций, утв. приказом ФНС от 31.07.2014 № ММВ-7-6/398).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По результатам проверки инспекция отправит в ответ:</span></h3>
<ul class="c-list">
<li>квитанцию о приеме отчетности;</li>
<li>уведомление об отказе в приеме отчетности с указанием причин отказа.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="91">Если инспекция прислала уведомление об отказе в приеме, нужно проанализировать причины отказа, переделать декларацию и сдать ее заново.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="91">Основания для отказа в приеме налоговых деклараций перечислены в пункте 19 Административного регламента, утвержденного приказом ФНС от 08.07.2019 № ММВ-7-19/343.</span></p></blockquote>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="92">Внесение отчета в базу ИФНС</span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="93">На этой стадии отчетность проверяется на логические и фактические ошибки.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По результатам проверки не позднее следующего рабочего дня после окончания предыдущего этапа инспекция отправит плательщику:</span></h3>
<ul class="c-list">
<li>либо извещение о вводе показателей отчетности в базу данных (если ошибок нет);</li>
<li>уведомление об уточнении данных отчетности (если ошибки обнаружены).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="95">Такой порядок установлен пунктом 2.17 Методических рекомендаций, утвержденных приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="96">Извещение о вводе означает, что отчетность принята без замечаний.</span></p>
<p><span data-role="phrase" data-phrase-id="97">Если инспекция прислала уведомление об уточнении, отчетность также считается принятой, но необходимо представить корректирующую декларацию (расчет).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="98">Получение документов из ИФНС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="100">Организации и предприниматели, которые сдают отчетность через спецоператора, в таком же порядке могут получать и документы из налоговой инспекции. К таким документам, в частности, относятся требования о представлении документов в рамках камеральной проверки, уведомления о вызове в инспекцию для дачи пояснений и т. п.</span></p>
<p><span data-role="phrase" data-phrase-id="101">Налогоплательщики, которые обязаны сдавать отчетность только в электронном виде, не позднее 10 рабочих дней со дня возникновения этой обязанности должны обеспечить возможность получать документы из инспекции через спецоператора.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Обязанность обеспечить прием электронных документов считается исполненной, если у налогоплательщика есть:</span></h3>
<ul class="c-list">
<li>договор со спецоператором и сертификат ключа проверки ЭП либо</li>
<li>договор со спецоператором и сертификат ключа проверки ЭП у уполномоченного представителя налогоплательщика, которому налогоплательщик предоставил полномочия получать документы из инспекции.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если документы из инспекции получает уполномоченный представитель — юрлицо, то в инспекцию нужно подать:</span></h3>
<ul class="c-list">
<li>документы, подтверждающие полномочия юрлица — уполномоченного представителя, которое владеет ключом проверки ЭП;</li>
<li>документы, подтверждающие полномочия гражданина — владельца ключа проверки ЭП. Кроме случая, когда гражданин является законным представителем этого юрлица.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="106">Если уполномоченным представителем налогоплательщика является гражданин, то в инспекции потребуют документы только на него, чтобы подтвердить его полномочия как владельца ключа проверки ЭП.</span></p>
<h3></h3>
<h3><span style="text-decoration: underline;">Документы на уполномоченного представителя представьте в инспекцию в течение трех рабочих дней со дня передачи ему соответствующих полномочий:</span></h3>
<ul class="c-list">
<li>на бумаге лично или через представителя либо</li>
<li>в виде скан-образов по ТКС. Формат и порядок передачи этих документов в электронном виде утверждает ФНС.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="109">Такой порядок установлен в пункте 5.1 статьи 23 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="110">Организации и предприниматели, которые обязаны сдавать отчетность только в электронном виде, получив из налоговой инспекции электронный документ, должны своевременно извещать инспекцию о его приеме электронной квитанцией.</span></p>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="111">Ошибки в отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Типичный и частые ошибки в электронной отчетности вы найдете в справочниках:</span></h3>
<ul class="c-list">
<li>Типичные ошибки при отправке электронной отчетности;</li>
<li>Частые ошибки в электронной отчетности.</li>
</ul>
<p>&nbsp;</p>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-sdat-nalogovuyu-otchetnost-cherez-spetsoperatora/">Как сдать налоговую отчетность через спецоператора</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>В каких случаях сдают налоговую отчетность по телекоммуникационным каналам связи (ТКС)</title>
		<link>https://enterfin.ru/v-kakih-sluchayah-sdayut-nalogovuyu-otchetnost-po-telekommunikatsionnym-kanalam-svyazi-tks/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 16:20:44 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22863</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Кто отчитывается по ТКС &#160; Сдавать налоговую отчетность по телекоммуникационным каналам связи обязаны: 1. Любые организации, в которых среднесписочная численность сотрудников превысила 100 человек. Такой способ передачи отчетности является для них единственно возможным. При этом среднесписочная численность рассчитывается: для давно действующих организаций — за предыдущий год; новых организаций — за месяц создания; реорганизованных организаций — за месяц реорганизации. &#160; Особое правило установлено для организаций, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/v-kakih-sluchayah-sdayut-nalogovuyu-otchetnost-po-telekommunikatsionnym-kanalam-svyazi-tks/">В каких случаях сдают налоговую отчетность по телекоммуникационным каналам связи (ТКС)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто отчитывается по ТКС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="4">Сдавать налоговую отчетность по телекоммуникационным каналам связи обязаны:</span></h3>
<p><em>1. Любые организации, в которых среднесписочная численность сотрудников превысила 100 человек.</em></p>
<h3><span style="text-decoration: underline;">Такой способ передачи отчетности является для них единственно возможным. При этом среднесписочная численность рассчитывается:</span></h3>
<ul class="c-list">
<li>для давно действующих организаций — за предыдущий год;</li>
<li>новых организаций — за месяц создания;</li>
<li>реорганизованных организаций — за месяц реорганизации.</li>
</ul>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="8">Особое правило установлено для организаций, которые отнесены к категории крупнейших налогоплательщиков. Они обязаны сдавать всю налоговую отчетность в электронном виде (кроме информации, отнесенной к гостайне).</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="9">Организации, в которых среднесписочная численность сотрудников не превышает 100 человек, могут сдавать налоговую отчетность по ТКС только по своей инициативе. Требовать от таких организаций передачи деклараций или налоговых расчетов по ТКС налоговые инспекции не вправе.</span></p>
<p><em>2. Организации, для которых такая обязанность предусмотрена положениями второй части Налогового кодекса (по конкретным налогам).</em></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="11">Это следует из положений пунктов 3 и 4 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Так, обязанность подавать налоговую отчетность по ТКС установлена в отношении:</span></h3>
<ol>
<li><span data-role="phrase" data-phrase-id="13"> деклараций по НДС. Исключение сделано для налоговых агентов — неплательщиков НДС и для правопреемников, которые после реорганизации стали применять упрощенку или ЕНВД. Они вправе сдавать декларации на бумаге (абз. 2 п. 5 ст. 174 НК);</span></li>
<li><span data-role="phrase" data-phrase-id="14"> справок по форме 2-НДФЛ. Налоговые агенты должны сдавать справки в электронном виде, если количество лиц, которым они выплатили доходы, составляет более 10 человек (абз. 6 п. 2 ст. 230 НК);</span></li>
<li><span data-role="phrase" data-phrase-id="15"> расчетов по форме 6-НДФЛ. Налоговые агенты должны сдавать расчеты в электронном виде, если количество лиц, которым они выплатили доходы, составляет более 10 человек (абз. 6 п. 2 ст. 230 НК);</span></li>
<li><span data-role="phrase" data-phrase-id="16"> расчетов по страховым взносам (ЕРСВ). Работодатели должны сдавать ЕРСВ в электронном виде, если численность сотрудников, которым выплачены доходы в отчетном (расчетном) периоде, превышает 10 человек (п. 10 ст. 431 НК).</span></li>
</ol>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="17">Кроме того, в электронном виде нужно сдавать расчеты по форме 4-ФСС(п. 1 ст. 24 Закона от 24.07.1998 № 125-ФЗ). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="17">Такая обязанность распространяется на работодателей, у которых численность сотрудников за прошлый год превышает 25 человек.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="18">Электронные форматы налоговой отчетности утверждает ФНС по согласованию с Минфином (п. 7 ст. 80 НК). При передаче налоговой отчетности по ТКС руководствуйтесь Методическими рекомендациями, утвержденными приказом ФНС от 31.07.2014 № ММВ-7-6/398.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="19">Передача отчетности по каналам связи освобождает организацию от представления документов на бумаге (п. 6 раздела I Порядка, утв. приказом МНС от 02.04.2002 № БГ-3-32/169). Но иногда организации требуются заверенные инспекцией бумажные экземпляры отчетности, сданной в электронном виде. Например, для предъявления в банк, аудиторам и т. п. </span></p>
<p><span data-role="phrase" data-phrase-id="19">В этих случаях организации придется подать в инспекцию заявление с просьбой поставить отметку о приеме и приложить к нему бумажную копию декларации (расчета).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="19">На этой копии инспектор поставит необходимую отметку (п. 169 Административного регламента, утв. приказом ФНС от 08.07.2019 № ММВ-7-19/343).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="26">Как сдавать по ТКС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Существуют два способа сдать отчетность по ТКС:</span></h3>
<ul class="c-list">
<li>через спецоператора;</li>
<li>напрямую через сайт налоговой службы.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="30">Чтобы подготовить отчетность, можно воспользоваться официальной бесплатной программой «Налогоплательщик ЮЛ».</span></p>
<p><span data-role="phrase" data-phrase-id="31">Ее можно скачать с сайта ФНС или с сайта разработчика (ФГУП ГНИВЦ ФНС).</span></p>
<p><em><strong>Обратите внимание, что программа постоянно обновляется.</strong></em></p>
<p><span data-role="phrase" data-phrase-id="33">Если у вас устаревшая версия или старые формы, то их нужно обновить. Сделать это можно двумя способами.</span></p>
<p><span data-role="phrase" data-phrase-id="34">Во-первых, версию можно обновить через программу «Налогоплательщик ЮЛ». В программе откройте закладку «Сервис» и выберите Поиск обновлений в Интернете. Так вы обновите программу до нужной версии. Чтобы обновить формы, в той же закладке нажмите «Прием описаний отчетных форм», выбрав тип приема отчетных форм «из Интернета».</span></p>
<p><span data-role="phrase" data-phrase-id="35">Во-вторых, можете скачайте нужные файлы с<strong> </strong>сайта ГНИВЦ. После того как скачаете нужные файлы, в программе «Налогоплательщик ЮЛ» откройте закладку «Сервисы» и нажмите Прием описаний отчетных форм. Выберите тип приема отчетных форм «из локальной папки», указав скачанные файлы.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="48">​Нарушение способа сдачи</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="50">За несоблюдение установленного способа представления налоговой отчетности в электронном виде предусмотрена налоговая ответственность. Размер штрафа составляет 200 руб. за каждое нарушение. Об этом говорится в статье 119.1 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="51">При этом нарушение инспекция может обнаружить с помощью сведений о среднесписочной численности сотрудников за предыдущий год. Эти сведения обязаны сдавать все организации (п. 3 ст. 80 НК).</span></p>
</div><p>The post <a href="https://enterfin.ru/v-kakih-sluchayah-sdayut-nalogovuyu-otchetnost-po-telekommunikatsionnym-kanalam-svyazi-tks/">В каких случаях сдают налоговую отчетность по телекоммуникационным каналам связи (ТКС)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Какие документы и отчетность сдавать в налоговую инспекцию</title>
		<link>https://enterfin.ru/kakie-dokumenty-i-otchetnost-sdavat-v-nalogovuyu-inspektsiyu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 15:44:52 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[акт]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22861</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Состав налоговой отчетности &#160; В состав налоговой отчетности входят: документы по тем налогам, которые организация обязана уплачивать в качестве налогоплательщика или налогового агента; документы, которые необходимы для контроля за правильностью начисления и уплаты налогов другими налогоплательщиками и налоговыми агентами. &#160; К документам налоговой отчетности, в частности, относятся: налоговые декларации, составленные по итогам налоговых периодов, а также декларации [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kakie-dokumenty-i-otchetnost-sdavat-v-nalogovuyu-inspektsiyu/">Какие документы и отчетность сдавать в налоговую инспекцию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Состав налоговой отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<div class="incut-v4__icon"></div>
</div>
<h3><span style="text-decoration: underline;">В состав налоговой отчетности входят:</span></h3>
<ul class="c-list">
<li>документы по тем налогам, которые организация обязана уплачивать в качестве налогоплательщика или налогового агента;</li>
<li>документы, которые необходимы для контроля за правильностью начисления и уплаты налогов другими налогоплательщиками и налоговыми агентами.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">К документам налоговой отчетности, в частности, относятся:</span></h3>
<ul class="c-list">
<li>налоговые декларации, составленные по итогам налоговых периодов, а также декларации по налогу на прибыль, составленные по итогам отчетных периодов (п. 1 ст. 80 НК);</li>
<li>журналы учета счетов-фактур (п. 3.1 ст. 169, п. 5.2 ст. 174 НК);</li>
<li>расчеты по страховым взносам (п. 7 ст. 431 НК);</li>
<li>сведения о доходах физических лиц — форма 2-НДФЛ (п. 2 ст. 230 НК);</li>
<li>расчеты сумм НДФЛ — форма 6-НДФЛ (п. 2 ст. 230 НК);</li>
<li>налоговый расчет о доходах, выплаченных иностранным организациям (п. 4 ст. 310 НК).</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="11">Налоговая отчетность на ОСНО</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Организации на общей системе платят:</span></h3>
<ul class="c-list">
<li>НДС как налогоплательщики, если не получили освобождение, а также как налоговые агенты по НДС (ст. 143, 145, 161 и 174.2 НК);</li>
<li>налог на прибыль, если не освобождены от налога, и как налоговые агенты (п. 1 и 5 ст. 246, п. 3 ст. 275, п. 5 ст. 286, п. 1 ст. 309, п. 1 ст. 310 НК).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="15">Отчетность по НДС и налогу на прибыль сдают налогоплательщики и налоговые агенты (п. 5–7 ст. 174, ст. 289 НК). Обязанность платить другие налоги и сдавать другую отчетность зависит от того, есть ли у организации объекты налогообложения. </span></p>
<div align="left">
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<table class="fixed-columns-width" width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="16"><strong>Платеж</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="17"><strong>Отчетность</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="18"><strong>Кто платит и сдает отчетность</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom" colspan="3">
<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="19"><strong>Все налогоплательщики и налоговые агенты</strong></span></h3>
</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="20">Налог на прибыль</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="21">Декларация по налогу на прибыль</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="22">Все организации, если не освобождены от уплаты налога как участники инновационных научно-технологических проектов</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="23">НДС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="24">Декларация по НДС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="25">Все организации, если не получили освобождение</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom" colspan="3">
<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="26"><strong>Если есть объект налогообложения</strong></span></h3>
</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="27">НДС и акцизы при импорте товаров</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="28">Декларация по косвенным налогам при импорте товаров с территории стран ЕАЭС</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="29">Импортеры при ввозе товаров из стран ЕАЭС</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="30">Таможенная декларация</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="31">Импортеры при ввозе товаров из стран за пределами ЕАЭС</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="32">НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="33">Расчет 6-НДФЛ</span></p>
<p><span data-role="phrase" data-phrase-id="34">Справка 2-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="35">Организации — налоговые агенты, которые выплачивают гражданам облагаемые НДФЛ вознаграждения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="36">Взносы на пенсионное и медстрахование, на случай болезни и материнства</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="37">Расчет по страховым взносам</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="38">Организации, которые выплачивают гражданам облагаемые взносами вознаграждения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="39">Акцизы</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="40">Налоговые декларации по акцизам:</span></p>
<ul class="c-list">
<li>на табачные изделия;</li>
<li>спирт, алкогольную и спиртосодержащую продукцию;</li>
<li>нефтепродукты, автомобили и мотоциклы;</li>
<li>на нефтяное сырье (начиная с отчетности за апрель 2020 года)</li>
</ul>
</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="42">Организации, у которых есть операции с подакцизными товарами</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="43">Налог на имущество</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="44">Декларация по налогу на имущество</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="45">Собственники недвижимости, которая считается объектом налогообложения. Есть льготники, которые налог не платят и отчетность не сдают</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="46">Транспортный налог</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="47">Декларация по транспортному налогу</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="48">Налог платят организации, на которые зарегистрированы транспортные средства — объекты налогообложения. До 2021 года налог не платят национальные футбольные ассоциации, UEFA и т. п.</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">Начиная с отчетности за 2020 год декларацию по транспортному налогу подавать не надо</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="50">Земельный налог</span></td>
<td class="bdTop">Декларация по земельному налогу</td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="52">Налог платят владельцы земельных участков — объектов налогообложения на праве собственности, постоянного (бессрочного) пользования. Некоторые организации освобождены от земельного налога</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">Начиная с отчетности за 2020 год декларацию по земельному налогу подавать не надо</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="54">Водный налог</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="55">Декларация по водному налогу</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="56">Организации при заборе воды из подземных водных объектов и в других случаях, когда используют водные объекты по лицензии</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="57">Единый налог на вмененный доход (ЕНВД)</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="58">Декларация по ЕНВД</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="59">Совмещать общую систему с уплатой ЕНВД вправе организации, которые ведут разрешенную на вмененке деятельность в регионе, в котором введен этот спецрежим. Подробнее о плательщиках ЕНВД</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">С 2021 года ожидается отмена ЕНВД (п. 8 ст. 5 Закона от 29.06.2012 № 97-ФЗ). Если действие этого налогового режима не продлят, последнюю декларацию по ЕНВД сдайте за IV квартал 2020 года</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="61">Налог на добычу полезных ископаемых (НДПИ)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="62">Декларация по НДПИ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="63">Пользователи недр при добыче полезных ископаемых</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="64">Налог на дополнительный доход от добычи углеводородного сырья (НДДДУС)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="65">Декларация по НДДДУС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="66">Организации, которые осваивают недра для добычи углеводородного сырья, получили лицензии, в том числе на разведку и добычу нефти. Подробнее о плательщиках НДДДУС</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Кроме того, организации на общей системе могут:</span></h3>
<ul class="c-list">
<li>платить взносы «на травматизм» и сдавать отчетность в ФСС;</li>
<li>сдавать отчеты в ПФР и статистическую отчетность в Росстат;</li>
<li>перечислять плату за негативное воздействие на окружающую среду, экологический сбор, утилизационный сбор и сдавать по ним отчетность в Росприроднадзор.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="69">Налоговая отчетность на УСН</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="71">Организации на упрощенной системе вместо НДС и налога на прибыль платят единый налог с доходов или с разницы между доходами и расходами (п. 2 ст. 346.11 НК). Из таблицы вы узнаете, когда обязанность платить НДС и налог на прибыль возникает даже на упрощенке, какие еще налоги перечисляют на этом спецрежиме, какую отчетность сдают.</span></p>
<div align="left">
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
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<tbody>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="72"><strong>Платеж</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="73"><strong>Отчетность</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="74"><strong>Кто платит и сдает отчетность</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="75">Налог при УСН</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="76">Декларация по налогу при УСН</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="77">Все налогоплательщики</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="78">Налог на прибыль</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="79">Декларация по налогу на прибыль</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="80">Налоговые агенты по налогу на прибыль. Декларация не нужна только по дивидендам от российских организаций</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="81">НДС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="82">Декларация по НДС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="83">Все организации, если:</span></p>
<ul class="c-list">
<li>выставили счет-фактуру с НДС;</li>
<li>​​​​​​проводили операции по договорам совместной деятельности, доверительного управления имуществом, по концессионным соглашениям;</li>
<li>обязаны восстановить НДС при реорганизации</li>
</ul>
</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="85">НДС и акцизы при импорте товаров</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="86">Декларация по косвенным налогам при импорте товаров с территории стран ЕАЭС</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="87">Импортеры при ввозе товаров из стран ЕАЭС</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="88">Таможенная декларация</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="89">Импортеры при ввозе товаров из стран за пределами ЕАЭС</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="90">НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="91">Расчет 6-НДФЛ</span></p>
<p><span data-role="phrase" data-phrase-id="92">Справка 2-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="93">Организации — налоговые агенты, которые выплачивают гражданам облагаемые НДФЛ вознаграждения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="94">Взносы на пенсионное и медстрахование, на случай болезни и материнства</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="95">Расчет по страховым взносам</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="96">Организации, которые выплачивают гражданам облагаемые взносами вознаграждения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="97">Взносы «на травматизм»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="98">Расчет 4-ФСС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="99">Организации, которые выплачивают гражданам облагаемые взносами вознаграждения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="100">Акцизы</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="101">Налоговые декларации по акцизам:</span></p>
<ul class="c-list">
<li>на табачные изделия;</li>
<li>спирт, алкогольную и спиртосодержащую продукцию;</li>
<li>нефтепродукты, автомобили и мотоциклы;</li>
<li>на нефтяное сырье(начиная с отчетности за апрель 2020 года).</li>
</ul>
</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="103">Организации, у которых есть операции с подакцизными товарами</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="104">Налог на имущество</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="105">Декларация по налогу на имущество</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="106">Собственники недвижимости, которая считается объектом налогообложения и налоговой базой для которой является кадастровая стоимость. Есть льготники, которые налог не платят</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="107">Транспортный налог</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="108">Декларация по транспортному налогу</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="109">Налог платят организации, на которые зарегистрированы транспортные средства — объекты налогообложения. До 2021 года налог не платят национальные футбольные ассоциации, UEFA и т. п.</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">Начиная с отчетности за 2020 год декларацию по транспортному налогу подавать не надо</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="111">Земельный налог</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="112">Декларация по земельному налогу</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="113">Владельцы земельных участков — объектов налогообложения на праве собственности, постоянного (бессрочного) пользования. Некоторые организации освобождены от земельного налога</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">Начиная с отчетности за 2020 год декларацию по земельному налогу подавать не надо</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="115">Водный налог</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="116">Декларация по водному налогу</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="117">Организации при заборе воды из подземных водных объектов и в других случаях, когда используют водные объекты по лицензии</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="118">Единый налог на вмененный доход (ЕНВД)</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="119">Декларация по ЕНВД</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="120">Совмещать упрощенку с уплатой ЕНВД вправе организации, которые ведут разрешенную на вмененке деятельность в регионе, в котором введен этот спецрежим. Подробнее о плательщиках ЕНВД</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom" colspan="3">С 2021 года ожидается отмена ЕНВД (п. 8 ст. 5 Закона от 29.06.2012 № 97-ФЗ). Если действие этого налогового режима не продлят, последнюю декларацию по ЕНВД сдайте за IV квартал 2020 года</td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="122">Налог на добычу полезных ископаемых (НДПИ)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="123">Декларация по НДПИ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="124">Пользователи недр при добыче общераспространенных полезных ископаемых</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Кроме того, организации на упрощенке могут:</span></h3>
<ul class="c-list">
<li>платить взносы «на травматизм» и сдавать отчетность в ФСС;</li>
<li>сдавать отчеты в ПФР и статистическую отчетность в Росстат;</li>
<li>перечислять плату за негативное воздействие на окружающую среду, экологический сбор, утилизационный сбор и сдавать по ним отчетность в Росприроднадзор.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="133">Отчетность по страховым взносам</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="135">Отчетность по страховым взносам организации сдают по двум основаниям — по НК и по закону о страховании от несчастных случаев и профзаболеваний.</span></p>
<p><span data-role="phrase" data-phrase-id="136">Отчетность по страховым взносам на обязательное пенсионное, социальное и медицинское страхование, сдавайте в налоговую инспекцию (п. 7 ст. 431 НК). Начиная с отчетности за 2020 год действует форма расчета, которая утверждена приказом ФНС от 18.09.2019 № ММВ-7-11/470.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="137">Отчетность по страховым взносам на травматизм нужно сдавать в ФСС. Для этого предусмотрена форма 4-ФСС, утвержденная приказом ФСС от 26.09.2016 № 381 (подп. 17 п. 2 ст. 17 Закона от 24.07.1998 № 125-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="138">Документы по экспорту</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="140">Если организация применяет общую систему налогообложения и экспортирует товар, то вместе с декларацией по НДС она должна представить документы, подтверждающие ее право на нулевую налоговую ставку (п. 10 ст. 165 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="146">Документы по импорту из ЕАЭС</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="148">Если организация ввозит товар в Россию из стран ЕАЭС, то вместе с декларацией по косвенным налогам она должна представить документы, подтверждающие ввоз товаров и уплату НДС (п. 20 приложения 18 к договору о Евразийском экономическом союзе).</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="154">Документы по доходам из-за границы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="156">Если организация получила доход от источников за пределами России, она может воспользоваться вычетом по налогу на прибыль (ст. 311 НК). Для этого вместе с декларацией о доходах, полученных за рубежом, организация должна представить документы, подтверждающие уплату (удержание) налога за пределами России (п. 3 ст. 311 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="157">Декларацию о доходах, полученных от источников за пределами России, организация составляет в своих интересах. Поэтому сроки ее подачи в налоговую инспекцию законодательно не ограничены.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="158">Документы по налоговым льготам</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="160">Если организация применяет налоговые льготы, то в некоторых случаях вместе с налоговой отчетностью она должна представить документы, подтверждающие это право. Например, сдавать такие документы должны организации, которые пользуются налоговыми льготами в Московской области (п. 1 ст. 1, п. 2 и 3 ст. 4 Закона от 24.11.2004 № 151/2004-ОЗ). </span></p>
<p><span data-role="phrase" data-phrase-id="160">Следует отметить, что это является требованием не налогового законодательства, а условием использования льготы, установленным региональным законодательством. Без таких документов применять льготы организации не вправе.</span></p>
<p><span data-role="phrase" data-phrase-id="161">Кроме того, если организация заявила в декларации льготы, то при камеральной проверке инспекция вправе затребовать пояснения об объектах налогообложения, по которым применены льготы, и документы, подтверждающие право на льготу (п. 6 ст. 88 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="162">Сведения о численности сотрудников</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="164">Начиная с отчетности за 2020 год сведения о среднесписочной численности сотрудников организации и предприниматели отдельно не представляют. Эти сведения включают в расчет по страховым взносам и сдают в составе этих расчетов.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="164">Такой порядок следует из пункта 2 статьи 1 Закона от 28.01.2020 № 5-ФЗ.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="165">Доверенность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="167">Если налоговую отчетность на бумаге подписывает и сдает уполномоченный представитель организации, то он должен приложить копию доверенности на право подписи (абз. 3 п. 5 ст. 80 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="168">Когда уполномоченный представитель сдает налоговую отчетность в электронном виде по ТКС, нужно направить в налоговую сообщение с реквизитами доверенности на подпись и сдачу отчетности. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="168">Сообщение направляйте каждый раз при отправке отчета в формате, утвержденном приказом ФНС от 19.10.2018 № ММВ-7-6/602 (абз. 4 п. 5 ст. 80 НК).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="169">Прочие документы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag">в 2020 году Правительство продлило сроки подачи пояснений и документов по требованиям налоговых инспекций и ФСС.</div></div>
<p>&nbsp;</p>
<div class="incut-v4__content">
<h3><span style="text-decoration: underline;">Продлили сроки подачи пояснений и документов по требованиям, полученным в период с 1 марта по 31 мая 2020 года:</span></h3>
<ul class="c-list">
<li>на 10 рабочих дней — документов и пояснений, затребованных в рамках камеральной проверки деклараций по НДС;</li>
<li>на 20 рабочих дней — документов и пояснений, затребованных ИФНС в других случаях;</li>
<li>на 20 рабочих дней — документов и пояснений, затребованных ФСС.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="174">Такой порядок предусмотрен постановлением Правительства от 02.04.2020 № 409.</span></p></blockquote>
<p>&nbsp;</p>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="175">Для проведения налогового контроля налоговая инспекция может затребовать у организации и другие документы, которые не являются налоговой отчетностью (подп. 1 п. 1 ст. 31, ст. 88 НК). Обычно такие документы требуют в ходе камеральных проверок.</span></p>
<p><span data-role="phrase" data-phrase-id="176">Состав документов, которые инспекция вправе затребовать при проведении камеральной проверки, ограничен. Рассмотрим подробнее несколько распространенных случаев.</span></p>
<p><span data-role="phrase" data-phrase-id="177">Полный перечень случаев, когда организация обязана представить документы, см. в рекомендации В каких случаях инспекция вправе истребовать документы при камеральной проверке.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="178"><strong>К декларации не приложили обязательные документы</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="179">Налогоплательщики обязаны представлять в инспекцию документы для расчета и уплаты налогов, если такое требование есть в НК (подп. 6 п. 1 ст. 23 НК). Например, если организация заявляет нулевую ставку НДС по экспортой операции, вместе с декларацией она должна сдать пакет документов, подтверждающих экспорт (п. 10 ст. 165 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="179">А если организация ввозит в Россию товары из ЕАЭС, к декларации по косвенным налогам надо приложить пакет документов, предусмотренных пунктом 20 приложения 18 к Договору о ЕАЭС. Отсутствие этих документов — основание для того, чтобы инспекция затребовала их у организации.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="180"><strong>Расхождения в сведениях по имущественным налогам</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="181">Информацию об объектах обложения имущественными налогами, ИФНС получают их других госорганов. В частности, из Росреестра или из ГИБДД. Иногда эта информация отличается от реальных данных. Например, в сведениях, которые Росреестр передал в налоговую службу, указан объект недвижимости, зарегистрированный на организацию. Однако организация продала этот объект и в декларации по налогу на имущество его не отразила. </span></p>
<p><span data-role="phrase" data-phrase-id="181">В этом случае инспекция направит компании сообщение с требованием представить пояснения о расхождениях. Ответом на такое требование могут  быть документы, подтверждающие продажу недвижимости.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="182"><strong>Уточненка с уменьшенным налогом по истечении двух лет</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="183">В этом случае инспекция вправе потребовать первичные и другие документы, которые обосновывают изменение показателей, отраженных в первоначальной декларации. Например, организация подает уточненную декларацию по налогу на имущество. На основании этой декларации она задним числом уменьшает сумму налога в связи с уменьшением кадастровой стоимости недвижимости. </span></p>
<p><span data-role="phrase" data-phrase-id="183">В этом случае инспекция может потребовать документы, которые подтверждают обоснованность пересчета. Например, региональный нормативный акт или решение суда (комиссии) о снижении кадастровой стоимости объекта.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="184"><strong>Применение льгот</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="185">Инспекция вправе потребовать документы, которые подтверждают, что деятельность или отдельные сделки организации соответствуют условиям применения льгот. Например, аптечная организация применяет льготу по НДС, предусмотренную подпунктом 24 пункта 2 статьи 149 НК. </span></p>
<p><span data-role="phrase" data-phrase-id="185">В этом случае организация должна подтвердить, что она действительно производит лекарственные препараты, изготавливает или ремонтирует очки, слуховые аппараты и протезно-ортопедические изделия. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="185">Подтверждением может быть реестр документов, рекомендованный письмом ФНС от 26.01.2017 № ЕД-4-15/1281.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kakie-dokumenty-i-otchetnost-sdavat-v-nalogovuyu-inspektsiyu/">Какие документы и отчетность сдавать в налоговую инспекцию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как оформить налоговую отчетность</title>
		<link>https://enterfin.ru/kak-oformit-nalogovuyu-otchetnost/</link>
					<comments>https://enterfin.ru/kak-oformit-nalogovuyu-otchetnost/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 11:07:45 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22859</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Формы отчетности &#160; Формы и электронные форматы налоговых деклараций (расчетов), а также порядок ихзаполнения и представления по телекоммуникационным каналам связи должна утверждать ФНС по согласованию с Минфином России (абз. 1 п. 7 ст. 80 НК). Большинство форм отчетности в настоящее время соответствует этому требованию. Если отдельные формы были введены в действие приказами финансового ведомства, их можно применять до тех пор, пока налоговая [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-oformit-nalogovuyu-otchetnost/">Как оформить налоговую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Формы отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Формы и электронные форматы налоговых деклараций (расчетов), а также порядок ихзаполнения и представления по телекоммуникационным каналам связи должна утверждать ФНС по согласованию с Минфином России (абз. 1 п. 7 ст. 80 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="4">Большинство форм отчетности в настоящее время соответствует этому требованию. Если отдельные формы были введены в действие приказами финансового ведомства, их можно применять до тех пор, пока налоговая служба не издаст приказы об утверждении новых документов (п. 14 ст. 10 Закона от 27.07.2010 № 229-ФЗ).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="5">Бланками налоговой отчетности инспекции должны обеспечивать организации бесплатно (абз. 8 п. 3 ст. 80 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Все формы налоговой отчетности в настоящее время приспособлены для считывания информации с помощью сканеров (являются машинно-ориентированными). В связи с этим к бумажным бланкам предъявляются дополнительные требования.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="7">В частности:</span></h3>
<ul class="c-list">
<li>бланк должен быть напечатан на бумаге формата А4;</li>
<li>ширина полей не должна превышать допустимые пределы. Например, для книжной формы бланка ширина левого поля должна быть от 5 до 30 мм, а верхнего, нижнего и правого — не менее 5 мм;</li>
<li>информация должна быть только с одной стороны листа;</li>
<li>текст должен быть напечатан только черным цветом, шрифт — Times New Roman или Arial;</li>
<li>размер шрифта для наименования формы документа, ее разделов и подразделов — высотой 11 или 10 пунктов, для текстовых фрагментов — высотой 9 пунктов;</li>
<li>межстрочный интервал — одинарный;</li>
<li>бланк должен содержать штриховой код и т. д.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="9">Такой порядок предусмотрен Стандартом форм документов, утвержденным приказом ФНС от 06.07.2017 № ММВ-7-17/535.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9">Поэтому, если организация сдает декларации на бл</span><span data-role="phrase" data-phrase-id="9">анках, размноженных на копировальной технике, этот порядок нужно соблюдать.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="15">Состав отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">Каждая налоговая декларация или иной документ, служащий основанием для расчета и уплаты налога, содержит несколько листов. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Как правило, декларация включает в себя:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>раздел, в котором отражается сумма налога, подлежащая уплате в бюджет;</li>
<li>разделы, в которых отражаются основные показатели, необходимые для расчета налога;</li>
<li>разделы, в которых отражаются дополнительные данные, используемые для расчета налога (при необходимости).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="19">Такой порядок следует из пунктов 16, 23 Стандарта форм документов, утвержденного приказом ФНС от 06.07.2017 № ММВ-7-17/535. </span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="20">Кто подписывает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="22">Заполненные формы налоговой отчетности должны быть подписаны законными или уполномоченными представителями организации. Если это предусмотрено порядком заполнения, то подпись и дату должна содержать каждая страница декларации.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18953188" class="inimg aligncenter" 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alt="" width="315" height="42" /></span></span></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="23">Если отчетность подает законный представитель (генеральный директор или учредитель) организации, то в поле «Достоверность и полноту сведений подтверждаю» укажите «1». Когда же декларацию сдает уполномоченный представитель — поставьте «2». Ниже напишите фамилию, имя, отчество полностью, как в паспорте.</span></p>
<p>&nbsp;</p>
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pwWxuzx/qvMYeZ95R8ufvD1r4++GHwD+JPwo0v4b6xqHgm48by6HaeJ9LvPD6Xuni4R76+eaK8DSSpbkSRqEk2srgS42sAwE3w6+APj74GzacuoeCI/jJFdfD+28Lz2MV9Zpb2k8U8sht5vtZQm0kWcDKJIR5JzEflpR97f+t/8AL8Ry0v8A11X+Z9Q3X7RfwtsdavdHuviV4Pt9YsWmW606TXrRLi3MQYyiSNpAyFArFgw+Xa2eld3b6lDe2sNzazR3FvMgljljbesiEZVlI6gjnivkz4j/AAN8c654s+PN3p/h2JLPxR8ObXQdJitbyJYZr1IrlTAgYqyBfMQB3VAMmup/Zg0n4t6Lq11pnjGLXoPCFpoNhBaQ+KP7H+1pfrvWYQ/2ZkG38sRgeeS+QPepTv8A16/5Dl7u39bf5ntNr8VfB99fWVnb+LNDnub66msLSCPUIi9xcw58+GMbsvJHg70XLJj5gKoeMPjp8PPh3rC6V4q8feF/DWqPGsy2Wsaxb2kzRsSFcJI4JBIIzjtXxf8ACz9k74n6J8fPCfjjWdNYabpPjrxFdw28V5bkWum3aTsLpgJTueaWSNSo+ZViTKg5J7f9pr9n7x78RPGHxmvNB8PrfWuv+AbDRdOm+128f2m7ivpJXh+d1Kny2HzPhf8AaprVR8/w0uVZczjf+r2/4J9WX3xO8J6X4ssfC954o0W08S38Yls9Fn1CFL24Q7sNHCW3uDsflQR8jc8HGTP8evh1beLv+EVl+IPhSPxR9oFp/Yja1bC9M54EXkb9+7JHG3PPSvmnx58A/H+seIfiJoFp4e+2w+MvFGi6/aeOVvLfbpUNqbffDNG7/aPNi+yt5YRJEPnjLR/PtSz+B/xB1a3k1OXwvcaTPqHxns/GP9mXl9aNcW2mRwxI8j+XM8e7dGzbEdmww4pR95q/9bf5v7jO75eb+uv+R9V2fxQ8KaheWltaeKNEuri8vLjT7aGDUInknuYATPCihiWkjCksgyy45ArNb47fDuODXpW8feFlTQHWPV2Os2wGnM0nlqtxl/3JL/Lh8fNxXyD8P/2W/iho3xC8Natey6hY6Zb+NPFeoy2v2ux+zadbXttcJa3iGMLOzO8iZQyMQOqR81u/C74B+P7WPwBY3/hVfC//AAgPg3VvDtzeLe20ieIri5VVRrdY3LeSWiM7GdYm3yqCpIYqr6c3lf8AC9v67lte9y/1vY+m/D/7QXw18WDUX0P4i+E9Zj022e9vm0/W7W4FrbqBumlKSHZGvQs2ByK6DWPiB4d8OeGj4j1fX9L0rw8qLK2rXl7FFa+W+NjeazBAGyu055yPWvgH4l/CfWtF+Ef7NngGeS10v4g6pYt4G1rRPtMc102k3EaveuohZtyQtbITIp2rnk819S/tEfDvXNcm+GGs+HNGk8RQ+DfEsGrXHh2CWCGS6iEEsQMLTskfmRGUSKrOoIUgEEDFyXKrrvb8d/uM4yu7eV/+B953erftAfDPw/pek6pqvxG8J6bpWrxvLpt9ea3aww3qocO0LtIBIASASpI5q9qnxg8FaJ/YY1Hxh4f0469s/sf7ZqkEY1MNt2G2y/73d5iY2Z++p7jPyz8Svhr8Qde8ZfD3xZoHw31fwLZWkfiGPUNO8G3uhSX6G7eHypJlvCLUvMI3kl8sy4zjzG6155J+yd8Sbfw1Z6de+HtWksNc8Bad4avNF8J6ppUUFjLDJKzQ3M+orcOsWJVfzbPzH3pI23JjzGy1/rf/AC/Ev+vy/wAz7d1D49fDjSfFX/CL33xA8K2fibz47b+xbjWraO9818bI/JZw+9ty4XGTuHFWrb4zeBbweIGt/GvhyZfDoY60Y9Wt2/szaWDG5w/7naVYHfj7p9K/PHxFceMfE3wH1Xxh/wAIL4otdD1fx7pnjKHxJPfaY5TS4fs0EUjKt0JvtBWFWIEQG4k7sdOo0n9kz4kr8LdU0O50XxJN4i0f4fal4UsZbzWNFj068mmCgQWsdvCs0kDNH5ge8ljZMgFWLORf2XL+tr/8AXX+u9j7tuvix4M09Lh7rxhoFtHbi3MzTanCgjFx/wAexbLfKJf4P7/8OayvE3xq0HSdPujo+paR4j1mDUV0tdFt9ZtYbme6G1pbWMySBPtKxFnETsucAMyKd4+LPGH7Kfxit/CfxIttKs7rxRrWp2ngv+y7rWrrT4t0lhK0lxEwg8pfLhOByNxH3WkPNUv+GNvixo0cel6PBOsh+KR1uTxJNeWxn+wzaf5FxqQXzQQ/mPK4T727b8hAxRZczjf5/NL9RX/r5N/pY+9/h54+tfiJ4Q0/XrKSxliulbeun6hDfRwyKxV4jNCzIzqQVYKSAwIyetSf8LK8L+d5f/CTaNu/tA6QF+3xZ+2hdzWv3v8AXBefL+9jnFfO37I+heKvgJ4X8GfCjXfCEtvHctr2oPe/2klwbONL4NArIu4ussdwG3bvlYbSCx45a08Fp4m/b08R6fpN3Z6n4W0izXxff21rIJBZa9LavpwikwdqStAom2sQw2k9CCIldaLt/X4XGut/6/p2PqIfGrwH9jF3/wAJv4b+yf2edXNwdWtxGLEPs+1bt+PJ3/L5n3c8Z7VVk/aC+GcOi6fq8vxF8JR6TqE72tpqDa5ai3uZkxvjikMm12XIBCkkEjIr4w+Gv7Pnxq+GvwOvPDEPhmO61e8ttCvv7QM+mzXduba6IuLCASs1uZo41EsEzLgNM+ZGdQ1UrX9n/wCJ2n+Gfi9o9r8HNTuJPF+oX0uk61e+J9PvtQgt5YbVBZXzzzNILeURkTPDcNKDFiPpFKb6v+v63/AfQ+7NY+MHgnw94qi8M6p4x8P6d4jmVXi0e61OGO8dWztYQswcghWOQMYUnoM01fjF4Iawjvf+Ez8Oiyl099Wjuv7Ug8t7JCA9yG3YMSsQDIDtz3r4r+NXwA+MHjPxJeRt4SuNSeLxRous2Fz4f1ezsNIWzhht0uS0LSJNc3W+PAkuUfbHGoSRP9XJz3hv9kH4t6N8Nzpl3aX+pX0vwi1PwylldXumiOx1Ga6ikjsYmiKFlZVY+ZK0ig/x9qjo/wCujf8AwAfT+uqX6n35efFbwfYLdPc+LdCto7RbZ7lptRhUQrcnFszkuAolPCZ+/wDw5q14p+IHh3wSsD6/4g0nQUnErRNql7HbeYIkMkpXeRkKiszEfdUEnivhbxF+yz8Vbfwn8TrWKHVPEV/rFj4LXTrqW70uK6d7C48y7ijCiKAeSpAj80Yb+89dHf8AgX4761468NeI9f8ACereNdI8N6xqk+m6b4iudEt9UktJtFaERXP2R1tCj3LMg2ZbaSXAGBTlpzW6fjt/mOPvPX+tL/8AAPsnR/HegeIr+Sy0nW9N1S8jt4LxrezvI5ZBBMCYZiFJ+RwrFW6MAcZrfr5c/Yt+CPi39nm18QeGPEmmQXy3yWmox+J7e6MhZvIWI6awkleXZaiMLEQBH5bjGH3A/UlXJW2IiJRS0VJQlFLRQAlFLRQAUUUUAFFFFABRRRQAUUUUAQtao2M54O78aBaxgYx6/rU1FAEBtUbG7LDORuOR+VeV/ET9pT4ffCvxBc6J4k1LUrS/tdNXWLxbXRL+9jtLJpHQTzSwQukUe6OT5nIA284r1ivj/wDaU/ZX8afFP4meJPEnhtNFuLPWPCUfh+JdQ8TahpgguFmmk82a3t7eWK9hIkTMM2UbadwxUXfMikkfSHiT4oeGvCN14WttU1NYH8TXq6dpBjjkkS5maJpQAyKQo2Ix3MQO2a5C4/am+G1r4Z07xANZvr7TdRa+Nu2maJqF5M62cpjupDDFA8ixRP8AK0jKEBK8/MM878bv2e9V+LFv8JLJdTjW28J65DqOr3FveT6ZPPGlrLG32ZrXDRSF5FbCvHgZG6vHF/Yv+IFn8M/CvhI33h3xHpNjb69bXui6vqd4LAzXl281pfOBE32yW3Vydk4XD/Mjq3zUTbV7f1ZX/EmHvWv/AFufQn/DUfwsXU7Kyj8U/aBeJZut5b2NzPYwfbRm0E92sZgt2lUqVSWRGO9Dj5xmrY/tbfC/UIvE8p1fVrO38Mp/xOJtR8N6nZpZP8oELPLboPObzI9sSkyPuG1TXlf7OH7OnxX/AGcdKbRdEm8F31tq8eky6lqN7eXkklhLBbR290sMAiUXKSLDujZpYSrSNuVguG0PEn7KfinWLX4rTRaxpNvqGueMtO8YaCkhleHzLNbYpDdgICokaAqzR7yoIb5uVrSUVGfKtv8Ahv8AP52Ji7rX+t/8vken3P7UHw0ttDtNRbWr+Q3eqHR49Nj0S+l1P7asZlMLWKwG5VvLXzOYx8pRh8rKTVX9rz4Tf8I7Za9J4nkh0+6sNQ1SGSbS72Nzb2U4gumMbQ71ZJCF2FQ56qpFeQ63+yL4w8feNv8AhJNfv9L0G51nxbbeINWbw7qt0tzptta2X2eG3sboQxOXmJbzpMRYViFBODXBeIP2FPib/wAKw8PeGdEvPC11cWmi+JtEuJNR1e7VUGpX63EUyv8AZZGlIjUKwcLkn7xo/r8P/ktDRJf16tf8E+spv2kvh7baXqd7/brTxafrH/CPvb2thdT3MuobFk+zQ28cTSzt5bq/7pGG3J/hbbynjz9qjw3b+F9F1Dwl4h8P3FxqdheaxbR+IEvLa2lsbVWF2xkjgdoZIXKZjdN7FHj2qTvTwXRv2XfiD4k1HxB/atjY2Gu6T46j8WWkdrr+o2NjqEFzpqW0kEeowQRzRPGEU+ZHGw3ZQggk1b8RfsD+I/FP/CEwNc6Fo2k2Vnrza7ptpqOoXQurm+ZJY4xPdebLKnmxRmaRnQybXAjUORUS1Wn9aX/PQmOm/wDWtj6tt/jB4UX4Qx/EmfWI38IrpS6q+qQ2cyh7YR794hKmQcZITBb2rlLb9rn4YXH9pINY1aK8sJLOKTTLjw3qcF/I91v+zpDavbiacuIpWAjRsKjE4AzXmPxK+Fnj3Qv2N/BfwZ0TTbXW/EeqWdl4S1G+S4nWxsoFgJnuHkSFnEJEJhBKDBmUnoQfNvG/7OPxP+In7T114p1DQtJ0u4+yadqtqmleKNSispVtlntJLU6nDaQzQTMl2ZVMaHAjKsGVztqbSnKMdr2/r5ExT5G3va59UXH7Tnwyt9H0jVJfE0f2DVNPvdUspfstw5aCz2i53LsyksTEK0LAS7srt3AqM+1/a0+GV54ii0VdS1iK6m1WLQt9x4Z1SG3TUJFUpaSTtbCJJSHXKO4I7gV4R4m/YZ8S6ppXgptJufD/AIf1TQbfWr9oYr/Ubu2/tW5ngubbc115r3MIlt1E3m4Em5nESnCjp9N/Zd8c3Vkt7ql14fs9YvPila+Pby2srqaa3hto0RGgjmaBHeQiPIyiAEjBGORayT/rdL9W/l5lPRNr+tL/AJ6fM9S8Q/ta/Czwnqeo22reI5rL+zxehrttIvjaym1Qvdxw3Ah8qeSIIxeOJ3cbGGMggWdJ/am+GWtaTq+oWviSUwaXHbzzxXGm3cN1JHcOEtngt3iEtwkrELG0SuJCQF3E18c/tJfsa/FDWvDuv+IpoND8X6rpsniG8Gqpc3t5rmq2t3bzx2lnHD5DCEQeYmy3jkaNmZ2AVtxk9Nk/Zt+LPjjRZ/E0uq6V4R8QzeHNB0K20/TNTvbRbq0tLg3Fyt1OkMctq8wYx7Y1kMa7l3OGapjrr6fjccvd0X9a2/4J714d/ai+G3ijVl0yx8QTDVmF8zWF3pV7a3EP2NY2uRLHNCjRMqSxna4Und8oapW/aX+G1lpOh38viSO2sta0OfxHYTS2c6pLpsESyyzH938gCOCFfaxydqnGK+UvB/7EvxQ+H3xP1Dxdouk/Di0sLuTWTBoNlq93a29pFf21tCkcbCwIbyzC38A37h9zdhbC/se+Mvi18Pvgfa6s1r4dsfCXhfUvD+taZdNOkt7J8sdvgGEYgaS1ilctglCFAYMcr7HOt/8AgN/nb7xfa5f66f8AB+4+kb/9r/4R6Xolxrd14tWDS4tDtvEU1y1hdjFhcy+VBL/qsktINoT74PBUV642oWw03+0PNzaeV5xk9VxnJ/A1+fnjD/gnT458XeHbfTrnX9B22fw90/w3Dai5n8iTVrZ32TyHyM+Skcs20gbgxU7cqDX2B4Nm8Y6nD430PW7GxttNsZY7DRLu2jlX7RCbOIu8hkxvxM0g3ooXC46hjVTs4vl8/wA2hR3jfr+GiMzwL+1n8LPiJJs0TxFceX/ZMuvi41LRr7ToH0+N1SS4SW5hjR0VmGSrH9Kt6R+018Odc8J+IvEkGu3EOnaBZpqmoi90q9tbiG0dN8c4t5YVmeJ1UlXjRlYqwBJBr560H9hnxT/wg+geGda1/SLSK1+GV74Lu7rT3lmaO6nvI5lmRHjTfCFjw24qfQDrVb4y/A/4t+JtL1O4udK0CfxV4y0mx+Hn2bRtQu5tNsNPj8+5ub+5lNsGQSMrQqojIjMiZeQsVqmlff8Aq7S/JfeVH3lf+un+b+49rvv24fhFpd1cWt9q3iG0ubZrZJ4bjwZrKPG1wcW4cGz4MpBCf3/4c1ueK/2rvhr4Huzba3qmsWdymlR61PH/AMI1qcjWVk5KrNdBLY/ZhuRsibYRjkCvnXxp8B/ir8RvjR4rTU9A0PRU14eGtZjvLPV7u9srddKvDvhadrKLdNKkpZV24AjOTzkdb+0p+y743+K3xK8Q+I/Dw0e5stW8JR+Hok1DxNqGmiC4WeeUTS21vbyxXsOJUBhmyjbTuU1G8fm/wV/z0Evia9PxPa9a/aQ+HPh3xYmg6h4jSPUC8MLTQ2lxNZwyzIZIIpbqONoIpZEAKRvIruGXaDuXODoX7Yfwl8UaZLqOm+I728tP7ObVY3XQ9QVrq0R9kstspg3XAjbAk8oN5eCX27Wx4r4o/Ys8QXPiDxM7HSvEmg65fWWsXU1zrmr2Jt5oIIY5Ej0qyZLaVi9sjRys6mMtgo4jCnG+AXwM+L198JPhnrEtnonhrWfCPgzUNL0Ox1ZrmOaS7vNi7r6B7cCJIkjHyAy7zydnSqXwt9v8m/zVge68/wDNL8j6dj/aY+Gt1qy6faeI/tt6b1NO8qzs7mZjI9st0G+SMgxCB1kabPloG+ZgTWf4X/a3+F3jB3Fjrt5BFHos3iEXGraHf6dDJpsZQSXUclzBGkkQ3rkqx68Zr5bvv2QPiJ+zfZ6/4p+HdxZeJdXnuItHtbO6a4mdtPubG2s5JVjWNhbvDdRxzlYAE+zxlNypGsY2pvgP8YtJ8QeD9EtrXTfDUn/CuL7wHY+IvDusXt6LCaNIZYryaQ2UP2cM0ARcMWzJlSdvIv6+5v8Ay+99hLW39dUv8/uPpDSf2pvhprer2ukrrV9aavd6hbabFpuq6Lf2F1500Uk0AaGeBGVHWGUiVgIz5ZG/IxTYf2sPhZcQ+IZV8Tv9l0WzutQuZ2027WKa2tpDHcTWshiC3SRsCGa3MijjkZFfMWn/ALAvjC++KFl4gv4fDHhfRJtS0i8v7Tw5rupLen7Lb3kc0v2sQxSSTzPOkplZlfcSGYkFpO++Hn7MPxO+Hq+FPsV/4TluPh5oOraP4UmuJ7qRNTluZFMUl/EIk+zqiQxhkieUsxY7hjBnTZ+f5X/PQb/y/Hf7j620+8g1axt721bzreeMSRSYI3K2CDg4IHtVzyUXnGee/NVNOW5awg+2iL7X5S+d5AJTzAPm2g5wM9KvNVPclPQY0IZQMkYOcipKKKCgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAExWJ4s1z/hFvC2ta2dOv8AWP7Osprw6dpMHn3l35aM4hhjyC8r42queWYD3rcrjviqv/FrfGQ/4n3/ACBr3/kVTnV/9Q4/0L/p56eX/t7aAIta+I2k6MniFbqx12UaH9nF2tr4d1C5EnnY2i28uBvteAfn+z79n8eyjVPiRpWgrrwnstek/sP7P9q+zeHtRufMM2Nn2YxwN9rx/F5HmbOd+ytrxFdava6TcvoVjY6jqqrm3tdQvHtIJG9GlSKVl49I2rg/gX468U+NLPxVF4uttJttW0XW5tNMeirN5GwQwyqA0vzOV84oZCqB9u4IgOKlWb5e6v8Aiv8AMT0UfX/M9Ds9SgvZ9QijSdHs5vJlaeCSFGYxxyBkdlCyptcfOhZQwdc7kdVvi3Vc8k14h8SW1SPw38QLnSNd8V6FcW3iOxlaS4EYhnT7LYAw2DMpK2jbgHZcMZxdBWXNera/4kvtHvdKgtfDmpa5Hez+TNcWEtqiWS8fvZhPPGxX2iWRuPu0+lhmv5Y3E98fewM0qxqOe+Ovf6V89eLv2j9e8Oat4vtbjQ10jSdHlvIofE95HBLYny7SORFaIXiTblkkO8usURRT+9T79cR4b/al8d+MPCNlqGmaj4RS/sbXU9R1VJdO8/7TbW9xapB5K2+pypD5qTyFZPOnRyny8cUJcz+V/kJ6b9z6/wDKBXGTj0zSC3VQAO3A9hxwPQcDivmjxp+0Z4t0jxp4k0TS7zwuby2kmtbfQriyuJdR05VEXlaldBZ18y1lZ8KqpH99AJWIYCrr37RvjbQdY8Q6OdT8I3+t6ba3UTaVHplxHdWTwwoyancRm7Y/Y53OEjG3Akj/AH7ENQths+n1j25yST6k0iQ7W4+Udfl45PJP4mvmLwt8dPiPf/ELUNEvNa8F6lZ+H9YsNH1ddP0W4inmkurmaMbc38n2YrGkTBXWTdv/AIR0xLf9qLx14n1H4k2vh3V/ChXw5F9ss5rrRDN8izPHJbyxw6q0gkH7rJmS2dc/ND83yJLZL+tExPS7f9a2Prg26M2SuWPf/P0oWFVJI4GMAYHA9v8APavkXVv2tvGfhXxx458Nas/hVLzQNMuvJW4azsn+1RWqvDcNA2rPdPBPMyhIhbodsyfvmIy25J+1dq3w18daf4V8fjSNVmu72609b7RVt9L3SxvaBStveX5dxi5bKQtNIdowgyAaWrS7jeiZ9QNCrMrHgrwPXt369hSLbqjEqMevOe+f05wPevle3/ba0q61OPR4vEfg6XXm+wxHTUvka4+0SXlzDPD5QmLb0jihfbjcu/LDkARWv7WPiu80DRtZa20PT9J1p7VoNRurScx2NrJZvJJeXCCbcYhJE8i425jdAzIN8yqK5k32B+67H1cLVFzgYz6DHr/ifzp/lDLHn5uuOKp6Xq9trOn2t9ZXMF5aXUSzRXFs4kjdGGQykdVPY1fph5EX2dd248n/AOtik+zIDkDn179u/wCA/KpqKAI/JXOckenPTr/jSLbouMZAHIAPFS0UgIvs6cn/AD0xS+SvPXkYNSUUAQ/Zl3ZGem0A84FOEK8cn/GpKKYETW6Mc9D/AJP8+aT7Mnuec9e9TUUARCADHJHOe3XnJ/HNI1qrdWYj0JyO3b8BU1FADPLA6Ej/APXmnUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHfFVf+LW+Mh/xPv8AkDXv/IqknV/9Q4/0L/p56eX/ALe2uxrjPiv8nwr8Yk/29g6Ne5/4RX/kL/6h/wDjxz1ueP3f+3toA2fEniTRvCGj3Gsa5qtlo2lWq7577ULhLeCJemXdyFX8SK8A/Zt+M3w61zxd8QtH0jx14Z1HV9T8XXdzYWNnq9rLPdxfZYGMsSI5aRflk+ZQfutn7px7RpHxW8D+IDoB0vxhoGonxF540b7JqcEp1PyP9f8AZiH/AH/l4O/Zu298U3SPip4G8QL4fXS/GGgakPEPnjRhaanBKNS8gYuPs2H/AHwjwd/l5285xUxSU+byt8v6QpLmjY5HVvH7+A7nxpeweFvHni2STXEZ7WNLfyYlTS7RmlszcTQxi1G3BXdva6NyFU4OPUdL1S31jS7O+t2Zra7iWaIupVirLuGVPIOOx5rwa80u8+Pen69efDzx8F8NzeIfNu7jWLFtY0fV4E0+0Rrexe3uoD9i8xf3qrJh7iO7jcFDIjexX/hCHXv7Dm1S5vReaZKs6f2XqN3YQSyj7wkhjlCyx+kcu9fUGqQ2Zlz8X/AVp4k1Lw/L448Owa7pkJub7S5NXtxc2saqGaSWIvuRQpUksAMMDUcfxn+H1xD4eubfx34Zlj8QStbaLKmsW7LqciyLG8dsd+JWDkIQhOGIBGeK8/8Ain8CL/xN4b8WPpWoJd6hqD6hNBaPboQ73FvFD5bM0gGE8rJ9QQBjHOD4i/ZL1rxZq0Gtah4yt21a8llfXIba21Sy0+9Rmj2pHbWuqRbMJEobznnVmJOOcUo62YpdT2Cb4xeAIG8Q+b428NxHw44GtFtYt1/stixVftI3/ujuGwb8EkEVSuP2gPhjb6glnN8SPCUd9LaDUY7ZtetVdrXyjcCcDeG8ryR5m4Dbs+bkZNeYeHfgB8RotSa+1nxp4XuL+SNL23ax0O6WK1v1vnvMuj3rG5hzc3CfegIAixjJx2jfBPWP7DMVv4ttrDXm0i7sWvrDSRawrcXF0tzLKkMMqMillZcLIJcHd5xk/eU/sjlubU/7QHwrsdL0vVbj4j+EIdN1NpI9PvJNctRDdNGVWVYWMmGKkqGC9NwzV3xB8Zvh74UtzNrHjnwxpMKqszPf6vbwIEaSRFb5nHV4pQD0LRuOoOPDNR/Y18RTaPpNra/EgC8tf7QFxcXCawxuBdvDIylo9YjmdQ0WAtxNOCGGQcZPV+D/ANlt/DfhPV9LuvFcuq6jqdtc2k2qTaakRAe5EsIEauAFjAxtGFZnZ1C52hR+yEtPM9Gs/jN8P9QmvobPxz4Zu20+xXVbuKDV7dzb2JjV1unG/wCSHY6P5h+Uq4PIIJ0fCnxF8K+PrVLjw34n0jxDDMGaOTSdQiuVdFYKxUoxBALAEjplc9q8Z8Sfso6lrPjTxVq1n4viisNdW8MVnfR6pcmza6iENw6Iuppa/caQLi2DLuU7iVyb3jH9mnWdc+I1v4o0bxzLoirey3c1vFBeo5ST7MSqvb30KOQbc4E8c0Z8zmM7TkiruIpfCz2LXZdC1T/iW6ldWrtBc2tw1tJOFdZRIJLckA5zviDKP4tmOmRXL/8ADQnwsXw3L4gHxJ8JN4f+1fYW1Ma7atai42bvJ83zCgk2DdszkgEgdayfGHwBtvFnxEuvFo13U9N1NktEhjt7qcW0fkmbDSWol+zzk+bwZY224P4ct4F/Zp1zwvfJc6t45j1xpL2XULkyWt87tJ9ils02SXV/cMiKk7MY2LLuzsCDAE392RfKuZM9MX4qfD/QVutNj8XeGNO/sfT0v7i1XUreIWdgQvlzMu4BIdrphjhfmXk8Zlvvjd4B0pbD7d458MWbX9h/a1r5+r26C4sdhkN1Hl/mhCBm8wfLhScgc15Xafsq3cFvbaY/iq3fRLGQXVrGmjBbr7U0ccczTT+efMjYIxVNgZSUzI/lqK1Pi9+zjefFbVNSVPE9tpOgarNZXt9aNpPnXTXNod0DRXIlURxE7C0ZRicPhlDsDcvdehnGTktTtj+0J8M10/SL9viN4RFhrErwaddf25a+VeSoVDxwv5mJGVnUFVJILDip9a+Ofw/8O6xq2l6n488L6dqWkQi41Gyu9Yt4p7KPKYeZGcGMHzYwC2B+8T+8K5DVvgLc6pqevSv4hjis9SttQhjhFk26CS7nt5Wcv521gv2WNQoVTlmOSCAI5PgRrV18YL7xrf8AjWS8sZILm2s9KaO6C20c0QQjBuzb5UrkPHBG5BIdnJ3VDl7vNbpf59i1vr6f8E7fRfjh8P8AxNqWl6fo3jrwzrF9qkMlzYW1hrFvPJdwozq8kSo5LqpilBZcgGNu4IFjwl8X/BXj5seGfF+geIwJfs5Ok6pBd4l2Fyn7t2+YKrEg44BryS9/ZX1FfGuha/pvi2KNNPs7GF7O+i1J4pLizQrBKIrfUoIMAhCVlhlOQ3z4YAU/F37Jep6tpfh6PRPGY0W90m1sLT7SltfQ+Z9ntZrYndZX9tMu/wA7OPNKgA7g/UaPZkx97c98uPGmh2kkqza1psXlCUyeZdIpQRFRKTk9EMiBv7pdc9apt8S/DCXTW7eItHE6qjtCb+LeEeR4kYruyA0iMgzxlWGcgivBPHH7OPxDuYNZu9F8daHfxSWl6sFjf+GpJbq48/7O7o1wt+ibme1Ta/lALvOQ2BjRk/ZHS+0TUbK/8VTSXN9fPcy3UVkBsU3ouYoQnmFSqqqqVcMrlpGYFZGUz/KPueweH/jB4K8V+IDoWi+MPD2r64tst62l2OqwTXS27KjLKY1ctsKSRsGxtIdTnBBPZV4X4V+BvibS/i1aeOPEHjoa4lpBJDHp0Nnd20I3xKrkRG9e2QAqCrJAr7SVdnb5690pkoKKKKCgooooAKKKKACiiigAooooAKKKKACiiigAooooAzdW1uPRdOu76eKeW3tYZJ5FtLaS4mZUXcQkMatJI2AQERWYngKawtX+J2l6GPEH2my15zof2f7X9l8O6jceZ533Ps3lwN9rxn5vs/mbP49lM+K0e74W+MsnX/8AkC3gI8KH/ibkeS/Fl/08nP7sf39uK579orxd4s+H/wAJvEHijwjdaNbX2iW0t/JHrOnTXkVxGiMxjCwzwlG+785LDr8vcAHSax8TtL0NfEH2my15zof2f7X9l8O6jcCTzvufZvLgb7XjPzfZ/M2fx7KpzfGbw4tv4inthrGp2+gTLbXsul6Df3qNMZDG0duYYX+1NHIrJKsHmeSyOJNhUivPrHxN8WdH+NXhnwjrXibwZqelahpd9q1zJp/hW7s59lvNaxeUjPqUqgubsEOVIAj5B3DGxqusa94f+C3inV/Ddz4Qs9X0691q+iksbOS709hFe3LlJo0mhb7UyqROd/Fx5xIOMVLkox5n5/gOKvKx2mrfE/S9EGv/AGmy15zof2f7X9l8O6jceZ52Nn2by4G+14z832fzNn8eyk1T4paTo66+bi012Q6ILc3S2nh7ULkyef8AcFt5UDfasfx/Z/M8vB37cGovhTrGva18PdA1LxLdadd6zf2iXkraVZyWluBIA6oscksrfKGClixyRnC5wFtY3b4neJDG2vLL/Y2nFHug39jKfOv/APj3GRm46eeM8p9kNU9LkxfMkyXV/idpeiL4g+02WvOdD+z/AGv7L4d1G4Ennfc+zeXA32vGfm+z+Zs/j2VU8SfGbw74TuNSt9RGrRXNjLDbiGLQr+Z72WWNpFjsljgP21lRJHcW3mGJY2MmwKSPJfC/jT4za9ovjHVJfGnw5sofDWpXti4ufCt7FFMtuoJkeUaq3kqcnJ2uUHJBPy13Wi+Nl+Ivhv4ReKW0/RtKTWLhdQ+w6+2byAyaZdyFLA8ZuRnDEgZt/tOQORS3jzLy/EG7O3r+B1mrfE7S9EXxB9pstec6H9n+1/ZfDuo3Hmed9z7N5cDfa8Z+b7P5mz+PZUesfErR9D/4SET2mvynQjb/AGsWXh7ULreZyNn2fyoG+1EZG/yN/l/x7K5PXvHnjPxd8RNW8I/D7+xdKi8PrCdY8Q6/ZzX0KzzR+ZHaQW0M0BdxG0cju0qhBIgCyFjsxz481vXvAHxR8J+LrDVLDxZ4e0eWSeTwBI5vL22ngmaC50xWJeK4bypUSJi2yWPAaRcMziNnomrfEnSdEXxALmy19/7D+zi7+yeH9RuBJ5x+X7N5cDfa8Z+b7P5nl/x7KNY+JGk6Iuvi5stff+w/s4u/snh/UbgSecfl+zeXA32vGfm+z+Z5f8eyud/aI8Y+K/Afw1u/EPhG70a0vLGaEyprWnTXkcsckiRkAR3EGwqZFYtuYYB47jFXx14+8AfELwZofi/WPDHim08U3NxYwR6Dodzpd3aSR27z+eyyXdyJYcR+W3+rKNLESTuoXvOwPRXO61f4laToq+ITcWuvMugm3+2fZPDuoXe8S42G38uBvtRGRv8AI8zy8fvNmCKk1j4l6Voq+IPtNlrznQ/s/wBr+y+HtRuPM877otvLgb7XjPzfZ/M8v+PZUfg0K3iDxuqt4hbbrERB1sn7Nj+zrP8A48M8/Zxzuz/y8fauetdjx/kgUAcN4g+L3hrw3qesabeLrD6jpcUdxLaQaFf3EtzExjUyWiRwMbxY2mhWVrcSCHzF8zZkVa1b4kaToa6/9pstekOh/Zxd/ZfDuoXAl84jb9m8u3b7XjPz/Z9+z+PZRerv+KHh7jQAf7G1L/j4yNXx59hj7N0xbdPP/wBv7GK64kLjHrz1H5//AF6AOQ1L4k6Tof8AwkQurLXmOhG3N39j8O6hceYJ/uG28qBvtWCTv8jzPL537cE0usfEjSdFXxB9qstfkOh/Z/tf2Xw9qNwJfO+4Lby4G+14z832fzNn8eyk+IwC+H7Mt/wkGRrOlD/imyftP/IRt/8AWA/8u3/Pc97cTmuvbK9B6n0/z+NAHI6t8SNK0P8A4SA3Nn4gkOh/Z/tYtfD+o3Ik84gp9m8uBvteM/N9n3+X/HsxVZvjB4bbS9V1Sz/tnWNNsIrS4N3pGhX99DeRXIVoZLN4YHF6u1gWa2MgjH39tduGUdTgDJPYfjXJfChQ3wt8GZHh8gaNZY/4RXP9kD9yv/Hl623Tyj/c2mgA1f4laVof9vm5s9ec6Gbf7X9l8Pajc+YZsbfs3lwN9rxn5vs+/wAvnfspmp/ErR9G/t83Frr0h0MW5ultPD2oXRk87/V/ZjFA/wBrxn5/s5k8vB37MGuwVh9PTGef05rktPjz8VPEDE6/u/sfTSDcEjSB++v+Lb1uennjun2Q0AGrfErStDGv/aLLXn/sI2/2r7J4d1C4D+d937N5du32vGfm+z+Z5f8AHsqn4m+L/hvwrPqVtqR1iK5sZoIPJh0K/me9lkQyrHZCOAm9ZUSRpFtvM8tY3MmwKSO3VxgEcDG7r1Hrx/8AXrk/GBWTxB4H2jQNn9tSY/tg4uc/2feH/QPS567v+ncXQxQAax8SNJ0Y+IGurLXpH0MW4uza+HdQuPM84jaLYx27fa8cbvs/mbP+WmzFGrfEvSNC/wCEhE9r4gmbQfswuxZ+HtQut/n42C38qBjdYz8/keZ5fO/bXW71XHIHOOuOT0GPWuR+KjL/AMKp8YD/AIqBR/Y16ceEmP8Aaw/cuf8AQsf8vP8AzyHTftFAC6v8SNK0T/hITc2evyHRPs/2v7L4e1G4EnnY2fZvLgb7XjPzfZ/M2f8ALTZSat8SNK0IeIPtFp4gkOhfZxdfZfD2o3O/zsbPs3lwN9rxn5vI8zZzv2V1sbgqCcKcbiM4/H/9dCtz2wCeh6nvwKAOIm+L3hpYfEdzbDWNUg0GZba+m0vQr++VpTIY2it2hhf7S0ciskq2/meSyOJNhUiresfEjSdFXXhdWOvSHQTb/avsvh7UbjzPO4X7N5cDfa8A/N5HmbOfM2Uvw3Ct4fusjQRjWtVx/wAI4f8ARsi/uMBz3uf+fj/p487vXWM2xSQORk4/P/P9aAOR1L4l6Pov/CQGe11+U6ILc3S2vh/ULov5/KC2MUD/AGrH8f2fzPLwd+zBpdY+JGk6L/wkBubLXnbQ/s4uza+HtRuPM84jaLby4G+1443fZ/M8v+PZS6fHn4qeIGJ1/d/Y+mkG4JGkD99f8W3rc9PPHdPshrrSQuMevPUfn/8AXoA5DU/iVpWit4h+2WevSNoP2c3f2Tw7qFz5gmxs+z+VA32raT83keZ5eDv24zUur/E7S9DHiD7TZa850P7P9r+y+HdRuPM877n2by4G+14z832fzNn8eyoviMAvh+zLf8JBkazpQ/4psn7T/wAhG3/1gP8Ay7f89z3txOa69sr0HqfT/P40Acrq/wATtL0MeIPtNlrznQ/s/wBr+y+HdRuPM877n2by4G+14z832fzNn8eyqrfGTw42lapqdmNY1fTdPhtLg3mkaDf30V5FchWhks3hgcXq7WBZrYyCMff212gZR1OAMk9h+Ncl8KFDfC3wZkeHyBo1lj/hFc/2QP3K/wDHl623Tyj/AHNpoAfq/wATtL0MeIPtNlrznQ/s/wBr+y+HdRuPM877n2by4G+14z832fzNn8eym6t8UNK0RfELXNprrroJg+2fZPDuoXW8TEbPs/lQt9qxn5/I8zyufM2YIrrFYfT0xnn9Oa4/waFbxB43VW8Qtt1mIg62T9mx/Z1n/wAeGefs453Z/wCXj7UM9aAJtX+J2l6GPEH2my15zof2f7X9l8O6jceZ533Ps3lwN9rxn5vs/mbP49lVfEHxk8OeG9U1jTbwau2o6XElxLaW+hX88tzExjUyWiRwMbxI2mhErW4kEPmL5mzIrteP8kCuQvV3/FDw9xoAP9jal/x8ZGr48+wx9m6Ytunn/wC39jFAEmr/ABO0vQx4g+02WvOdD+z/AGv7L4d1G48zzvufZvLgb7XjPzfZ/M2fx7KbqfxQ0zRf+EhF3Z6850H7Obv7J4d1C58wTAbPs/lQv9qwT8/keZ5eDv24zXWEhcY9eeo/P/69ch8RgF8P2Zb/AISDI1nSh/xTZP2n/kI2/wDrAf8Al2/57nvbic0AS6v8TtL0MeIPtNlrznQ/s/2v7L4d1G48zzvufZvLgb7XjPzfZ/M2fx7KNX+J2l6GPEH2my15zof2f7X9l8O6jceZ533Ps3lwN9rxn5vs/mbP49ldRG4KgnCnG4jOPx//AF0K3PbAJ6Hqe/AoA4yb4zeHBB4inthrGqW+gTLbXsul6Df3qNMZDG0duYIX+1NHIrJKsHmeSyOJdhUirer/ABO0vQx4g+02WvOdD+z/AGv7L4d1G48zzvufZvLgb7XjPzfZ/M2fx7KZ8NwreH7rI0EY1rVcf8I4f9GyL+4wHPe5/wCfj/p487vXWM2xSQORk4/P/P8AWgCnaazHqF1f28KzRyWMwglNxbSxIzGNHBjd1USrtkT5kLKGDISGVgCsDS1K/FDxCP8AifH/AIk2m/8AHzn+yP8AX3//AB7etz/z39U+yUUAdjRRRQBx3xVX/i1vjIf8T7/kDXv/ACKpJ1f/AFDj/Qv+nnp5f+3trzf9pLxFP4i8L+JfhhYeGvEt9rfiDSBDZ6jb6RNJpe6d3iZZLwDyoTEqea4kZMqyhNzttr2HxV4bXxV4V1nRP7R1DR/7TsprP+0dKn8m7tfMjKebBJg7JVzuVsHDAGsbSNR8bTL4fOp+H/D9kJvtH9s/Y9enn+xY/wBR9n3WUf2jdxv3+R5fbzMCgDzTxR4gji/ay8GodI8QywWfh3VNPm1C38O38tjHPcz6dJEpu1hMOGSCTJ37U8vDEMQKueLNR/sn4B+N2FnZ38lxNr1rFb+BdNuL8PLLeXKRqYoEdzcEsPtBxhZ/OJIXkd5pd541uf8AhHn1Tw/oFn5xuDrX2TXp7gWeM+R9nDWSfaN3G/f5Bj7eZWV4Gt/G2k6Zottq/hnwjpwuL3U7vWf7D1CdIrPzLmWaBoEa1H2mSTeGnkcwZkaSRQ27aM5wU4ezf9XKjK0rnzPp3gz4dz/DHSdO+Hvwo1Lw18Xhp1vFpmu2vw/v9ClsL/ylUzSahJawKIlO9pQ0hEsYkTbKXEb/AFTZP9n+JniORh4gyNF07d5oLaSf31+SLUdTc9fOGM7PslTaTqHjWddAbVPD/h+z843H9smz16ef7Ftz9n+z7rKP7Ru437/I8vt5lZfh+x8ap4n0/XNUsNOgOpWS2Ws6fB4lnubPSxbvO9vLZRNYx+dLN5+Jmcw7ViiA37Odpe8RGPLofNfhHS/g9ql9461Px38H9Z1fV9V8RXl5bajffCnVrm7ktX2+URMdP3oRg4wwIIznPNewfC+x8SWPg34YReLE0+31Qa/fPHB4tujc6tDaPBqJtIoJdz779LcwrIxdiYVuyzE/NXpOkal42mXQDqnh/wAP2fnG4/tk2evT3H2LGfI+z7rKP7Rv/j3+R5fbzKx/svjbXNV8B3Wq+GfCNsbO8u7nWS2oz6hLp+baeGA6c7WkWZH8xRJI/lhI2mjCyF9whaQ5V/VhvV3f9XOPbVLz4H/FTxjqOqaDrOq+EfF9zb6pBqWg6XcapPZXyWsdtLBNbWySTBGS2hkWVEKBi6tswm7KW01PxZY/Fz4jaronijw/Y6r4a/sjRrDSYxH4jezt4rqUzwQkZhupJbl/Jif5x5UW9UYlF9c0bUPGskegf2p4f8P2izm4/tr7Lr09x9ix/wAe/wBn3WSfaN3G/f5GznHmVlanYeNfF/hWDRtTsNP8N/2zZ31nrWpeHfEk/wBs0jfGUgmsZGsU82XkMWcQ+UwBHm4pgcn+19eQ3PwM1zSG0bVNek1SS3hSw0rRrrU2kUTRu3mJbxSbYyiPlnwvGM7iBXna6D4Fk8SeFz8FvhhqngzxOms2r3upWngq98L2o01Z0a7W6kmtrdLhHhDqsJMjeY6OEGwyR/Quk3/jW4Hh5tU8P6DZ+abj+2fsev3Fx9ixzB9n3Wcf2jfxv3+Rs7eYKTR77xrKNBbU/D/h+y883H9tfY9dnn+xY/1H2fdZR/aN/wDH5nkeXk7fMpR92fMHSwnheBbrWvH0DN4iCSavErf2pKyQAHT7MH+zmUhhbepBz9o+1Vz3/DNPhH/oMfED/wAON4h/+Tqv+D7Hxtpt+LzU7HTyNcvZr3WoP+EknvItG2W8MEEWnq1jH5scnkCSRX8nZJLKwMm7FbGkat43mXQDqnh/w/Z+d9o/tn7Hrs9x9ix/qPs+6yj+0b+N+/yPL7eZTAgu4Rb/ABJ8NQIdCaNdE1Ff9MkL6wR59gP9HLHJtsf6893+yVQ8Q/Afw14m1i51O81LxlDcXDbnj07xvrVlAp/2IYLtI0HsqimWMPja+8TeD9X1Tw34SsylnqFrrMsGpXF1d2QkkgeBbGdrSPzo5BAPOjZIvmERUt5Xz7Okat43mXQDqnh/w/Z+d9o/tn7Hrs9x9ix/qPs+6yj+0b+N+/yPL7eZQBieIPCdj4M8B2Gl6dceMprWPW9LfzLDVbrUdQJOoW5Pmz3Mkkn2XP8Ar/m4t/OxxWx41+FOiePp7WXUrzxFZtbKyxjQ/Euo6SuCc/MtpPEHPuwNZd/ZeNvFml+GrXVLHT/D4e9S91m40HxJO0tp9nuI57eKBmsU+0xzeWI51fyMRu6gvmtfSNW8bzLoB1Tw/wCH7PzvtH9s/Y9dnuPsWP8AUfZ91lH9o38b9/keX28ygBvgf4WaN8PprmXTL3xFdvcKqv8A254l1HVgMHPyC7nlCH/dxWL4V8JWPjL4K+EtNv5rKC3l0ixdpPh/qtzpun/LChH2Ge2kjkFrkfu8NyhXtW5pGreN5l0A6p4f8P2fnfaP7Z+x67PcfYsf6j7Puso/tG/jfv8AI8vt5lY3w9t/HOh+GPA+kar4a8I6aLazNrrEfh7UbiO0sfKjCwCwga1G+NiozG7R+SvAM3cAf4e+BPhvwzrFtqdnqfjKa5t23JHqHjbWb2Bv9+Ge7eNx/vKa09MXb8UfEXOvZOjabzcZ/sj/AF9+f9G9bn/nv/sfZOlP0jVvG8y6AdU8P+H7PzvtH9s/Y9dnuPsWP9R9n3WUf2jfxv3+R5fbzKx/D9j42j8TWOuapYafB/almLLWtPt/Es9zZ6X5Elw8EtlG1jH50s32jbMzmHasUQXfs5AKt7+zn4U1C7muJdV8crJNI0rLD4/12JAx/uol4FUc9FAFaWraNB4fvPhzpls+ly21vqrwo/ia7mutRKjTr0Zsp5XaR7v+8zMSbf7Uc1oaRq3jeZdAOqeH/D9n532j+2fseuz3H2LH+o+z7rKP7Rv437/I8vt5lYwg8b63qXgO41Twz4Rtfsd7d3Osk6jcX8thm3nigbT3a1iDSP5oEkjiPZG00aiTfuABc8XfBfw/421b+0dQ1DxVa3HlrF5ej+L9W0yDavT9za3Mceeeu3JrH8ReAdN8B/CDxza6bdeObqOfSryV207Xr/VdbB8hhjT3uppWS44HlqpA8zHFdLpGreN5l0A6p4f8P2fnfaP7Z+x67PcfYsf6j7Puso/tG/jfv8jy+3mVj6pY+NvGHhOHRdUsNP8ADY1mzvrLWdR8P+JZzd6RvjZIJbCRrFfNl5DFpBD5TAEeZjkA6Hxr8PtL8fWlvbanc61axwSeajaLrt7pblv9p7WaNmHsxI9qyvB/wa0DwPq39o6dqHiq5uPLaLy9Y8XatqcG09T5N1cyR7v9rbketXNI1bxvMugHVPD/AIfs/O+0f2z9j12e4+xY/wBR9n3WUf2jfxv3+R5fbzKNI1bxvMugHVPD/h+z877R/bP2PXZ7j7Fj/UfZ91lH9o38b9/keX28ygDN8J6Jb+JvA+q6feS6XHBdarq0LyeDbya0VV/tC4HM0TrJHdcfvyrAi486qGn/ALOvhXTbyG5h1Xxy0kMiyKs3j7XZUJU8Bke8Ksv+ywK+1WPAcXjfRdN0a31bw14R01bm91O61r+w9RuEis/MuZZYGgVrUfapHDqZ5JDBmRpJFDbto2dI1bxvMugHVPD/AIfs/O+0f2z9j12e4+xY/wBR9n3WUf2jfxv3+R5fbzKAGaYu34o+IudeydG03m4z/ZH+vvz/AKN63P8Az3/2PsnSszxD8B/DXibWLnU7zUvGUNxcNuePTvG+tWUCn/Yhgu0jQeyqKb4fsfG0fiax1zVLDT4P7UsxZa1p9v4lnubPS/IkuHglso2sY/Olm+0bZmcw7ViiC79nOxpGreN5l0A6p4f8P2fnfaP7Z+x67PcfYsf6j7Puso/tG/jfv8jy+3mUAYniDwnY+DPAdhpenXHjKa1j1vS38yw1W61HUCTqFuT5s9zJJJ9lz/r/AJuLfzscVseNfhTonj6e1l1K88RWbWyssY0PxLqOkrgnPzLaTxBz7sDWXf2XjbxZpfhq11Sx0/w+HvUvdZuNB8STtLafZ7iOe3igZrFPtMc3liOdX8jEbuoL5rX0jVvG8y6AdU8P+H7PzvtH9s/Y9dnuPsWP9R9n3WUf2jfxv3+R5fbzKAG+B/hZo3w+muZdMvfEV29wqq/9ueJdR1YDBz8gu55Qh/3cVi+FfCVj4y+CvhLTb+aygt5dIsXaT4f6rc6bp/ywoR9hntpI5Ba5H7vDcoV7VuaRq3jeZdAOqeH/AA/Z+d9o/tn7Hrs9x9ix/qPs+6yj+0b+N+/yPL7eZWN8PbfxzofhjwPpGq+GvCOmi2sza6xH4e1G4jtLHyowsAsIGtRvjYqMxu0fkrwDN3AH+HvgT4b8M6xbanZ6n4ymubdtyR6h421m9gb/AH4Z7t43H+8prQ8LwLda14/gZvEQSTV4lb+1JWSAA6fZg/2cykMLb1IOftH2qptI1bxvMugHVPD/AIfs/O+0f2z9j12e4+xY/wBR9n3WUf2jfxv3+R5fbzKx/B9j4203UBe6pY6eRrl7Ne61B/wkk95Fo2y3hggi09WsY/Njk8gSSK/k7JJZWBk3YoAof8M0+Ef+gx8QP/DjeIf/AJOroLuEW/xJ8NQIdCaNdE1Ff9MkL6wR59gP9HLHJtsf6893+yVPpGreN5l0A6p4f8P2fnfaP7Z+x67PcfYsf6j7Puso/tG/jfv8jy+3mVjWMPja+8TeD9X1Tw34SsylnqFrrMsGpXF1d2QkkgeBbGdrSPzo5BAPOjZIvmERUt5XzgD/ABD8B/DXibWLnU7zUvGUNxcNuePTvG+tWUCn/Yhgu0jQeyqKi8QeE7HwZ4DsNL0648ZTWset6W/mWGq3Wo6gSdQtyfNnuZJJPsuf9f8ANxb+djitvSNW8bzLoB1Tw/4fs/O+0f2z9j12e4+xY/1H2fdZR/aN/G/f5Hl9vMrIv7Lxt4s0vw1a6pY6f4fD3qXus3Gg+JJ2ltPs9xHPbxQM1in2mObyxHOr+RiN3UF80AdB41+H2l+PrS3ttTudatY4JPNRtF1290ty3+09rNGzD2Yke1ZXg/4NaB4H1b+0dO1DxVc3HltF5eseLtW1ODaep8m6uZI93+1tyPWrmkat43mXQDqnh/w/Z+d9o/tn7Hrs9x9ix/qPs+6yj+0b+N+/yPL7eZRpGreN5l0A6p4f8P2fnfaP7Z+x67PcfYsf6j7Puso/tG/jfv8AI8vt5lAGb4T0S38TeB9V0+8l0uOC61XVoXk8G3k1oqr/AGhcDmaJ1kjuuP35VgRcedVDT/2dfCum3kNzDqvjlpIZFkVZvH2uyoSp4DI94VZf9lgV9qseA4vG+i6bo1vq3hrwjpq3N7qd1rX9h6jcJFZ+ZcyywNArWo+1SOHUzySGDMjSSKG3bRs6Rq3jeZdAOqeH/D9n532j+2fseuz3H2LH+o+z7rKP7Rv437/I8vt5lADNMXb8UfEXOvZOjabzcZ/sj/X35/0b1uf+e/8AsfZOlFR+DNM1qS+n1/X2+w6zqFpDY3Gh2GrPfaXaeRPcsJYGeGFjLIJ1EjFB/qolxhNxKAO1ooooAxvFXiJvCvhbWdb/ALNvtY/s2zmvP7O0mAz3l15aM/lQx5G+V8bVXPLED3rF0Wx8ax/8I+2qeIPD94IfPOsfZNEntzebs/Z/s2b2T7PtO3fvM/mc48unfFVf+LW+Mh/xPv8AkDXv/IqknV/9Q4/0L/p56eX/ALe2vJf23ZPBsfwLvF8U2HhmeS+u4dI0u+8TQ28kGnXV24i+1K83yI0cbSTb8jiPnNSykesaNpvjeH/hHzqniDQLwQ+edYNnoNxb/a858j7NuvJPs2zjfv8AO8zkDy6yfAs3jfWNM0O51TxH4R1JbS91K21c+H9NnMd35U8kVstu7XR+yyR+WBPG4m/eCSMMu3dXjn7I/iLwB4Z8bePvhh8O/EOh674Wso7PXtG/sO+gu44IZoxb3MJaIkZE9t5rA4/4+lr23wbo2n+IvBmq6fqtl4Z1HT73VNYtriy0aMS6fNG1/ch0mRhhpyCRcgjBn88HPSnLa4kW9Js/Gdu+gDVvEGg3Zg+0f2x9j0Ke2+17j/o/2bdeObfaSN+/z/MwceXWV4d1DxrN4qsNF1K/sJ/7Ms1vNZ1CHw3PbWmpee9wkEVlI17J5EkJtw0yuJtyzREFN/HyevwE+GH/AAztompD4d+ERqEnxChs2u10W2Mj258VeQYTJsyYzD+62n5dg2kFflr6+0XTLWz+IGu6fFa6vFZR6FpsSW80YGiLGJr8BLVcY88DiYDjy/smMUul/P8ARf5g9JWJtHs/GsP9gHU/EGgXgt/P/tj7Hoc9v9rznyPs268f7Nt437/P34OPL7ZAuvG+i6j4Ct9U8R+ELj7Xe3dtrH/EvmsJL/NvPNbrpyNcy7ZE8pTJG5k3osrhk2bT8oeC/APgHTfiM3hqX4AeGb3StW+IWo6Qdf1DQdLktIbdLS4nWGACQzq6tAuN0HlgFwGyVNfUel+BbD4aaH8JvCemSaPcabo16LC3l8RMHv2jj027QfYiqgG6x97AA8j7VwAMU4+9FS7pfkTe0nF+f5s6LRbXxrE2gf2r4g8P3nkG4GsfYdDngF5k/wCj/Zt145ttuRv3+fvwQPLrL1TUvG3g3wzBrWqX1h4lGjWd7d6xp3h3w3Ot5qxRGeCLT42vW8mThVKuZvNY4HlZ48R+NGh6R4N/ac0jxdpHwqt/GPik+FdVvTcWOn2zXENxFNYrDdTOxEr7VJQGESzhWZUjYHFbfhH4P+E/D/wl8R/EDQtY8Q+JdX8ReDZRqHiLwqipq+sO0c05urUbfMF4WlZYkZj5YSGMABBhQfOk/X82v0Kn7r08vyT/AFPaNHsfG0X9gf2l4g8P3vkGf+2DZaHPALzJPkfZs3j/AGbZxv3mfzMHHl9jSbLxtbvoA1PxD4fvPJ846v8AY9Cnt/tecmD7NuvX+z7eN+/z9+Djy84rlfj/AH15LZ+DvDdve3enW/ijxBDpN7dWNw8E623kz3MqRyoQ8ZkW38rehDL5h2lD8y0f+GUPhfbapoF7oPha18F3mj3sF6svhiFNP+2mJxIkV0EUC4j3KpxICQeVIOTQru78/wDK4n+n/DfidJ4P1DxrqGqLZ6rqOmj+w7yWz1ib/hHJ7NNX328U9vLp5a9k8qJPOEcjP53mSQzKPL25rV0ix8bW7eHzqviHw/eCHz/7Y+yaHPbfbMk+R9m3Xkn2fZxv3+f5nIHl54h8Kww3WtePYJ4dclgm1dUkh11d1k6nT7MEWIIwbU5O7/pv9qr4T8I+Kvgx8P8AxxD8VPCmt+BfDWsnxz/ZJ8NaLdWVpMNBLHTcfZI2D5Mp+2k7dxABxjinH3pcv9f1qOzSv/X9aH23pdx41sPF3hHSNU8ReELrzLLUrvWUt9MntLy/2SQLCbKFrmTyo0M6+dI7y/N5IUL5uY9fSbHxvbt4fOqeINAvRB9o/tn7HoNxb/a8k+R9m3Xkn2bZ8u/f5/m848ulv8L8TvDy/wDEgC/2NqP/AB8nGrZE9iB9mH/PsM/vv9v7JXz1DouiaP8AtGfGOSD4ISeOp9Rgsbe8vNLtdG5intczwy/bLmB3WQgFlCsGx82TQ3Z2BWaue33moeN/Ctj4Zu9UvtP8Qbb1LPWLfQvDk6S3X2i5SC3mt1a9f7NFAZVknZ/PzGkjDy8YrT0m08a27eH/AO1PEGg3ZgFwdZ+yaFPb/a858j7NuvJPs2zjfv8AP8zBx5eePEv2d9F03Rf2XPDa6doWseH4bnxPHNNZeFYYobtH/t4KBMsRKGBVVVuNrEfZ0mAyBW5+1j8O/CvjK18BT+IPDOka7NF4r0q0SXU7CK5KwzXKLLGC6nCOMAjocDIpSeqXmjNP3XLyZ6ro+n+N7dvD/wDauv6DdiATnWPsehT2/wBszn7P9m3Xsn2bZxv3+f5nby+2P8Pbjxvr3hfwRq2qeI/COoefZtc6zJ4e06d7TUPNQNA1hMbo7I1yP3rpL5yjKrDuwPPvhH8HfAfgn9pj4jP4d8F+H/D8lnoOii3k0rS4LVofNe/83YY0Xbv8uPdjrsTP3VxqeLfDGjeKv2RBZa3pPhPW7OPwktwtvo1sk+hrKlluSSxVwQIFYAwt1C7SKVSSpxcuxrFXaR6Ho1j42gbQP7V1/Qb3yPtB1n7FoU9v9ryT9n+zbr2Q2+0437/P8zBx5eeMrw/qHjZvFFhouq32nznTLMXms6hB4cntbPUvPkuEt4rGRr2TyZYfIDTK/nblmiI8vfgfO3w18O+BbrRfho/wt+Gt14b8bQzaVcX2vw+CbrQ4haLsN95t3JbwR3CSRh0EYeTe8kbqvyeYn0/pi7fil4g/5D3/ACBtO/4+ONI/19//AMe3rc/89/8AY+yVo1ZteZlF8yTHaPp3jW3/AOEfOreIdAvPJ8/+2PsehT2/2vd/x7/Zt14/2fbxv3+f5nby6xWuvGuhal4BttT8SeEbo3d7dW2shdNnsZL7NvPNANPRrqXbInlKXjcy+YiSyAx7MGreftDeFdPu57aTSfHDvDI0btb+ANdmj3A87XSyKuCQfmUkGtPVtat/Edz8O9Ut49LhtbnVZHVPFNnLZ36qdOvD/oUU6pIl1j7ysoIt/tWaRZo6PpvjW3/4R86t4h0C88nz/wC2fsehT24u93/Hv9m3Xj/Z9vG/f5/mdvLrI1LUPG3g/wALQ65qd9YeJDo1ne3ms6b4f8NTrearsRnt4rCNr1/Kl4AKOZvNJAHlZ4seLvjFoPgfWDpmo6b4puLjYspbSPCOralCFb/pta2ske7jld2fWsvxB480z4gfCHxxc6XbeOLNINKvI2j03Qr3StcJ+zsc2Ed3DEzT4yImAI8zaM5FAHR6PpvjW3/4R86t4h0C88nz/wC2fsehT24u93/Hv9m3Xj/Z9vG/f5/mdvLo0fTfGtv/AMI+dW8Q6BeeT5/9s/Y9Cntxd7v+Pf7NuvH+z7eN+/z/ADO3l1P408d6Z4Bs4LjUrPWbqO4lMaLomhXuqOD1JZLSGRlX/aYAGsrwb8YvD3jfVjpunWHii2uCjS7tW8I6tpsOB1HnXNrHHuP93dk+hoAq+ArjxtrWm6Jc6p4j8I6iLO91G11hvD+mztFd+VcSw2628huj9lkj8sCeNxP84kjBXGa2NH03xrb/APCPnVvEOgXnk+f/AGz9j0Ke3F3u/wCPf7NuvH+z7eN+/wA/zO3l1m+E9btvDvgfVtSu4tMnt7XVdWkkTwbZTXiMv9oz5/cQo8kl1z/pCqhP2jzxWfp/7QvhPULqG3h0rxvG88gRWuPAOuwRgserO9kFVfVmIX1NAFvw/qHjZvFFhouq31hOdMsxeazqEHhue1s9S8+S4S3hsZGvZPJlh8gNMsnnblmiI8vfga+j6b41t/8AhHzq3iHQLzyfP/tn7HoU9uLvd/x7/Zt14/2fbxv3+f5nby6NNXb8UvEB/wCJ8D/Y2m4+0caOP39//wAe3rc/89/VPslZHiH45eGvCusXWl3mmeMZrm3Yq76d4I1m8gY9fkmgtHjcH1VjQA68vfG3hXT/AAxd6pf6f4g23sdnrMGg+G50kuftFwkMEtuGvX+zRQeYJJ2fz90ccjAJjFauj6b41t/+EfOreIdAvPJ8/wDtn7HoU9uLvd/x7/Zt14/2fbxv3+f5nby6xdc8V2PjXwHY6pp0HjK3tJNc0tQlhpV1puoDGo224yQ3MUcn2UnPnkrhrczEZFa3jj4oaJ8PLi3h1Sy8Q3JuVaRTonhrUdUVQDzva0gkCZJ/ixQBJo+m+Nbf/hHzq3iHQLzyfP8A7Z+x6FPbi73f8e/2bdeP9n28b9/n+Z28usb4e3PjTXPCfgfV9V8S+ENR8+ya51qTw5p072d95satA1hObo7I0DDMjpL5q4KiDdga3gb4naL8QprqLSrLxDam3UO51rw1qOlKwb+411BEH6c7c1keFvFVl4L+DHhHWNRgsri1j0eyXZ8P9LutRsDuhTBsYbeOSU2o/gIXHllScCgDa0fTfGtv/wAI+dW8Q6BeeT5/9s/Y9Cntxd7v+Pf7NuvH+z7eN+/z/M7eXWP4O1HxtqGqCz1a/wBPU6FeTWesTf8ACNz2Uer74IZreXT2a+k8qJPO8t2fzvMkhmQeXtzS+Hfjl4a8T6xbaXZaX4ygubltqPqHgjWbKBSeTvmmtEjQe7OK0fCsy2eveP5CviNkh1hJCupxl4MDT7PjTlX5mtzzkAHNwLodaAJtH03xrb/8I+dW8Q6BeeT5/wDbP2PQp7cXe7/j3+zbrx/s+3jfv8/zO3l1jaXP41sPF3hHSNU8ReELoyWWpXWspb6ZPaXl/skgWE2MLXMnlRoZ186R3l+byQoXzcx0B+0j4QGf+JN4/wAf9k58Q/j/AMuFdHPOk3xG8Mug0NY5NE1Ftt4hTWV/fWJAgTHy24z+/Bxh/slAEuj6b41t/wDhHzq3iHQLzyfP/tn7HoU9uLvd/wAe/wBm3Xj/AGfbxv3+f5nby6yry98beFdP8MXeqX+n+INt7HZ6zBoPhudJLn7RcJDBLbhr1/s0UHmCSdn8/dHHIwCYxTfEPxy8NeFdYutLvNM8YzXNuxV307wRrN5Ax6/JNBaPG4PqrGma54rsfGvgOx1TToPGVvaSa5pahLDSrrTdQGNRttxkhuYo5PspOfPJXDW5mIyKANrR9N8a2/8Awj51bxDoF55Pn/2z9j0Ke3F3u/49/s268f7Pt437/P8AM7eXRo+m+Nbf/hHzq3iHQLzyfP8A7Z+x6FPbi73f8e/2bdeP9n28b9/n+Z28up/GnjvTPANnBcalZ6zdR3EpjRdE0K91RwepLJaQyMq/7TAA1leDfjF4e8b6sdN06w8UW1wUaXdq3hHVtNhwOo865tY49x/u7sn0NAFXwFceNta03RLnVPEfhHURZ3uo2usN4f02dorvyriWG3W3kN0fsskflgTxuJ/nEkYK4zWxo+m+Nbf/AIR86t4h0C88nz/7Z+x6FPbi73f8e/2bdeP9n28b9/n+Z28us3wnrdt4d8D6tqV3Fpk9va6rq0kieDbKa8Rl/tGfP7iFHkkuuf8ASFVCftHnis/T/wBoXwnqF1Dbw6V43jeeQIrXHgHXYIwWPVneyCqvqzEL6mgDoPBura0Ly48O+IwNR1ixs7e8uNc0/S5LHS7rzpbhUihV55m82NIFMiFzgTRNnDgAp2mpt+KPiEE6+c6Npv8Ax9EnSP8Aj4vz/o2etz/z3/2PsnSigDsaKKKAOM+KzBfhf4xUjXxu0a8H/FKn/ib/AOof/jy7/aenl8ff2VyXxE+Fvi3xl8UvBnibTvFuiWOi+G5ZLmHRtQ0Ga7kmnkQxSy+el5EAywtIifIwUyuWD/KF9M1rS4da0e70+4a7jguYngd7S5ltplVgV+SWJlkRueGQgjGQcgGsLWPhvo+uf8JCbm716Ma4bf7YbPxJqNt5XkEeX9n8qdfsucfP5Hl+Zzv30hnG+N/hT4t8QfGfwt460bxZomj2eiW81m2n3Ogy3E93BO0ZnjedbxFwPKR0xHlXXJ3glant9C8V654RjTwf4n8I+F7+38SarLNJpmj/ANpafdwfbLtWgmjE0LLcbnjedkkBFzHMDkMRXV6x8N9I1r/hIDcXmvRDW/s4vDZ+JNRtjF5P+r+z+VOv2XP8fkeX5n8e+qk3wf8ADLW/iOCBdW0y216dbm+i0nX7+xRJVcyGSBYZkFqzuWeUweWZWZjJvJJL6WEcJ4s/Z91u8+Gfhvwf4Z8X2OmrpurQ61eajrWjtqEt9dx3q3pcLDc26x751cuACMSELtIzXd6Ol1H8QteSeXWmvv7C0xHnliK6G0nm32WtYy+4XBYnzl3HCG0G7qatax8NdH1xdf8AtF5r0a619n+1/ZPEmoW/leSQU+z+XOv2XO0b/I8vzOd+7Jy3Wvh3pOtNrxnu9fiXXBb/AGsWfiPULYJ5ONhtvLnX7KOBv+zhPNz8+/JpW0t/X9aB5nmfg74Q/FzwQut/YPiP4HlXVNTn1W4+0eB7s7JZSCwXGrjCjHfJ9zgY3fCfge6+G+h/DTw9fav4e12+ttcu5J7/AFa3aC4meW11CU/2dG0kjJODJjBdsWy3PPFdlrHw30jWhr/2i816Jda8j7X9j8SahbeT5P3Ps/lTr9lz/H5Hl+Z/Hvqp4k+EPhrxZcancan/AGvNLezQ3Bli8QX8LWMsSNGslmUmX7ExjeRXa38syLI6uXDEFrRJLZBu7mBqHwz8X3nx10/xvF4s0OPQ7Oym0tNFfQZ2uWgla3kl/wBJ+2BRJ5luu1hDgKxBVj81YN78MdY+Gvg34mwWOuajP4EvrLVNQsdA8K6W6+IdPnniMsy2F15xVnMrXEkMZgBEsqDftULXo+sfDbSNaGv+fea9CmtfZxdiy8SahbCHyMeX9mEU6/ZMgfP5Hl+Zzv303WPhrpGttr5u7rXY31tbf7SbPxJqFuYvJxs+zeXOv2UHC7/s/l+af9ZupJWVl/XUP6/Qs/EDwLZfELw7Jpt5NNZSxzR3dpqNm6rcWNzE26GeIspAdGAOGBVhlWV0ZlPEWPw1+IusaxpkvjD4j2txo9hKt0bHwlosujPeyoylBdTPd3LNDwS0cflbshWLJlD2OsfDfSNbHiA3F5r8S619n+1/Y/Emo23k+T9z7P5U6/Zc/wAfkeX5n8e+m6x8M9H1v/hIGuLzXo/7b8j7Y1n4k1C2MXkkbDb+VOv2TO0b/I8vzOd++mBy+taBr3ijSPijpXhnX9Y8MazfagsEOseINPa8tbcNptoC+mxLLGTCFJ53YFz9pO1gCtZk3wP165/Zrl+Fp1vw5C0mlHQzfJ4en+xix8sxBRbfbt4kEX8ZnwG5weldzrPw30jXDr6XF3rsY1x7b7V9i8RahbbPJwU+zeXOv2UnGX8jy/MyS+/nMmsfDfSNbPiB7i716M62IBeNZ+I9QtjEIT8gt/KnX7JnGX8jy/M/j30Dv0OZ8G6Pr3hzX/Bem+JNd8L+J9Ys9B1CGbVUsHs9VuMTWAVoImml2wlcG4O/Bl+yEBQcVX8O/DDx34f+IHjvxMvjLw9NB4jjX7PZt4buAbOWKPy7d3f7f+9VV++oWMufumOui1z4P+GfEGp6vqd4NWGo6lCtvJe22vX1vNaRho2KWjxzKbNZGhiaVbcxiUxr5m/Aq3rPw10fXTr7XN3r0Y1ryPtf2PxJqNt5Pk/cNv5U6/Zc4/eeR5fmfx76N3clJJWR554T+HGufCv4T2Xh7XNevvETReI7GeC68FaTJp10qz6tFKyzI9xOWt/MdzcPuH+jebkEgsc34jeCfiT8TPjRb/2XrWk+GvDPhEWup2EeseHZ9Qh1W9ljnjaRmS7gybcD5UXo0oY8iMj1LV/hvo2vR+ITdXWuxDXDb/ahZ+ItQtdgh4jFt5c6fZC2AH8jy/M5Em/NP1f4a6PrS+IPPu9eiXW/I+2fY/EeoW3kmHGw2/lzr9lzj955Hl+Zk+ZvyaOtw2Vjy/wj4a+Jfg39oMaprmqaJ4o03xXpLW2oTaR4cutOSwewLG2+d7y4A803c2dw58tdvfPSx+FdZ8b/ALOOjaFomr+E9EvdR8P21s17olhJf6HHE9uqP9hiWaEmAqf3JL4C7eGHFdZrHw30jWx4g+0XmvRJrX2cXYs/EmoWwh8jHl/Z/KnX7JnHz+R5fmZO/fVR/hD4aXSNV0y1/tbStMvobS2a10nX76xisorUKsCWaQzItkoVVDLbiIOBh91TKKkmnsyk2ndEPwk8H+KvBXh2HR/E3iDRfEEFlBBaWT6PokumlI402Hzd93cByQB02AYPByMXtN4+KniIf8T4Z0bTc/aP+QT/AK+//wCPb/p5P/Lb/YNpT9Z+G+j67/wkJubvXoxrhtzefY/Emo23leRjyzb+VOv2XOBv8jy/M/j35NRaz8ONI1n+3vPu/EEY1z7Obo2fiTULXy/JACG2Mdwv2bgDeYAnm5+ffzVt33JSSVkdc21hkhSBkMc5wPQ+3rXLeMiq+JPA/Ph8H+2pM/2wc3S/8S+8/wCQf6XOPvf9MPtR5o1j4b6RrY8QfaLzX4l1r7P9r+x+JNRtvJ8n7n2fyp1+y5/j8jy/M/j31V8SfCHw14sm1G41MavLNdzQ3HnQ6/fwPYyxI8aSWZjmX7ExjkkSQ2/lmRZHV94YgoZ2ZI64XaOvPT0OK5P4rMF+Ffi/H9vov9j3v/IqYGrf6h/+PH1ue8X+3sp+sfDfSNbHiD7Rea/EutfZ/tf2PxJqNt5Pk/c+z+VOv2XP8fkeX5n8e+m6x8N9J1v/AISEXV3r0R1wWzXX2LxJqFt5fkYKG38udPsoOBvMGzzcnzN1AHWKwjX5doRevPC+gx24oLAqc7SuCG56fUfzrldY+G+ka2PEH2i81+Jda+z/AGv7H4k1G28nyfufZ/KnX7Ln+PyPL8z+PfRrHw30jWx4g+0XmvxLrX2f7X9j8SajbeT5P3Ps/lTr9lz/AB+R5fmfx76AE+G7bvDt6c+Hh/xOtWB/4Rv/AI9R/wATC4A8wf8APz/z8D/n4M1dUSCpzggZyc8r6fSuMl+Efhs2/iOG3Or6Zb69MtxfR6Xr9/ZrHKJDIz24hmUWrSOzPKYPLMrMxk3kk1a1j4b6RrY8QfaLzX4l1r7P9r+x+JNRtvJ8n7n2fyp1+y5/j8jy/M/j30AN0zj4qeIh/wAT8Z0bTc/aD/xKceffn/Rv+nk/8tvRDaV1m4AEjbt/i56eh/xzXIaz8ONI1n+3vPu/EEY1z7Obo2fiTULXy/JACG2Mdwv2bgDeYAnm5+ffzUusfDfSNbHiD7Rea/EutfZ/tf2PxJqNt5Pk/c+z+VOv2XP8fkeX5n8e+gBnxIwPD9oQNeUjWdKwfDf/AB9DdqFufnz/AMu2f+Pj/p3876V1u75eMAD7xB6f4e9clq3w30fXF8QPc3evQnWzbi6+xeJNQtdnkn92Lby7hPshbA3iDy/MOfM35p+sfDfSNbHiD7Rea/EutfZ/tf2PxJqNt5Pk/c+z+VOv2XP8fkeX5n8e+gDqiwxk4Kjg85x6Z/8Ar1yXwp/5JZ4OJ/4R/wCXRbLcfCrY0cfuEObLH/Lt/wA8/RNtP1j4b6RrY8QfaLzX4l1r7P8Aa/sfiTUbbyfJ+59n8qdfsuf4/I8vzP499VT8IfDUek6pptp/a+k6XfQ2ts1npPiC/sYbKK2AWGOzSGZBZIFUBlt/KDgYfcKAO0LA84Xauc89Pf2965Lwdj/hIvG4Ya8P+JzFhdaP+jD/AIl9kP8AiXjvbev/AE8favXNP1j4b6RrY8QfaLzX4l1r7P8Aa/sfiTUbbyfJ+59n8qdfsuf4/I8vzP499R6x8NdJ1xtfW5vdfT+3Gt1uRY+JNQtfL8kDaLYRXC/ZScZcQbPMBO/fyKAOw83vxgdTnp/nvXJaltX4p+Hgf+EeBXRtSP8ApJzrC/v7Af6Nn/l2I/1/+39kpdY+G+ka2PEH2i81+Jda+z/a/sfiTUbbyfJ+59n8qdfsuf4/I8vzP499VNc+EPhrxBqWsaldHWEv9Shjt5by08QX9vLaxK0bGO1aOZTZo5hiMq2/liUxqZN5ANAHa7gASNu3+Lnp6H/HNcl8SMDw/aEDXlI1nSsHw3/x9DdqFufnz/y7Z/4+P+nfzvpT9Y+G+ka2PEH2i81+Jda+z/a/sfiTUbbyfJ+59n8qdfsuf4/I8vzP499M1b4b6Pri+IHubvXoTrZtxdfYvEmoWuzyT+7Ft5dwn2QtgbxB5fmHPmb80AdarCNfl2hF688L6DHbigsCpztK4Ibnp9R/OuV1j4b6RrY8QfaLzX4l1r7P9r+x+JNRtvJ8n7n2fyp1+y5/j8jy/M/j30ax8N9I1seIPtF5r8S619n+1/Y/Emo23k+T9z7P5U6/Zc/x+R5fmfx76AE+G7bvDt6c+Hh/xOtWB/4Rv/j1H/EwuAPMH/Pz/wA/A/5+DNXVEgqc4IGcnPK+n0rjJfhH4bNv4jhtzq+mW+vTLcX0el6/f2axyiQyM9uIZlFq0jszymDyzKzMZN5JNWtY+G+ka2PEH2i81+Jda+z/AGv7H4k1G28nyfufZ/KnX7Ln+PyPL8z+PfQBHprbfih4jA/t9m/sXTciYZ0gZnvyPs+P+XnGfP8A9j7JjHSitbT/AA5Z6Zr2r6xbPezXupeUZornUZ57dDGrIvkwM7R2+erGJF3nltxAooA36KKKAOM+K0Yb4W+MQw15h/Y96ceFedXP7l8Cy/6eP+eY/v7RzXnnxu1nTfA0hS68NeP/ABCPGl3a2EjeGfEz2iwXKf6iKHzNQtza+Zg7mtgqvtPmmvRPiqP+LW+MeNe/5A15/wAiqc6v/qHH+hf9PPTy/wDb2155+0/p82raX4CsbbVrzQbi48XafGmoWKwtNET5uSomjeNj14ZGHPSs5O1vVfmLo/Rkmi6vo3j7xV4g8M+IfD/j/wAB674gtIb9bLUvEcsAuYLZwjNYS2F/LHblGaPzUhaJ3EiF1cNmtO38Or4i8J+MtR1CfUtevdSvrqKW38GeKr6BSlndzR20Fsxu40tLgRxpHcCJ4UaYSK5IFcTJ4fu/ht+0V4Bk1TxdffEHUvEVte6PGviCC1W+023SI3MtxALOOCIQs8UEUpeFmJeHEgVdreq+CdasNJ0MR3t54XtJbzX9VtrSPQpVSC4m+3Xb+WAxG+72xs1wq8+elwegNaS0SYR1Z4dq3xt0/XPC+s+Irj4WfF2LRvEWpWukzXFn4ptbXZcxXYs447ZYtZVrXNx8jtAsaydXLL81esR+ErLxV4y8aWd8fHVgusaVpF1dxf27dWtjbusl1hLKa3nDW9x+6QXCQOqMhtyd3mOW8Zi2XH7LvhW5hMc1tdfESyu7e4jcPHNFJ4tEkcqMMhlZGRw4+8rA8V9D6ftT4meIcDXfl0fTWBuuNIyZ7/m39LnnM5/55m0oW0r97fgv8xy3R4j4m+M3huP4lah4K8S+D/iX4eu/E8mnpPqS+JRFY26NO1vZyxPaaoz2KTSptPkpGZCf3gavVfHnguC61mytl1i4sYPFepx2+qwzeKNTs55IoLO5ljj0sQ3CiCfzIonkWHYJIY7hn3FRXzrJ4W+I3xy8H/FrX/DXh3w3faZ47vM6FruoeJbi0ube3scR6fNHBHYSqwE8LXSHzRu84HK17t4R+IKfFDwn8HvFUcWgW0mq3ZmnttbJF3bz/wBnXizQ2I/5+0kDo47QrdClH4df67BLSWhg/FzxNZ+G/Fx8Ot4K+I3iC48b+UsVz4c8UrZw+ZaxvIY7fzNTt3tGEcZZ/IWNZQQGZzmsmbxNbfE7wv8AGVpPCXxa8KXdlb+RqI03XlN+LuC1WaOLSorW/mSOfZJE2I1WOZ5AshkwwHV/ES8h1j9oT4X6Vass9/pceo6vfQKQTbWr2720cj/3RJLJtXj59kmM7SBg6JCqeFv2k8x68CdZvif+EUH/ABOP+QLY82Wf+XkjDR/7ZT6Uo/Fbuv8AL/MT2+f9f5G38c9S0n4e6Te397oPjzxHB4pvbHT7keF/EktobWbzo4bVYfM1C3+zebJIit9l2h+TL8vNc/8AFL4leFfDevaL4b1bRfH0ni/4lGLZ4d0fxHLBc2K2yF9wkTUI4LIfKQ/2aVfOII/e4JGz+15r2n+E/hHa6xq90tnpen+JdAu7q4kGVSKPVrR3Y89AqknGTxnFecJouq3XiT4X+PvEdvLZ+JPGHjeO7azm4bT7BNK1NbOywD1SJjI+CcyzTHgAVcPeWve35afiU9n6P9dfwPSvG0WlaTofxk1/VIPiDqFnFc28l3a2+u3FjmC2srWUnSCtzCsUPzN5jK6NJMLhHLKqrXNeI/jN8Obv9nzxF8X79/GsPh/WGt4rzS7DW7631KG4huBbpa20UV2q2spl+VxA8Yk6uWHNdL8Tlb/hVvx9P/E+4trwA6wx+y4/sa3/AOPAjn7N/e7/AGg3X1ryjxL8AdTbS9T8SLqdi3w7bw9L4j/sX5/P/t1dNa1WUYPleR5R83Gc+bhsd6xnLljK3l+v+X9XGlrD5/p/meuaXDbfEzULG7aTVdA0rxpo0mo3ui3Piq9ttYja2ltFtpLNLS7MdtCFlkFwbdlLNLbB925qyvD/AIy0b4ma78StO1Lwt8QfCNrZyRQ67qt94q+y2lq9vFFOi2xtNSd7bdDMkjNAkaONwkYsMV0Pw1jyvwvXOgZHg+b/AI+Sf7XxnT8fZs9LfP8Arufvi069a8Yhlf4j/Gz4p/Ci0aRdPvPFcOr+KJoxjZpa6TpwS0z63cqGM4zmGO4HBII2kv3jgttfzS/Azp+9SU3vp/XzOv8ADfj3w3+0L8PvEHivQ9M+KOlaPreuaZpxurLVZ4Lm4WHUIoHktIY7p3srb5T9pZEt5DD5r4LDcOk+NWs6f4GleO78LfEHxHH4yurSxebwt4ma1S3uEOII4hJqNubQvj5jbhFfH71jmsX4WqI/hZroC68q/wDCyr0IPDPFzj/hJm+9wP8ARhnFx1/0cTZ9K2v2oLfVLrTvh+miT2tlqbeMNPEF1qFm13DE58zBeJZY2YDPQSJ1GDUSdnG3l+Nhr7Xlf8Llzw/eaT8Rtc8S6HrmhePPA+uaxb217LYah4inh8y3hYIstjLYX0sVuA2FkWB4nbcplUq6kxX9x4dsfhBJ4v8AHniO5UeINO0uXVbzwh4k1X7FNcbIxGNIEM3mRpLK4CLbhXnDLu3k4rd8H/DXxBb+OB4v8aeItP8AEOtwWD6ZYjR9IbTrS2t3kSSU7JLi4kaV2jjy3mbQIlwikszec+OryHw/8MPgR4p1T+wU8N+Hr/Tr3V5vCqZ0W1gbT5YFubY9Vso5Z4mVuix4YkBMhvov63COt/66XNa38Y6H4o8RXOh+LPDXxE+HN7418hbNtY8QzW0N1JApZYbSWxv5Fsptq7niQwNMA2RLtbHX6h4P0/WvG3juzuZ/HAh1TTNLuJ/I1u8tLBXSW7Crp80UyvBOREnnpCyKyG3LAmR92D+0JrVjq1j4O8LaddRz+J9b8SaVf6XBbOXk+z215BcXN1lMlYlgjdS5wuXVM/OM97p7AfFHxDn+3sto2nY+0k/2T/r78/6N/wBPPTz/AET7JRL4bj6nif8AwtCPxxaeNbmL4T/F57eW6Wz1g6d4ntoWtZbPGVtY4NZDwH+8LRVM3cSZru9UtdE8eWuh6roniOb+wfHV3btdyt4o1KylubWOxuJ4V0pYrhPs0xeOJ5FiEe+KO4MgYrmvO/APwx1rxrH8VWs/ij4r8JWc/inVYHsdJh00W8ecBm3y2jzgnJyyyoem0rwa6L4I69b+Ifhr8IXs7TwlbWljq95plt5kUiLLb21tqFvDPpAd5GDypCsgLSN/oz3HzN1oh70E32X4oXX5ssyeIrHxf8WvF/gGbwh8Q7O4vI7O51LWIfFH2Wxt7YNMtrNbCHUxNbrK9vIrLbxRs5H75cGubX4keFfjVpHxwHhyz+JzWemRS217rXhvWJY5Zrq0hBSPRoFuy6TNkEFYY4p2x5hlB5yPip4k1Gb9pbxd4C8O3k1l4k8YeHNDtEvrclX02xjuNTa9vgeArRxyBUzx5s0GQ2WFa/hXQdN8J6V+0fomk22tWel6eYbW0tfBoA1WKOPw/Zqq2AH/AC8qFAj/ANsJ3JNXFfl/kXKyk0vL8UdZ8X9a0/wr4jt9Gm8KfELxDN49nhtVl8NeJ2tIoJreKSYJFv1G3a0zFBI7mBUWQLhyzELRf6zp/iP4weJPh7ceFPiFbXGrWtrfXutWviZrbT4rePesUlt5WorNah3jaNhBFG0hGZFZfmrpvjJ4N1zxJ/wiGreGU0+bX/DOsDVbez1a5kt7a6Vrea2kjeWOOUxnZcOyuI3+ZFGMMa4j4dyeLpv2n/EM/jCDRdPvJvCVi0Gn6HNNcx28S3l2AGuJEjMzE7mz5MQUNtw+0uc4vmkr+f5XIqe6tPL87HceHfBlt420PxNcaxrFxdT6zqlxbXEnhfxRqcMEEVpeTRW8cJS4BtJ1jjRLlYPLDTLKrbgK6TV/hlpGt/2/9ovPEEQ1v7P9q+x+I9RtfK8n7n2byp1+y5/j8jy/M/j3Vl+EF1O48C6rHo134WsNUbVdWFtdaVbPdWEbfb7gBp4lkiZ7j/n4USKftHnc1m2Oi/GaO8ha68d+Bbq1WRfOit/BV5FI65+ZVc6uwVsdCVI9jVDH3XgfT9f8eeOdOu7nxtFBq2m6VcXEkWt3tppyMs12FGnyxSq8E+IU+0JCyKyG3JBMj7uj1f4ZaRrf9v8A2i88QRDW/s/2r7H4j1G18ryfufZvKnX7Ln+PyPL8z+PdUWmLt+KPiLnXsnRtN5uM/wBkf6+/P+jetz/z3/2PsnSsnxBpHxXvNWuZtB8a+DNO0lmzBa6h4Qu7y4jX0eVNUiVz7iNfpQBW+KHgfTZtG1i4a58bCTXdT0e3u/8AhGdbvVnhVbyBMwgS4s4Cp/0l7cRsYfNcksAa6TV/hlpGt/2/9ovPEEQ1v7P9q+x+I9RtfK8n7n2byp1+y5/j8jy/M/j3VgeILfxBZeA9Ph8Uareatq39t6W0l14F06SwYqdRg27oZJ52FuOPtJMhzAJ+B0rZ8b2Pjy/uLVvB/iPw7oUCqwnTXPD9xqTu2flKmO9tgg65BDfUUATav8MtI1v+3/tF54giGt/Z/tX2PxHqNr5Xk/c+zeVOv2XP8fkeX5n8e6ub8LeDLfxx4Bh1PWtYuL3UfFGmadc6peeE/FOpRaa0qRK3maa6XANvA7ZIaEoZVIMm+t/wRY+PbCe6PjDxF4d1yFlUW6aJoFxpro2fmLmS9uQ46YAC/U1jeFbXxFffBPwlF4X1PwdpGrHSbEpdaVp0t/oAURR7hZxJPAxt8f6o+Z9zbwRxQBvav8MtI1v+3/tF54giGt/Z/tX2PxHqNr5Xk/c+zeVOv2XP8fkeX5n8e6ubtPA2neLNa+Jlve3PjaJL/UrO3m8/XL2xgVYrO1dTpZglQxQFnPmPGVaSYXCOWVVAs+H9I+K9nq9tNr3jTwZqOkq2Z7XT/CN3Z3Ei+iyvqkqofcxt9K0/C6ynWvH4gfXY521dNj64hezVv7Os8fYQCCbb+8AR/pH2rkdaALGr/DLSNb/t/wC0XniCIa39n+1fY/Eeo2vleT9z7N5U6/Zc/wAfkeX5n8e6ub8S+DLfVfHs2lvrFxb6b4k0yW51Gzh8U6la6j5trNaLBJYJFcKLeBVllFw0AQu0luGzuOYf+Ed+N/8A0ULwB/4Qd9/8ua6G680fErwys8nh55v7E1LzJJQU1Ut52n5+zKScWp/5bDnDmz57kAs6v8MtI1v+3/tF54giGt/Z/tX2PxHqNr5Xk/c+zeVOv2XP8fkeX5n8e6ub+KHgfTZtG1i4a58bCTXdT0e3u/8AhGdbvVnhVbyBMwgS4s4Cp/0l7cRsYfNcksAas+INI+K95q1zNoPjXwZp2ks2YLXUPCF3eXEa+jypqkSufcRr9Kj8QW/iCy8B6fD4o1W81bVv7b0tpLrwLp0lgxU6jBt3QyTzsLccfaSZDmAT8DpQBv6v8MtI1v8At/7ReeIIhrf2f7V9j8R6ja+V5P3Ps3lTr9lz/H5Hl+Z/Huo1f4ZaRrf9v/aLzxBENb+z/avsfiPUbXyvJ+59m8qdfsuf4/I8vzP491S+NLXxdqFnbr4R1vRNDulk/fSa1o82pI64+6qR3VuVb3JI9qyfB+m/Euz1bzfFPivwprWl+W3+jaP4YudPmL/wt5r6jcLt65GzPuKAM3w74LtvG2ieJrjWNYuLqfWdUuLa4k8L+KNThggitLyaK3jhKXANpOscaJcrB5YaZZVbcBXR6v8ADLSNb/t/7ReeIIhrf2f7V9j8R6ja+V5P3Ps3lTr9lz/H5Hl+Z/HurM8Irqdx4F1WPRrvwtYao2q6sLa60q2e6sI2+33ADTxLJEz3H/PwokU/aPO5rMsdF+M0d5C11478C3Vqsi+dFb+CryKR1z8yq51dgrY6EqR7GgDW0HSYbD4teL50fxM8l7pumTyfb7iWXRlYPeR7bJXJEc+2NftCJtUg2zkbnYsVb0xdvxR8Rc69k6NpvNxn+yP9ffn/AEb1uf8Anv8A7H2TpRQB2NFFFAHGfFf5PhX4wJ/t7B0a9z/wiv8AyF+IH/48c9bnj93/ALe2uT+Jem/DLxZJqsnjbwH/AMJZJ4YESs1/4LutU2i5xkWZ+yv9pBwvmC23hcfvNnNet+SvqQOv65zTtg/zxSsB5DoOk/C/4NS+KZvDHw+XwtPpotV1OTwx4JuYzdCQ/uxCba1/03buO7yPM8vLb/L5qhqlp4P1Dwp4l0P4ieBLHX7TQtYm1GbTrHwVe6hZv9ru5ntp4IjbOLq4aKcNcPb+ZslecttBNe27B/nio2t1b+Jhg5GD/nPTv9OnFMNjyb4jab8MvE9nqdr4z8Bf8JVb+FTD+5vvBV1qccX2gKALFfsri44Vd/2bfs2/vNmKg1i+8L2Wu+PrHVtA8Uan4dsdE0rTr3SW8O3N9o00bvc7Y7G1jhf7TJtmUXBiVkVBbhiPLfb7JsH+eKb5I5BYnOeuO/4fhQ9dwPHo9B+FPw/8M+M/Dtl8OYbDQbcwf21peleBrl7W/wDPAVRHFDalb/C4DeSJNgH7zZWdcaZ4K+F88cHg/wCH+naJpHhvWItR1yPS/Bd6GHn2M8Mc2mi0tiLiffJFHK8Qfy4HuFk25xXumwf54qIWqfxMznORuOeh4/L39M9cmgD5xvvg78JLXxN8Sdd8Y+AofG+of2nFf3N7feALjUp0jnhhjjgtnFtK14ilCx+z7xGHPmBNpzV1z4Z+BPhZcfFfVfCPh3XvDES+GIdHu9K+HPhCe0vJZpTK0dxp80cKxT3OJlXdHuELIpldQpC/TfkLz9MUgt0BJxyTknA56e3sB+Ao2t5AeYfEN/h94ibUH8X+C5vE0nhOW3nDXfg671LypZiCr2WLV/tDDA3G23lMfPsxVP4jaV8L/EmoapqHjH4fL4nv/C628bXV54JutSkRZm3Itm/2V2uQCcsLYuI+d+yvXtg/zxRsH+eKAPF9ek8IXjfFPT/GHhzxL4n0a21OxuLyw1zw3c6xYzh7W1EX9mwpDJ58CuhZ0QM0U3nuwVWVi/V/Dvwn0Xwf4g8J3Xw2t5PC2h3FvdXeh2vgW4ubGSaY/LJbQR2rJduM/M1ushT+PZXo3iTxNZeE9Pa9u1kcPNDbJFboGklmldY4o16ZJZlGSQADlsAE1x/jr9o74b/DXxJYaF4i8aaDpOq3MuyS1u9VtoJLNDDJKs86PKrJEfL2hiOWkjHfNLe4u3kY8E3hv4Z+IFt9D8H2+k+FfCOmz211Ho/hC+a7imvZ7WWJNNW2tik8LFJnuFt9+x44C23a2L1va/Df4cab400/TPAraTYwGE63a6J4LuvK1BrgbcxrBakX5wcP5Ik2DIk2c10lr8W/BF94gg0GHxloNxrdxaLfRaXHqsD3MlsUMgmEQfcU2/NvGV285wc1cX4l+E2t7C6HifRfseoWcmo2dwNRi2XVsgUyTxHd88ah0y65UB1OeafxO49tzzDVtG+Hnwv8P+IbPwl4L1rwt/Zup6Lc6onw98Jz2s12PtcLpsaKBRfQou4XCweY6wtMpCuQDsfEzR/hb4uuNWuPG/w8j8XXHhlII3k1DwRc6oyrOQQtm32VzcjpvFtvCY/ebK6nxF8WPA3hG31C413xloGhw2Fylldy6lqkFvHbTyJ5kcUm91CuyMHCnBZSGGRg1ZT4qeDW0Ma0vizQzopjhmXUl1KH7OyTOUhbzA23DsCqHPzEEDJBqW0mm+g7atdzItPEHhH4a6LqukaV4d1LR9J8MC3WTT9E8LXxtwJiSos44Lcrc4LZb7MH2H7+zFUfC/jK08EfD+PTNc0aazv/AAxpunWurWPhTwzqUmmJLJEimPTkS3YzwocjbDv8pQBJsrqfBPxN8I/Eq1ubrwd4q0TxXbWr+XPNoeow3iRORkKzRMQDjsav654q0Xw9DPLqur6fpqW9rJeyvfXaQeVbRlRLMSxG1F3LuY4AJGSM03rqxeh55oOl/DD4NP4qk8M/D9fDEumi1XU38M+CrqM3QkJ8oQm3tc3oXcciDzPL537Kt3/jDTNF8ceO7u8s/GlzZ6bpelQXMEOi3l3pzl5bpl+wQwxM9xOfOX7Q8QZVUW4Yjy329Y3xG8Kx2t3ct4l0dbezuobO5kN/EEgnmCGKJzuwruJYiqnBYSJgHcKreGfil4N8Zaxqmj6F4u0PX9W01mS+sdM1GC4mtSHKsJURiyFSCp3Acj14ptX0YtPiPKtW+Dn7P+hrr4ufgloEn9h/Z/tX2X4cSXHmGbG37N5dm32vHG/7P5mz/lpsrrPGPiqy0nUbBrbQ5biw8IajFNqbSeF9RupYIZ7K4ijbSjDbt58wkmiSRod/lwvOH2k12Pi74leFPh/9h/4SjxLo/hxb6Uw2h1XUIbUXMnHyR+Yy725HA/wzj2/xo+HV14wPhOHx74Zu/FYuGtjoa61bNfCVMkx/Z9+/epB+UjI2knvQmmrDemrMuH/hX/w817xpr1j4On0/XbdoG1rU9J8HXbXN+Z2yvlywWpa/IJyxhMuw58zYea5Xxb4c+G3gPwz8UJPDHgTWPD+tLpbW+oal8PvCUttq12bhCY/sFyluFuZtxBDxs6xOFaVkxXp+vfFfwZ4VtNMutZ8W6Fo9tqcxgsZ7/VILeO7kBwViLOA5B4wuSCelY2uftC/C/wAK6rfabrXxI8JaTqFgQLy1vdctYZrYnGBIjOCucg/NjORjrRtqHWxrax8SNK0X+3jc2niB20I25u/snh/UbgSmbhBbeXA32vAPzeR5nl/x7MVwlp4L+Dnw117Wdd0v4XWWla74ceJ5tT0XwFObktcAqDaywWhe6O12Dm3MhQMwk28112h/Hb4c+KNU03S9C+IPhTWdV1JGmsbHT9btppbxFZw7QojkyBTHJkgEZRs4wca/hH4keE/H0mop4X8UaL4jOmy+TerpOoQ3RtpDnCS+W52N8rcNj7p9KPMNNjmPD/jS28D6R4ottX0e4tptG1Ke5uIvC/hjUpYJYru8lktpIVS3b7XM0ciPctb+YFmMrNtFb+sfErStFGv/AGmz1+Q6F9nF39l8PajcCTzuFFt5du32vGfm8jzNn8eyqWnfGT4f69rmpaJp3jrw7e61paSzX+nW2sW8tzZpEQJWljVyyBDwxYfKeDxxVSf9oz4VWuh2utSfEzwdHo11M9vbagdftRbTypgvGkm/azqGUlQSRuGRyMrpdjtrZFe68b6f4d8feOdQubXxtPBpemaVBcRw6NeXenuzy3TKbCKGJnuJ/wB8v2h4gyootwSDG+3oNW+Jml6KviAXNnr7/wBh/Z/tf2Xw/qNx5nnY2fZvLgb7XjPzfZ9/l879latv4n0i8UCLV7GdnuBaBUnRszMgkEXX7/lkNt67ecYrD0740eANV03W9SsfHPhu803Qjt1a8t9Xt3hsGJwBO6viLkMMOR0PpRrexN+pi/Erxxp0Gh6tb+R42EmhanpFxd/8Ivot408ga9gkxAwixeQAKRcpb+YwhMyEBiFPRat8TNK0MeIPtNlr0h0P7OLv7L4d1G4EnnfcFt5cDfa8Z+byPM2c79lcz/w0x8HWuII1+K3gkyXChoY/+Ejs8yAsQCo8zBBPT1P0r0PUNastJkt47u8t7WS4LCFZ5VjMhVWdgoJ+YhFZjjoFJOByH5j62MLWPiZpWijxB9pstec6H9nF39l8O6jceZ52NotvLgb7XjPzfZ/M2fx7MVzvhXxtbeB/h9FpuuaPNZ6l4X03TrXVrPwp4Y1GTTY5njRfL01Et2M8KHI2wh/KUASbMGtXwv8AGbwl431SwtvDWuaf4jtLxLhotT0a8hu7MyQmMyQGSJ2AlCzI209VyexFd00anrknGM55H40CTT2OS1f4laVoa6/9ps9ff+w/s/2v7J4e1G48wzfc+zGOBvteM/N5HmbP49mK5+18bad4T1r4mz3tv42mTT9Ts7iYTaNeX0DLLZ2sajS1gidpoAUYyLGGaOY3DuFV1Y+n7B/nimrCqsSOC3UgAE+nNAzk9X+JulaGPEH2mx11zof2f7X9l8O6jceZ533Ps3lwN9rxn5vs/mbP49lc74g8aW+j+PJ9Rk0i4n0zw3psttqN5F4a1K71LzbqS0a3jsGigcXMJWOQ3Ah8wo0VuXxsbHqGwf54pvkg5yWIwBgnigDktX+JelaGviAXNnr7/wBh/Z/tf2Xw9qNx5nnY2fZjHA32vGfm+z7/AC/49lc78SvHGnQaHq1v5HjYSaFqekXF3/wi+i3jTyBr2CTEDCLF5AApFylv5jCEzIQGIU+o7B/nimfZ03E8/Tt37fj/AJxQByerfEzStDXxALmy16T+w/s4u/svh7UbjzPOxs+zeXA32vGfm8jzNn8eyk1j4laToreIGubLXnOh/Z/tf2Xw7qFx5nnEbPsxjt2N3jPzfZ/M8vnfsrsNg/zxRsH+eKAPMPD/AI0tvA+keKLbV9HuLafRtSnubiLwv4Y1KWCWK7vJZLaSFUt2+1zNHIj3LW/mBZjKzbRW/rHxK0rRRr/2mz1+Q6F9nF39l8PajcCTzuFFt5du32vGfm8jzNn8eyusa3Vv4mGDkYP+c9O/06cVJsH+eKAOD0HVILz4seL4Yx4lVrPS9Nhna+gki0UsXvJQbJnAEs+2QCd0JXAt1yGR1BXdeSvuPocd80UASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcT8TPDt9r+iae+nRefe6fqlpfrBI21ZUinRpFweMmMPtz0baRyBXk3xC+B3jt/iFoWreEPEmg22lL4lk1901jw59teymbT5bd3eUXkRkjJKqqqqyqXGJNiba+jdtN8lTnOSfXof0pJJbf1t/kg/r8/82fLnhv9jnVNF8VadqM/j0XmnWNy95HYJY3UIMz2zQOWiS9FmVAmkKE2vnBPLQysEOdSH9kdrPRrqxj8W/vV0q40awaTTcpZwTW+3AQSjINw80xwRkOkZ4jDV9H+SpYnuf6dKXylwBzx701orIJe9ueJeH/2eJvC/jOy1m18RxPYLqqavfw3Gnf6TeXC2M1s0nnpKqqXknkmYmM8naNoFcnrn7Hjav4bn0mbxTbzRLpFpY2iXWjrNBFc2880i3Dxeduk/dzyRCNWUAPJ8xJUr9MiMA55/Om+QvvnOc5545H4Umk9GO7vc8g+HvwTvfhB/asug61NrV7qkmlpcSeIrie4OyBglwyu8jYLRlykabY42xhMcVb+LnwTX4satay3Osmy02PSL3TprBbXzVmkmaFopGbcPlieJZNgwXZU+YAEN6q0KsMcjjHynHXrStCrNk8ntTfvbij7ux883P7J63GoTs3idvss8kdxNafYBskuIo44oJD+86Kv2rgd5U6eUN214V+A2o+APFcvijSNdOqaxexi1vIdRkufsSQvfieX7LD5rJbBIS6JFGoXcEZy5yT7Z5S8f5/z/wDWpPJXknJJ6knP4fpTu73J5Vax5h8UPhbrfjDVE1Hw/wCINO0O4l0240a9XWNHOpxSWkrKzeWvnw+XJlR8x3qwxvRtq4ra58BbfV75JbbxHq2iSWthptnp95p4ia7tHs3ucSlpkkik3pcshEkbAjPcgj1lY1XgZxjHXp9KQwjbgfKO2MccY4pLTYp67nzd4u/ZLv8AXvD/AIUtNP8AG01tq2iadcaXdX10NQhF9BNIsjeZHpt/ZHcWUZBZk5OEHFaWn/s361Z+GLrwk3ivSD4SWz1K306BPDxN/byXiSKxku5bl96L58mAiRSNiPfI/wC83/QHlrjB5xyM9vpSLCF6E/jyfzo8g63PCPG37N2p+L/jFZ+Ll8XPp2jx29tb3GkxxXbPIIxOpKkXgtsss5XfJayOgyUZGww6P4X/AAl1nwdqUd7r/iHT9aez0qDRNPXS9H/s0RWkTbl84efL5svCfMvlovO1F3GvVPJXBHb07fTFL5a8deOOv+c9KCeVHjWufs+x654bXSZddWONV1gB/sisC9/c+erMrMVYR9CrAiT/AGaw4f2dfE+qeKvEOv8Aibxpo99e61od7o8seleHpbKNDOkMayhXvJSdohyQxJfj5gFUD6B8tevOenWjyxnPQ9OKmUVJWZabi7o8Ht/2V9Mj12LVpvEOtPdR6hDcmGK/vY7Py005bQoLUT/Zw527/O8vdyU96jtf2c/ET6bEmpeM9Kn1TSrOwstBntPDht4LeO0nWZDdQ/aW+0likasEeFVXcEVCxNe+eWM5yaPKXjjoMYHAP4VXW5NlseGa1+z5rHivw7qsOs+KtNk1vU9L1iwnutN0IWlskl99n2ypAJzJ+7FsjHfM0jszHzEARV5z/hkW+8ReB5PDfi/x9qerQNqE14slncakvlLJYSWnlq15f3UrDMpdkeRoXGYzFhn3fSvkr9f/ANdCwquD39en1o8h9bniXh34TeJ7T4laTrviLWLHW50lmv7q70rTv7PtPMW1NpbwpbtPO4LJPcSPLv52IvAGK9wxTDCrYPPH+f6VJQJJLYKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==" alt="" width="392" height="172" /></span></span></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">Представителем может выступать и сторонняя организация, выполняющая функции расчета налогов и подачи налоговой отчетности по договору с организацией-налогоплательщиком. В таком случае в декларации надо написать наименование такой организации, а также фамилию, имя и отчество сотрудника, который вправе заверять декларацию от лица организации-налогоплательщика. </span></p>
<p><span data-role="phrase" data-phrase-id="24">Кроме того, в отчетности должна быть его личная подпись. Также нужно указать реквизиты документов, подтверждающих полномочия организации-представителя, например, реквизиты договора.</span></p>
<p><span data-role="phrase" data-phrase-id="25">Ставить на бумажных декларациях печать организации не обязательно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="25">Такого требования нет в пункте 19 Административного регламента, утвержденного приказом ФНС от 08.07.2019 № ММВ-7-19/343. Этот пункт устанавливает закрытый перечень оснований для отказа в приеме отчетности.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="26">Если отчетность передается в электронном виде по телекоммуникационным каналам связи, формы должны быть заверены электронной подписью представителя. Уполномоченный представитель при этом должен иметь доверенность, подтверждающую его право подписи. </span></p>
<p><span data-role="phrase" data-phrase-id="26">Копию доверенности нужно приложить к отчетности. Если отчетность представляется в электронном виде, то копию доверенности можно направить по телекоммуникационным каналам связи.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="26">Т</span><span data-role="phrase" data-phrase-id="26">акие правила установлены пунктом 5 статьи 80 и пунктом 3 статьи 29 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="34">Как сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Для организаций законодательство предусматривает следующие способы сдачи деклараций (расчетов):</span></h3>
<ul class="c-list">
<li>в электронном виде по телекоммуникационным каналам связи (ТКС);</li>
<li>на бумажных носителях (через представителя или по почте).</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Организация обязана сдавать отчетность в электронном виде:</span></h3>
<ul class="c-list">
<li>если среднесписочная численность сотрудников превышает 100 человек (в действующей организации — за предыдущий год, во вновь созданной (реорганизованной) организации — в месяце создания (реорганизации));</li>
<li>в других случаях, когда такая обязанность предусмотрена второй частью НК по конкретному налогу. Например, в общем случае независимо от численности сотрудников в электронном виде по ТКС нужно подавать декларации по НДС (п. 5 ст. 174 НК).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="40">Такой порядок следует из положений пункта 3 и абзаца 1 пункта 4 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="41">Как оформить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="43">Любую налоговую декларацию оформляйте в соответствии с порядком по ее заполнению.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="43">Такой порядок налоговая служба разрабатывает для каждой формы налоговой декларации (расчета) по Стандарту, утвержденному приказом ФНС от 06.07.2017 № ММВ-7-17/535.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="44">На практике аналогичный порядок действует и в отношении форм расчетов авансовых платежей по налогам.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="58">Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="60">Большинство форм налоговой отчетности можно заполнить на компьютере и распечатать. Если такой возможности нет, заполняйте отчетность от руки. Используйте при этом чернила черного, фиолетового или синего цвета.</span></p>
<p><span data-role="phrase" data-phrase-id="61">В бумажной декларации нельзя исправлять ошибки с помощью корректирующих жидкостей или ручек. Если допустили опечатку, возьмите чистый бланк и заполните декларацию заново. Скрепите декларацию так, чтобы не деформировать штрих-код. При этом распечатывать декларацию на бумажных листах с двух сторон нельзя.</span></p>
<p><span data-role="phrase" data-phrase-id="62">В каждом поле декларации указывайте только один показатель. Текстовые поля заполняйте заглавными печатными символами. Если заполняете декларацию на компьютере, используйте шрифт Courier New высотой 16–18 пунктов. Если какой-то из показателей отсутствует, поставьте прочерк.</span></p>
<p><span data-role="phrase" data-phrase-id="63">По общему правилу все значения текстовых, числовых и кодовых показателей следует заполнять слева направо, начиная с первой (левой) ячейки.</span></p>
<p><span data-role="phrase" data-phrase-id="64">В ячейках, оставшихся свободными после заполнения показателей, проставьте прочерки.</span></p>
<p>&nbsp;</p>
<p><span class="inimg incut-form"><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-121858" class="inimg aligncenter" src="data:image/jpeg;base64,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" alt="" width="583" height="41" /></span></span></span>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="65">Исключение составляет поле «Номер страницы»: здесь в свободных ячейках (слева от номера) проставьте нули.</span></p>
<p>&nbsp;</p>
<p><span class="inimg incut-form"><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-115844" class="inimg aligncenter" src="data:image/jpeg;base64,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" alt="" width="91" height="30" /></span></span></span>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="66">Если нужно привести отрицательное число, то в первой ячейке показателя укажите знак минус.</span></p>
<p>&nbsp;</p>
<p><span class="inimg incut-form"><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-115846" class="inimg aligncenter" src="data:image/jpeg;base64,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alt="" width="710" height="36" /></span></span></span></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="67">При заполнении дробных числовых показателей знак «/» проставьте в отдельной ячейке.</span></p>
<p><span data-role="phrase" data-phrase-id="68">Пронумеруйте каждую страницу и укажите на ней ИНН и КПП. Впишите номер, начиная с первой (левой) ячейки.</span></p>
<p>&nbsp;</p>
<p><span class="inimg incut-form first"><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-115847" class="inimg aligncenter" 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alt="" width="771" height="102" /></span></span></span></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="69">Во всех декларациях 11 знако-мест для ОКТМО. Но многие коды содержат только восемь знаков. В таком случае руководствуйтесь общими правилами: заполняйте ячейки слева направо, в свободных ячейках ставьте прочерки.</span></p>
<p><span data-role="phrase" data-phrase-id="70">Во всех первичных формах налоговой отчетности, которые вы сдаете после 31 декабря 2016 года, указывайте коды видов деятельности по классификатору ОКВЭД. Уточненных отчетов эти требования не касаются. Их нужно составлять по тем формам и правилам, что действовали в периодах, за которые вносятся исправления (п. 5 ст. 81 НК). Соответственно, и коды ОКВЭД в уточненных декларациях указывайте старые.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">Такие разъяснения есть в письме ФНС от 09.11.2016 № СД-4-3/21206.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="82">Как проверить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="84">Если декларация заполнена с помощью специальных бухгалтерских программ, проверьте, чтобы значения текстовых и кодовых показателей были отражены слева направо. А стоимостные показатели — выровнены по правому (последнему) знакоместу. При этом в пустых ячейках прочерки можно не ставить.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="85">На сайте ФНС опубликованы некоторые контрольные соотношения показателей налоговой отчетности. С их помощью можно обнаружить ошибки и исправить их до представления отчетности в налоговую инспекцию.</span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="86">Проверьте отчетность по контрольным соотношениям. Это поможет обнаружить ошибки и исправить их до представления отчетности в налоговую инспекцию.</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="87">Для проверки отчетности в электронном формате лучше воспользуйтесь специальной программой Tester, которую можно скачать на сайте ФНС. С ее помощью можно проверить отчетность так, как если бы это сделала налоговая инспекция. Tester регулярно обновляется, поэтому, когда появляется его новая версия, программу скачайте заново.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-oformit-nalogovuyu-otchetnost/">Как оформить налоговую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Какими способами можно сдать налоговую отчетность</title>
		<link>https://enterfin.ru/kakimi-sposobami-mozhno-sdat-nalogovuyu-otchetnost/</link>
					<comments>https://enterfin.ru/kakimi-sposobami-mozhno-sdat-nalogovuyu-otchetnost/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 11:03:08 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22857</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Способы сдачи &#160; Сдавать налоговые декларации и расчеты можно на бумаге или в электронной форме через Интернет. Причем в ряде случаев представлять разрешено только отчеты электронные отчеты. Во-первых, сдавать электронную отчетность придется, когда среднесписочная численность сотрудников превышает 100 человек. Причем действующим организациям надо учитывать данные о численности за предыдущий год. Вновь созданные или реорганизованные берут во внимание сотрудников, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kakimi-sposobami-mozhno-sdat-nalogovuyu-otchetnost/">Какими способами можно сдать налоговую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Способы сдачи</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="11">Сдавать налоговые декларации и расчеты можно на бумаге или в электронной форме через Интернет. Причем в ряде случаев представлять разрешено только отчеты электронные отчеты.</span></p>
<p><span data-role="phrase" data-phrase-id="12">Во-первых, сдавать электронную отчетность придется, когда среднесписочная численность сотрудников превышает 100 человек. Причем действующим организациям надо учитывать данные о численности за предыдущий год. Вновь созданные или реорганизованные берут во внимание сотрудников, числящихся в месяце создания (реорганизации).</span></p>
<p><span data-role="phrase" data-phrase-id="13">Во-вторых, сдавать электронную отчетность обязаны все крупнейшие налогоплательщики.</span></p>
<p><span data-role="phrase" data-phrase-id="14">В-третьих, сдавать строго через Интернет надо декларации по НДС независимо от численности сотрудников в организации (п. 5 ст. 174 НК). Из правила есть исключения. </span></p>
<p><span data-role="phrase" data-phrase-id="15">В остальных случаях вы вправе самостоятельно решить, каким способом сдать отчетность: по телекоммуникационным каналам связи в электронном виде либо же на бумаге — через представителя или по почте. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="15">Такой порядок следует из положений пункта 3 и абзаца 1 пункта 4 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="16">Разобраться в способах представления отчетности и сдать ее вовремя поможет пошаговая схема.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">Некоторые особенности имеет порядок подачи налоговой отчетности крупнейшими налогоплательщиками. Подробнее об этом см. Как сдавать отчетность крупнейшим налогоплательщикам.</span></p>
<p>&nbsp;</p>
</div>
<blockquote><p><span data-role="phrase" data-phrase-id="18"> Сдавать налоговую отчетность одновременно и в электронной форме через Интернет, и на бумаге не нужно (ст. 80 НК, письмо Минфина от 26.03.2010 № 03-02-07/1-130).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="19">За несоблюдение установленного способа сдачи налоговой отчетности в электронном виде предусмотрен штраф. Размер штрафа составляет 200 руб. за каждую декларацию или расчет, сданные не тем способом. Об этом говорится в статье 119.1 НК. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="20">Сведения о численности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>начиная с отчета за 2020 год сведения включают в расчет по страховым взносам.</strong></em></p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Отчетность по среднесписочной численности по форме, утвержденной приказом ФНС от 29.03.2007 № ММ-3-25/174, последний раз подайте за 2019 год. Об этом – пункт 2 статьи 1, части 2 и 3 статьи 2 Закона от 28.01.2020 № 5-ФЗ.</div></div>
</blockquote>
<p>&nbsp;</p>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="24">​Все организации обязаны отчитаться о среднесписочной численности сотрудников за прошедший год. Как написано выше, эти данные нужны и для того, чтобы определить, обязаны ли вы сдавать отчетность в электронном виде.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="25">Сведения о численности сотрудников подайте по форме, утвержденной приказом ФНС от 29.03.2007 № ММ-3-25/174. Рекомендации по ее заполнению есть в письме ФНС от 26.03.2007 № ЧД-6-25/353.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="26">В общем случае сведения о среднесписочной численности представляют в налоговую инспекцию до 20 января каждого года. А данные для этого берут за предыдущий год. И только вновь созданные и реорганизованные организации обязаны сдать сведения не позднее 20-го числа месяца, следующего за месяцем возникновения. И само собой, такие сведения они подают только за первый месяц деятельности. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="26">Т</span><span data-role="phrase" data-phrase-id="26">акой порядок предусмотрен пунктом 3 статьи 80 НК. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="27">За опоздание с подачей сведений о среднесписочной численности сотрудников предусмотрена налоговая и административная ответственность (ст. 106 НК, ст. 2.1 КоАП). </span></p>
<p><span data-role="phrase" data-phrase-id="28">Так, налоговые инспекторы могут оштрафовать организацию на 200 руб. за каждый не представленный вовремя документ. Это установлено в статье 126 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="29">Кроме того, налоговые инспекторы могут обратиться с заявлением в суд. И тогда руководителя, главного бухгалтера или другого ответственного сотрудника ждет уже административная ответственность. Размер штрафа составит от 300 до 500 руб. (ст. 15.6 КоАП).</span></p>
</div><p>The post <a href="https://enterfin.ru/kakimi-sposobami-mozhno-sdat-nalogovuyu-otchetnost/">Какими способами можно сдать налоговую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Кто обязан представить налоговую отчетность в ИФНС</title>
		<link>https://enterfin.ru/kto-obyazan-predstavit-nalogovuyu-otchetnost-v-ifns/</link>
					<comments>https://enterfin.ru/kto-obyazan-predstavit-nalogovuyu-otchetnost-v-ifns/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 22 Aug 2020 10:58:55 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[акт]]></category>
		<category><![CDATA[ликвидация]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22855</guid>

					<description><![CDATA[<p>Сергей Тараканов заместитель начальника отдела Контрольного управления ФНС России &#160; Кто подает &#160; Налоговую отчетность в налоговые инспекции представляют: налогоплательщики (подп. 4 п. 1 ст. 23 НК); налоговые агенты (подп. 4 п. 3 ст. 24, абз. 5 п. 1 ст. 80, п. 5 ст. 174, п. 2 ст. 230, п. 3 ст. 289 НК). &#160; Налоговые агенты обязаны рассчитывать, удерживать и перечислять налоги в бюджет в случаях, прямо предусмотренных той или иной главой НК (ст. 24 НК). Поэтому налоговую отчетность они подают, только если в отчетном [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kto-obyazan-predstavit-nalogovuyu-otchetnost-v-ifns/">Кто обязан представить налоговую отчетность в ИФНС</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Сергей Тараканов </span><span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто подает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Налоговую отчетность в налоговые инспекции представляют:</span></h3>
<ul class="c-list">
<li>налогоплательщики (подп. 4 п. 1 ст. 23 НК);</li>
<li>налоговые агенты (подп. 4 п. 3 ст. 24, абз. 5 п. 1 ст. 80, п. 5 ст. 174, п. 2 ст. 230, п. 3 ст. 289 НК).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Налоговые агенты обязаны рассчитывать, удерживать и перечислять налоги в бюджет в случаях, прямо предусмотренных той или иной главой НК (ст. 24 НК). Поэтому налоговую отчетность они подают, только если в отчетном периоде такие операции были. </span></p>
<p><span data-role="phrase" data-phrase-id="6">Если в течение отчетного периода организация не исполняла обязанности налогового агента, подавать нулевую отчетность не требуется.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="6">Такой порядок следует из абзаца 5 пункта 1 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="7">Как правило,данные об операциях, в которых организация была налоговым агентом, отражают в специальных разделах общих деклараций. Например, в декларации по НДС для этого предназначен раздел 2, а в декларации по налогу на прибыль — лист 3. </span></p>
<p><span data-role="phrase" data-phrase-id="7">Однако есть и специальные формы. Например,налоговый расчет о доходах, выплаченных иностранным организациям.</span></p>
<p><span data-role="phrase" data-phrase-id="8">Сдавать налоговую отчетность можно на бумажных носителях (лично, через представителя организации или по почте) либо в электронной форме по телекоммуникационным каналам связи (п. 3 ст. 80 НК). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="9">Помимо налоговой отчетности, организации должны сдавать в ИФНС расчет по страховым взносам (п. 7 ст. 431 НК). Расчеты по взносам от несчастных случаев и профзаболеваний сдавайте в территориальные отделения ФСС (п. 1 ст. 24 Закона от 24.07.1998 № 125-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="27">Состав отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="29">В состав налоговой отчетности входят документы по налогам и страховым взносам, которые организация обязана уплачивать в качестве налогоплательщика, плательщика страховых взносов или налогового агента. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Такими документами могут быть:</span></h3>
<ul class="c-list">
<li>налоговые декларации (ст. 80 НК);</li>
<li>расчеты по форме 6-НДФЛ (п. 2 ст. 230 НК);</li>
<li>расчеты страховых взносов (ЕРСВ) (п. 7 ст. 431 НК);</li>
<li>сведения о доходах, выплаченных физическим лицам, суммах начисленного, удержанного и перечисленного в бюджет НДФЛ (п. 2 ст. 230 НК);</li>
<li>налоговые расчеты о доходах, выплаченных иностранным организациям (п. 4 ст. 310 НК).</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="31">Нулевая отчетность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Налоговые декларации, в которых налоговая база отсутствует, в обиходе называют нулевыми. На практике налоговая база может отсутствовать в двух случаях:</span></h3>
<ul class="c-list">
<li>если организация не обязана платить налог (не является налогоплательщиком). Например, в связи с применением специальных налоговых режимов;</li>
<li>если организация обязана платить налог (является налогоплательщиком), но в течение отчетного (налогового) периода у нее не было налогооблагаемых операций.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="35">В первом случае подавать декларацию в налоговую инспекцию не нужно (п. 1 и 2 ст. 80 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Во втором случае обязанность подать декларацию зависит от вида налога. Например, плательщики НДС, налога на прибыль и налога на имущество обязаны подавать декларации, даже если налог к уплате равен нулю (п. 7 информационного письма Президиума ВАС от 17.03.2003 № 71, пункт 1 информационного письма Президиума ВАС от 17.11.2011 № 148).А плательщики ЕНВД обязаны подавать декларацию с рассчитанной суммой налога даже в том случае, если в течение квартала не вели деятельность, но с учета не снялись (п. 7 информационного письма Президиума ВАС от 05.03.2013 № 157).</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">Для декларации по акцизам другое правило: если организация в налоговом периоде не совершала операций, которые облагаютсяакцизом, представлять декларацию не нужно (письма Минфина от 15.12.2008 № 03-07-15/1/15, ФНС от 29.09.2011 № ЕД-4-3/16020).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Упрощенная декларация</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Чтобы подать единую (упрощенную) декларацию, у организации должны быть одновременно выполнены такие условия:</span></h3>
<ul class="c-list">
<li>в течение отчетного (налогового) периода отсутствует объект налогообложения по тем налогам, плательщиком которых она признается;</li>
<li>в течение отчетного (налогового) периода не было движения денег по счетам в банках (в кассе).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="42">Такой порядок предусмотрен в пункте 2 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="43">Форма единой (упрощенной) декларации и порядок ее заполнения должны быть утверждены ФНС по согласованию с Минфином. До утверждения этих документов применяется форма и порядок заполнения единой (упрощенной) налоговой декларации, утвержденные приказом Минфина от 10.07.2007 № 62н (п. 14 ст. 10 Закона от 27.07.2010 № 229-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="49">Несвоевременная сдача</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">За несвоевременное представление налоговой декларации, расчета 6-НДФЛ и расчета по страховым взносам (ЕРСВ) налоговая инспекция может:</span></h3>
<ul class="c-list">
<li>оштрафовать организацию;</li>
<li>заблокировать банковский счет организации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="53">Ответственность за несвоевременную сдачу налоговых деклараций и расчетов ЕРСВ установлена статьей 119 НК. Ответственность за несвоевременную сдачу расчетов 6-НДФЛ установлена пунктом 1.2 статьи 126 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="54">При этом не имеет значения, является организация налогоплательщиком или нет. Инспекция может оштрафовать за такое правонарушение любую организацию, которая должна сдавать налоговые декларации, но по какой-либо причине не исполнила эту обязанность.</span></p>
<p><span data-role="phrase" data-phrase-id="54">Например, организацию, которая освобождена от обязанностей налогоплательщика, но является налоговым агентом по НДС (абз. 2 п. 5 ст. 174 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="55">Размер штрафа за несвоевременную сдачу налоговой декларации или расчета ЕРСВ составляет 5 процентов от суммы налога или страховых взносов, которая подлежит уплате (доплате) на основании данной декларации или расчета.При определении размера штрафа из этой суммы вычитается сумма налога (страховых взносов), которая была уплачена в установленный срок.</span></p>
<p><span data-role="phrase" data-phrase-id="56">Пятипроцентный штраф начисляется за каждый месяц (полный или неполный) просрочки с подачей декларации (ЕРСВ). При этом общая сумма штрафа не может быть больше 30 процентов от суммы налога (страховых взносов) и меньше 1000 руб. </span></p>
<p><span data-role="phrase" data-phrase-id="56">Например, если налог по декларации был полностью уплачен в установленный срок, то штраф за несвоевременное представление декларации составит 1000 руб. Если в установленный срок организация уплатила только часть налога, то штраф рассчитывается с разницы между суммой налога, отраженной в декларации, и фактически перечисленной в бюджет.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="57">Такой порядок предусмотрен статьей 119 НК. При наличии смягчающих обстоятельств налоговая инспекция или суд могут снизить размер штрафа в два и более раза (п. 1 ст. 112, п. 3 ст. 114 НК, п. 19 постановления от 11.06.1999 Пленума Верховного суда № 41 и Пленума ВАС № 9).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="58">Размер штрафа за несвоевременную сдачу расчета 6-НДФЛ составляет 1000 руб. за каждый полный или неполный месяц со дня, установленного для его представления (п. 1.2 ст. 126 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="59">Размер штрафа за несвоевременное представление декларации вы можете определить самостоятельно. Для этого воспользуйтесь Расчетчиком.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>если организация своевременно не сдала декларацию или расчет за отчетный (не за налоговый) период, оштрафовать ее по статье 119 НК не могут.</strong></em></p>
<p class="incut-v4__tag">Однако инспекция вправе наложить штраф по статье 126 НК — за непредставление документов, необходимых для налогового контроля.</div></div>
</div>
</div>
</div>
<div class="incut-v4__icon"></div>
<div></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="62">По общему правилу решение о штрафе и его размере принимают только после камеральной проверки несвоевременно поданной декларации. Причем штраф могут установить исходя из сведений, указанных в декларации (по данным организации), или с учетом доначислений по итогам камеральной проверки (по данным инспекции). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="62">Такие разъяснения содержатся в пункте 1.6 письма ФНС от 16.07.2013 № АС-4-2/12705. Однако на практике, чтобы оштрафовать организацию по статье 119 НК, инспекции не обязательно ждать окончания камеральной проверки. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="62">Составить акт о привлечении организации к ответственности проверяющие могут и раньше — в течение 10 дней после нарушения срока подачи декларации. Этот вывод следует из пункта 37 постановления Пленума ВАСот 30.07.2013 № 57.</span></p>
<p><span data-role="phrase" data-phrase-id="63">Кроме того, налоговая инспекция может оштрафовать организацию за несоблюдение порядка представления налоговых деклараций (расчетов) в электронном виде (если такой способ подачи отчетности является обязательным). Размер штрафа составляет 200 руб. (ст. 119.1 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="64">Наряду с взысканием штрафа за опоздание с подачей налоговой декларации (расчета ЕРСВ) инспекция вправе заблокировать банковские счета организации. Счет может быть заблокирован, если организация не представила эти документы в течение 10 рабочих дней после того, как истек срок, установленный для их подачи (п. 3 ст. 76, п. 6 ст. 6.1 НК). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="64">При этом на сумму блокировки никаких ограничений нет (письмо Минфина от 15.04.2010 № 03-02-07/1-167). За несвоевременное представление расчетов авансовых платежей по налогам блокировка банковских счетов не применяется (письмо Минфина от 12.07.2007 № 03-02-07/1-324, определение Верховного суда от 27.03.2017 № 305-КГ16-16245).</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="65">О приостановке расчетных операций налоговая инспекция обязана сообщить налогоплательщику, выслав ему копию решения по форме, утвержденной приказом ФНС от 13.02.2017 № ММВ-7-8/179.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="65">Копия решения должна быть вручена представителю налогоплательщика под расписку или отправлена по почте с уведомлением о вручении. Такой порядок следует из положений пункта 6 статьи 6.1, пункта 3 и абзаца 5 пункта 4 статьи 76 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="66">За нарушение сроков сдачи налоговых деклараций предусмотрена не только налоговая, но и административная ответственность. По заявлению налоговой инспекции мировой судья может вынести предупреждение или оштрафовать руководителя или главного бухгалтера организации на сумму от 300 до 500 руб. за каждую несвоевременно сданную декларацию (ст. 15.5, абз. 4 ч. 3 ст. 23.1 КоАП).</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="102">Ошибки в отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="104">Специального штрафа за ошибки в декларации нет. Если ошибка не привела к занижению налога, то никакие санкции организации не грозят.</span></p>
<p><span data-role="phrase" data-phrase-id="105">При камеральной проверке представленную отчетность сверяют с иными сведениями и документами. Если инспекция найдет противоречия, то сообщит о них налогоплательщику и предложит дать пояснения либо исправить ошибки в первичной декларации. Такой порядок предусмотрен пунктом 3 статьи 88 НК. Если налог не занизили, подавать уточненную декларацию не обязательно.</span></p>
<p><span data-role="phrase" data-phrase-id="106">Если же ошибка привела к занижению налога, нужно сдать уточненную декларацию (абз. 1 п. 1 ст. 81 НК). Если этого не сделать, то при проверке налоговая инспекция начислит на сумму недоимки пени и штраф в размере 20 процентов от суммы неуплаченного налога (ст. 75, 122 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="107">Реорганизация, ликвидация</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="109">Датой реорганизации является день внесения в ЕГРЮЛ сведений о прекращении деятельности старой (реорганизуемой) или о создании новой организации (организаций) (п. 4 ст. 57 ГК).</span></p>
<p><span data-role="phrase" data-phrase-id="110">Подать отчетность за последний налоговый период может как реорганизуемая организация (до даты реорганизации), так и ее правопреемники (после даты реорганизации). То есть правопреемник должен представить отчетность, только если такие декларации (расчеты) не были представлены реорганизуемой организацией.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="110">Такой порядок следует из положений статьи 50 НК и писем Минфина от 25.09.2012 № 03-02-07/1-229, от 13.09.2012 № 03-05-05-01/54, ФНС от 14.01.2013 № ЕД-4-3/104, УФНС по г. Москве от 10.02.2012 № 16-15/011630.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="111">После внесения сведений в ЕГРЮЛ в зависимости от формы реорганизации обязанность по представлению налоговой отчетности либо остается у реорганизуемой организации, либо переходит к вновь созданным организациям (правопреемникам).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Правопреемники должны сдавать налоговую отчетность за реорганизуемые организации при реорганизации в форме:</span></h3>
<ul class="c-list">
<li>слияния (п. 4 ст. 50 НК);</li>
<li>присоединения (п. 5 ст. 50 НК);</li>
<li>разделения (п. 6 ст. 50 НК). При этом порядок представления отчетности правопреемниками должен быть определен передаточным актом (ст. 59 ГК);</li>
<li>преобразования (п. 9 ст. 50 НК).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="114">Если реорганизация проходит в форме выделения, налоговую отчетность должна сдавать реорганизуемая организация.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#ffffff;color:#333333;border-radius:0px;-moz-border-radius:0px;-webkit-border-radius:0px;box-shadow:0px 1px 2px #eeeeee;-moz-box-shadow:0px 1px 2px #eeeeee;-webkit-box-shadow:0px 1px 2px #eeeeee;border:1px solid #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-heart" style="font-size:24px;color:#333333"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:center">В<strong>НИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>с 1 января 2018 года в НК прямо закрепили обязанность правопреемников сдавать за реорганизованные организации отчетность по НДФЛ.</strong></em></p>
<p class="incut-v4__tag">То есть если до реорганизации организация не представила в налоговую инспекцию справки 2-НДФЛ и расчет 6-НДФЛ, сдать их должен правопреемник (п. 5 ст. 230 НК).</div></div>
<p>&nbsp;</p>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="117">Место подачи деклараций и расчетов за последний налоговый период реорганизуемой организации зависит от того, кто подает отчетность: реорганизуемая организация (до даты реорганизации) или ее правопреемники (после даты реорганизации). </span></p>
<p><span data-role="phrase" data-phrase-id="117">До даты реорганизации отчетность подается по месту учета реорганизуемой организации, после — по месту учета правопреемника.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="117">При этом если правопреемник является крупнейшим налогоплательщиком, он должен подавать отчетность в инспекцию по месту учета в качестве крупнейшего налогоплательщика (письма ФНС от 11.11.2010 № ШС-37-3/15203, УФНС по г. Москве от 28.08.2012 № 16-15/080280).</span></p></blockquote>
<p>&nbsp;</p>
</div><p>The post <a href="https://enterfin.ru/kto-obyazan-predstavit-nalogovuyu-otchetnost-v-ifns/">Кто обязан представить налоговую отчетность в ИФНС</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как выбрать объект налогообложения по упрощенке – «доходы» или «доходы минус расходы»</title>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 17:37:15 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[Расчет налога УСН]]></category>
		<category><![CDATA[УСН]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22307</guid>

					<description><![CDATA[<p>Александр Косолапов государственный советник РФ 1-го класса &#160; Налог при упрощенке можно платить с доходов или с разницы между доходами и расходами. Выбор объекта есть у всех налогоплательщиков, кроме участников договора простого товарищества и доверительного управления имуществом. Такие организации могут работать только на объекте «доходы минус расходы» (ст. 346.14 НК). &#160; Преимущества и недостатки работы на разных [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-vybrat-obekt-nalogooblozheniya-po-uproshhenke-dohody-ili-dohody-minus-rashody/">Как выбрать объект налогообложения по упрощенке – «доходы» или «доходы минус расходы»</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Александр Косолапов </span><span class="author__props">государственный советник РФ 1-го класса</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Налог при упрощенке можно платить с доходов или с разницы между доходами и расходами. Выбор объекта есть у всех налогоплательщиков, кроме участников договора простого товарищества и доверительного управления имуществом. Такие организации могут работать только на объекте «доходы минус расходы» (ст. 346.14 НК).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Преимущества и недостатки работы на разных объектах</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="13">Выбор объекта налогообложения зависит от нескольких факторов. Основные – направление работы и регион. От региона, где зарегистрирована организация, зависит ставка налога на УСН. От вида деятельности – состав и структура затрат, которые можно учитывать при расчете налога. Рассмотрим ключевые характеристики каждого объекта.</span></p>
<p><span data-role="phrase" data-phrase-id="15"><b>При УСН «доходы» налоговая ставка обычно меньше.</b> <em>Статьей 346.20 НК установлена ставка 6 процентов для налога с доходов и 15 процентов для налога с разницы между доходами и расходами. Это максимальные ставки.</em></span></p>
<p><span data-role="phrase" data-phrase-id="16">Но региональным властям предоставлено право устанавливать дифференцированные ставки налога: от 1 до 6 процентов – для объекта «доходы», от 5 до 15 процентов – для объекта «доходы минус расходы» (п. 1 и 2 ст. 346.20 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="16">Властям Крыма и Севастополя разрешили снижать ставки еще существеннее: при объекте «доходы» – до нуля, при объекте «доходы минус расходы» – до 3 процентов (п. 3 ст. 346.20 НК). Не исключено, что в конкретном регионе ставка для объекта «доходы минус расходы» будет меньше, чем для объекта «доходы».<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="17"><b>При объекте «доходы минус расходы» в бюджет платят не меньше 1 процента </b><em>облагаемых поступлений – минимальный налог. Но только если посчитанный по обычной методике годовой налог оказывается меньше. То есть налог придется платить даже при убытках.</em></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="26"><b>При объекте «доходы» налог можно снизить на взносы, пособия и торговый сбор. </b><em>Налог с доходов считают в два этапа – умножают облагаемые суммы на ставку, а затем уменьшают получившийся результат на страховые взносы и больничные (максимум – наполовину). Плательщики торгового сбора могут при определенных условиях уменьшить оставшуюся часть налога до нуля.</em></span></p>
</div>
<p><span data-role="phrase" data-phrase-id="19"><b>На УСН «доходы-расходы» признают расходы из закрытого перечня, списывают убытки.<em> </em></b><em>Учитываемых расходов меньше, чем в 25 главе НК, которая регламентирует налог на прибыль. Убытки на упрощенке можно переносить на протяжении 10 лет.</em></span></p>
<p><span data-role="phrase" data-phrase-id="21">Дополнительное преимущество объекта «доходы» – простота учета. В этом случае достаточно фиксировать доходы в момент поступления и включать их в налоговую базу. Большинство расходов при этом объекте подтверждать не нужно, в книге учета при УСН расходы обычно не отражают.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="21">При этом в течение пяти лет организация обязана хранить все первичные документы, в том числе и по расходам (ст. 2 и 29 Закона от 06.12.2011 № 402-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="22">При объекте «доходы минус расходы» налоговая база тоже формируется кассовым методом. Но в книге учета при УСН отражают доходы, расходы и убытки. Если в оформлении первички – недочеты, ИФНС может не принять расходы.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="34"><b>Сравнительная характеристика объектов налогообложения при УСН</b></span></h3>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr valign="top" data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="35"><b>Показатель</b></span></td>
<td class="bdBottom"><b>Объект «доходы»</b></td>
<td class="bdBottom"><b>Объект «доходы минус расходы»</b></td>
</tr>
<tr valign="top" data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="36">Налоговая база</span></td>
<td class="bdTop">Только доходы. Расходы не учитывают</td>
<td class="bdTop">Доходы уменьшают на расходы из закрытого перечня (п. 1 ст. 346.16 НК)</td>
</tr>
<tr valign="top" data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="37">Ставка</span></td>
<td>6 процентов. Регионы вправе снижать ставку до 1 процента (п. 1 ст. 346.20 НК). Подробнее – в рекомендации</td>
<td>15 процентов. Регионы вправе снижать ставку до 5 процентов (п. 2 ст. 346.20 НК). Подробнее – в рекомендации</td>
</tr>
<tr valign="top" data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="38">Налоговый вычет</span></td>
<td><span data-role="phrase" data-phrase-id="39">Есть. Сумму единого налога можно уменьшить:</span></p>
<p><span data-role="phrase" data-phrase-id="40">– на страховые взносы;</span></p>
<p><span data-role="phrase" data-phrase-id="41">– взносы по договорам добровольного личного страхования;</span></p>
<p><span data-role="phrase" data-phrase-id="42">– больничные за первые три дня болезни;</span></p>
<p><span data-role="phrase" data-phrase-id="43">– торговый сбор.</span></p>
<p><span data-role="phrase" data-phrase-id="44">Подробнее – в рекомендации.</span></p>
<p><span data-role="phrase" data-phrase-id="45">Для предпринимателей – особый порядок</span></td>
<td>Нет</td>
</tr>
<tr valign="top" data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="46">Минимальный налог</span></td>
<td>Нет</td>
<td>Есть. Минимальный налог – 1 процент от доходов. Его считают по итогам года и перечисляют, если сумма больше налога, рассчитанного по обычной методике (п. 6 ст. 346.18 НК)</td>
</tr>
<tr valign="top" data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="47">Убытки прошлых периодов</span></td>
<td>Нельзя учесть</td>
<td>Можно учесть. Убыток переносят на будущие налоговые периоды в течение следующих 10 лет (п. 7 ст. 346.18 НК)</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Кому предпочтительнее объект «доходы»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="66">Перечислим признаки тех налогоплательщиков, кому выгоднее рассчитывать налог с доходов.</span></p>
<p><span data-role="phrase" data-phrase-id="67"><b>Основные расходы – зарплата</b>. <em>Объект «доходы» выгоднее, если наибольший удельный вес в структуре затрат у расходов на оплату труда, а доля материальных расходов несущественная. Поэтому упрощенку «доходы» выбирают посредники, юридические и консалтинговые организации, а также арендодатели, которые сдают в наем движимое имущество.</em></span></p>
<p><span data-role="phrase" data-phrase-id="68"><b>Расходы составляют не более 60 процентов от выручки</b>. <em>Важно соотношение всех расходов к общей выручке. Существует негласное правило: если общие затраты меньше 60 процентов выручки, предпочтительнее упрощенка с объектом «доходы». В связи с этим производственным и торговым организациям такой объект, как правило, невыгоден.</em></span></p>
<p><span data-role="phrase" data-phrase-id="69"><b>Нет «транзитных» доходов</b>. <em>На выбор объекта также влияет доля «транзитных» доходов в структуре поступлений. Например, если организация привлекает подрядчиков или собирает «коммуналку» с арендаторов, платить налог придется даже с тех доходов, которые в итоге получат другие – поставщики и непосредственные исполнители. Поэтому в данной ситуации УСН с объектом «доходы» будет невыгодна. Если же «транзитных» доходов нет, то организация может рассмотреть возможность перейти на данный объект.</em></span></p>
<p><span data-role="phrase" data-phrase-id="70"><b>Деятельность прибыльная.<em> </em></b><em>Объект «доходы» невыгоден для организаций, деятельность которых может быть убыточна. Ведь на налоговую базу объекта «доходы» убыток не повлияет. При этом в бюджет придется заплатить до 6 процентов выручки, хотя налог можно уменьшить наполовину за счет страховых взносов и больничных пособий. Но в итоге налог, как правило, получается больше, чем минимальный налог при объекте «доходы минус расходы». Кроме того, при УСН «доходы минус расходы» можно учесть и убыток, и минимальный налог.</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Для кого выгоднее объект «доходы минус расходы»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="74">Перечислим признаки тех налогоплательщиков, кому выгоднее рассчитывать налог с объекта «доходы минус расходы».</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="79"><b>Основные расходы – материальные. </b>Объект «доходы минус расходы» выбирают организации, у которых в структуре затрат велика доля материальных расходов – на сырье, материалы, покупные товары. Поэтому объект «доходы минус расходы» предпочитают производственные и торговые организации</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="75"><b>Расходов на оплату труда больше 60 процентов от выручки.</b> Если организация оказывает услуги, но больше 60 процентов выручки будет направлено на оплату труда и страховые взносы, объект «доходы минус расходы» предпочтительнее.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="91"><b>Запланирована покупка или строительство основных средств</b>. Если организация собирается покупать дорогие основные средства, объект «доходы минус расходы» может быть выгоднее. Тогда стоимость амортизируемого имущества будет уменьшать налоговую базу.</span></p>
</div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="103">Выбрать объект налогообложения на УСН поможет мастер</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-3432910" class="inimg aligncenter" 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Pjz9nT9ovxv8SfEHgC2k0X4cfEf4k6Ro3wd+DXiHxVoTab8PfA1n4x8P/FrR/DgB/c5X8oX7Q/8AwdO+BP8Aho7xT+zN/wAEyP2D/wBoD/gqt4t+GX/CVz/E7xZ8CtT1iy8Cf2P4buvBejN4u+Elz8OPhZ+0B4t+KHw/tPFvibUPB3iD4i6n4P8Ah94E/tiy8Naj8PPEXxN8JePPD/iavl/9lT/g4G/bavPhL/wU4/YX/wCCgPgXw/8As0f8FSv2MP2IP2mvi38GfiNbaR4H8PQfErxp8BP2eLzxQ8ms/DXxPrPiPwT40+ME9za237SHhnUvg3oXiH4BfGP4NTeLPF3hrwF4K+GngLTr/wCI/wCQP/BAr4t/8Fgf2hf2YPE/7EH/AARwk/Zg/Y80j4CeIIfj3+1j+1b8a9SvfHvir4v/ABl+MPiDxz4W8FeHNP8ADnjLwF8dPDfgnw/rvwb8DeCPDtr4Y8DfAWSCy1H9mjVfHPiH4z+HtX+K/wDwgXigA/o+/Ze/4K6/8Fsv23v2uP2fvhB4O/4IzeIP2FfgTB4gn8TftX/F39tjTf2g7rTo/g1pet+ERrNt8GfFWpfDL9mvSNN+MFxpE3iHQvBXhOXw18Zp/FPirxH4b1/WNG8F/DbwF8R/FUf9TtfxB/Cf/gtd/wAFP/8AglT/AMFHPhp/wTv/AOC5Pif9n/43/D/45/8ACG+I/Dn7XPw0k8AfD3/hX3hz4w6ppvgLwV4/1LV7LRfgZ8P0/Z/+HvxA8GfELQfixZ/E34TfDn4p+G9/jL4o6X418Z/D/wAK+APCHjz3/wD4L1eP/wDg4I/Yu/4as/b0/Zo/bq/Z/wDhr/wT4+Gv/CjP+EK+CP8AwrX4ZeMfjtov/CY/8Kd+DXiP5PH/AOyT4q0zUf7R+NvirXvF3/E2+Nt/9j8HX+bD7LcWtl4StwD+v2ivyB/4IK/tR/Hb9tH/AIJPfsp/tL/tL+Of+FlfG34lf8Lz/wCE18a/8Iz4O8Hf21/wh37Sfxi8AeHP+Kc8AeHvCvhLTv7O8JeFdB0n/iU6DYfbPsH2+/8AtWp3V7e3H3/+1V+0v8LP2N/2cfjR+1H8a9W/sj4ZfA74f6/4/wDE3kX/AIcsNY13+yLU/wBjeCvCP/CWa94X8P6n8QPiB4gl0rwN8OvDmoeIdI/4Svx34i8O+GbW9ivdXtsgHv8ARX8Qf7P/AO0n/wAHS3/BYzw5L+2H+xn8Tf2QP+CeP7Ivij+2tP8AgX4Z8a2vw8+IH/CytH0L4p/Fbwnq+p3us638Df2nvibd/EDwHe+FovAfj/XfEXhj9nrwJ4u/szw54o+GXwtih1TxTcw/X/7KX/BeD47ftN/sO/8ABX/wB8a/Bvw//ZZ/4Kqf8Ezv2f8A9rrxH4m8OfD/AFXwd4m8Caj4j+FHhL4tWejeP/hh4K8WeMvire61/wAKS+Jvg3SvBXxes9QvPih8LG1jUvhv4jtfGuq6V8YbbwB4RAP6vaK/gj/Z1/4OA/22tB/4N2P2uv24/jj+0B4f8aftoT/tv3P7If7K/jPxN8FfA9rp1nqPiP4W/ALxxc2Vt4S+FHgPwn8O28QeAvh3qnx9+LPhPXvifpN14VvPFXhzRvD/AIsi8aadPo3w8136/wDCf7KH/B5t4j8K+GfEOsf8FNv2IPAWr694f0bWdU8C+LPAPwcvPFXgvUdU062vr7wn4mvPAv8AwT58aeCbrxB4cuZ5dH1m58HeMfFnhWfUbO5l8PeJtd0hrPVLoA/sdor/ADg/+CUn7cf/AAc/f8Fg/wDhfX/DNH/BST9n/wAD/wDDO/8Awq7/AITX/henwP8AgD4Z/tT/AIW3/wALF/4Rv/hFv+EA/Yo+Jv237F/wrLXv7b/tb+xPs32vSPsH9pfaLz7B/oOfs9aN8ZfDnwC+B/h79ozxZ4f8e/tB6D8H/hpo3x28deE7aCz8K+NPjLpfgvRbH4n+LPDNna+GfBdta+H/ABH42g1zWNGtrfwd4Tgg068toofDOhRqul2oB7BRX8gX/BIj/gqP+3Z+1B/wX0/4KffsU/HT45/8Jx+zL+zv/wANq/8ACnfhp/wrL4O+Gf8AhD/+FSftn/DT4T/D7/isvB/w+8P/ABA8Qf8ACP8Aw/8AEGr6B/xVPivW/wC1ftf9q63/AGlrVva6lCf8Fd/+Co/7dn7L/wDwX0/4Jg/sU/Av45/8IP8Asy/tEf8ADFf/AAuL4af8Ky+Dvib/AITD/hbf7Z/xL+E/xB/4rLxh8PvEHxA8P/8ACQfD/wAP6RoH/FLeK9E/sr7J/auif2brVxdalMAf1+0V/ND/AMFQPjJ/wX3+Kn7efhD9iD/gld4B8P8A7NfwWs/g/oHxk8Y/t6fGv4X+G9e+GereILd/iBp/iHwDp/xI1iy+P3gmPw/fXOo/Dzw7a/C+P4C6b+1AnxC0LVfHK2Vn+zTNL8QNZ/KH4Yf8Faf+C5v/AATc/wCCuH7Of/BN/wD4KheLv2f/ANrnw/8AtY/ED9mvw7oXjPwfoPgrwd/YfgT46eN9e+EOmfEX4O+K/hb8N/g/e2/9ifE29vrf4heEfjt8G9T1jxH/AMKeutF8AT+BPD/jLT/iprgB/d5RX8UX/Bfz/gpd/wAFUPgD/wAFd/2Mf2Cf2AP2n/D/AMCdI/al+D/7O2jaXp3iz4U/Bbxl4Vj+Mvxu/ab+MvwZsfFnibxP46+DHxU8baT4fS20bwZBrNt4fg1GCx07SLnUNJ8M3er3V4mo/IH/AAVA+PH/AAdT/wDBJn4BeEP2jP2jP+Cmf7MHjTwT40+MGgfBTS9L+CnwZ+CXiPxVb+KvEfgv4geOrHUNQsfHX7Cfw40iLw/FpHw41y3urq31y61FNRutKhh0qe2nvLyxAP8AQcor+SL9tn/g4G+Mv7GH/BPT/glLY/CzwL4f/ay/4Ke/8FBf2YP2XviTp3hDVNIg1fTodR8deAfhdceJ/G3in4IfBnWfBvxE1rxB8dPiJ4o1rwL8CPA3w+0vwb4V8Q+KtP8AH95pOuBvhUnwz8a/IHxr+Iv/AAd9/wDBPD4Baf8At3/HD42fswftV/Db4eeH7XxZ8bf2WtN+F3w08T+Kvhz4V1/wXqr6/wCJvi3a/BP4F/AnV9R8P/BHV7qyvfHus/AP9oTxTp2gajpcfjLUbnxV8CdD+IHiS0AP7nKK/jC/4Kjf8HAHxd8X/wDBDz9lL/gpJ/wTo+In/DOXxN+Kv7X/AIY+BXxi8J3un/BP42+I/hdrGmfCb9oLWfiD8JPElt4w8K+NvD9t9p8QeCfA/j/wV4g1Hwl4K8d+JPhZrXgDxnd+GvBtl46uvDK8/wDs9fCH/g77/aU+AXwP/aM8C/8ABVL9iDSfBPx++D/w0+Nfg7S/Fnwu+Glj4q03wr8VPBei+OvD2n+JrHR/+CdGvaRZ+ILPSNds7fWbXS9c1nTrfUY7mGx1XUbZIryYA/tdor+KL4of8Fgv+CtP/BWL9vP4yfsU/wDBCo/B/wCDXwJ/Zp8QXtt8RP26viFpPhH4k+FfEc/hJ/H3hqTWbjxxceHfjt8KdO+D/wAb/FNrb23wB8M+APhj4/8AjL8QtO8EQ/F4eLPC3w2uPit4U+Gx8L/+CwX/AAVp/wCCTv7efwb/AGKf+C6p+D/xl+BP7S3iCytvh3+3V8PdJ8I/Dbwr4cn8Wv4B8NR6zb+OLfw78CfhTqPwf+CHim6uLb4/eGfH/wAMfAHxl+HuneN5vi8fFnin4bW/wp8KfEkA/tdor+QL/gov/wAFm/8AgoJ8fP8Ago5qP/BHj/giV4U+H8vxg8GfZNP/AGhP2vPFNl4Y+JHhz4QaxpmqeB9e8d6npErP45+GXgL4f/BWyvLj4V/HTXfir4D+IHjvV/in4l1v4K/Db4W+H/jB4X8B3vxL+YPix/wU8/4L7/8ABCr4y/B7Xv8AgrncfB/9vT9i/wCOniDRND1/4u/AHwR4b0LUfhjqOmQeMhrvgb4e+KvDXwu/Zr0jTfjBcaRNpvxNh8E/HHwFrXhX4u+FfBVx4X+FHxJ8Dajpnxf8VeBgD9/v+Cuv/Bcf9kf/AIJB+FfDtj8V4vEHxZ/aD+I/h/X9c+Fn7Ofw4vNEi8VX+nafp2uQ6L45+J2uateJbfCv4P6z420m38Cr42k0vxX4q1PUZfEF58O/ht8R4/h98Qbfw1+QHiz/AIOMv+Cu954V8TWfgX/g2o/bf8OeNrrw/rNt4O8Q+LNK/ab8aeFdC8VT6dcxeHtZ8TeDtH/Yt8Bav4s8P6Xq7Wd9rPhnS/HXgvUdd06C50ux8WeHLm6i1iz/ACB/4KKf8FJPjL4C/wCDm3X/AIrfsy+APg/+2j8ZLH4P/sqfszf8EwJfE3jODTvg14T1H9rD4VfBPxjpXjG21j4beLfhvpHxr8P/ABG0j9pH9oTw34T1Hx78VLDwrpc/x+0b4hv4wk8N/C7wh4eX7/8A2vfix/wdgf8ABJr4NXv7c37RP7X37EH7XnwJ+FfiDQdG+Jvwo0b4feDU063074kTy/Dvwv4s8WW+g/s3fsl/ES+8P6P8RPE3g2ztrb4X/FgeKk8Vat4Zvda8M6z8NrTx7JYgH9fv7F+s/tceI/2X/hB4h/bt8J/B/wABftY694fvdZ+L/gX4EXOt3nwz8F6jqniDWL7w14T0u81/xN40ubrxB4c8ET+GdH8f3Om+MfFnhWf4hWfimXwT4m13wc2hapdfT9fxhf8ABUb/AIOAPi74v/4Iefspf8FJP+CdHxE/4Zy+JvxV/a/8MfAr4xeE73T/AIJ/G3xH8LtY0z4TftBaz8QfhJ4ktvGHhXxt4ftvtPiDwT4H8f8AgrxBqPhLwV478SfCzWvAHjO78NeDbLx1deGV8A+2/wDB2j/wwL/w8X/4eh/sgf8ACkv+GQP+G1v+EW/4VJ8I/wDhaf8Awqz/AIUv/wAL0/sD+xP+Hf3/AAiX/CwP+ES/4l39lf8ACcf8I5/wkf8Aon/CV/2Z/wATegD+7yiv4wv+CXP/AAcAfF3wh/wQ8/at/wCCkn/BRf4if8NG/E34Vftf+J/gV8HfCdlp/wAE/gl4j+KOsan8Jv2fdZ+H3wk8OW3g/wAK+CfD9z9m8QeNvHHj/wAa+INO8JeNfHfhv4WaL4/8Z2nhrxlZeBbXwy3kHwU+Iv8Awd9/8FD/AIBah+3f8D/jZ+zB+yp8NviH4fuvFnwS/Za1L4XfDTwx4q+I3hXQPBelPoHib4SWvxs+Bfx21fTvD/xu1e1vb3wHrPx8/aE8Ladr+o6pJ4y0658K/AnXPh/4kuwD+5yiv5Iv2Ev+CwX7ef8AwWB/Y9/bP/ZY+ER+D/7Af/Bar9nDxB4Qto08faS+ifDP/hFbb456Xp3xE1my+DPxX8O/Hz4reFvEHw88LaD4q+Cnxk8M+Kvh38QdO8FfELxd8L9dHizw7qnxLt/DHwy+APBP/Bff9v2z/wCCRn/BVrwH8cvi74f+Hn/BX3/gm18YPh14ZvPGEHgr9nS51HXfh74n/a8+F3wP8dXMPgTS38V/Cn4g+IPhN4p1D4g/CP4heLPBXwl0v4Z6F4V8X/AHUrHWfEPxB8VX3i28AP73KK/gj8bf8F9/2/bz/gkZ/wAEpfAfwN+Lvh/4h/8ABX3/AIKS/GD4i+GbPxhceCv2dLbUdC+Hvhj9rz4o/A/wLczeBNUfwp8Kfh94g+LPinT/AIffCP4e+LPGvwl1T4Z674V8IfH7Ur7WfD3xB8K2Pi2z/R/9sH/gq5/wUE/4JZfsz/sFfsT/ABFuv2f/ANu//guD+138QNW8I6fc6bq/hjw78CbXR/E37Ql34Z+FviLxl4T0K2/Zh8QWn/CeeH/FPhH4M/DSefw38IfAmpeMfB/xY8a+IviLfL8KNT0b4jAH9XtFfxB/Ev8AaT/4Olv+CTnwJ03/AIKC/t0/E39kD9sT9nLQf+FT6f8AHr9mb7L8PPBvxT+Emj/E7xj4N0671P8A4TD4P/A34P8Ah+3+IGieIL2x+Cn9u+DPHf7SfgTQ/EfxE/4TGL4W/E/wZoU3jHw2f8HBf/Bd79pj4P8A7OP/AASk/aj/AOCX/wC0T/wq34Zfts/D/wDaE8f+JvP8A/s9/FXWLj/hELX9nT+xvBXi7/hLPDnxj8P+E/iB8JvEHjb4geBviL4c8IeIW/sTx3ZeIvDOv3upXvhu2+xAH9vlFfkD/wAF6v2o/jt+xd/wSe/as/aX/Zo8c/8ACtfjb8Nf+FGf8IV41/4Rnwd4x/sX/hMf2k/g74A8R/8AFOeP/D3irwlqP9o+EvFWvaT/AMTbQb/7H9v+32H2XU7Wyvbf+cH9pb/gsz/wUn+H/wDwbSf8E9v+CgXhH9pD+yP2uvjj+1/41+FvxS+Lf/Cn/gLf/wDCUeBNI8V/tw6bp+hf8IFqfwuvfhlon2ey+D/w6g/tPw74M0jWJf8AhHfMn1CWbV9dk1MA/u8or+UL/gox/wAFy/Hf7C//AAQ8/Yc+Nf8Awm/9r/8ABRT9vL9kD4D+IPhF4mvPhjo+teHE8d6v8Jvg14s/aL+OviTRrKHw18MvD/8Awhll8SP7Q8FeGv7K1fR7v4p+LvAFr/wqTxX8KtI+IltoH5gfs9/8HH3/AAUE+En/AAQk8eft4/Fu/wDh/wDtUftNax/wU/b9jr4e6/8AFLwZ4Y8CeBPA/gSb9mvwJ8cprzXfAnwB0L4Sf8Jx9n/sTx5oumW8eveFNYt9Y8d6f4h1LxPrGi+DbfwRrYB/f5RX8Qf7Kvw6/wCDwz9rL9nH4L/tM+Gf+Ck37IHw18JfHf4f6B8UvBPhP4pfDf4Fx+O4fAnjG1Gs+Btd122+G37B3xK8JWH/AAmPhK60bxjpmmW3jC/1jS9H1/T9O8Waf4c8W2uueGdH9/8A+DUr/gqP+3Z/wUo/4bz/AOG1vjn/AMLo/wCFL/8ADLn/AArT/i2Xwd+HP/CNf8LG/wCGiv8AhMv+STfD7wJ/bH9sf8IJ4U/5D/8Aav8AZ/8AZX/Eq+w/btS+2AH9ftFfkD/wXq/aj+O37F3/AASe/as/aX/Zo8c/8K1+Nvw1/wCFGf8ACFeNf+EZ8HeMf7F/4TH9pP4O+APEf/FOeP8Aw94q8Jaj/aPhLxVr2k/8TbQb/wCx/b/t9h9l1O1sr23P+CCv7Ufx2/bR/wCCT37Kf7S/7S/jn/hZXxt+JX/C8/8AhNfGv/CM+DvB39tf8Id+0n8YvAHhz/inPAHh7wr4S07+zvCXhXQdJ/4lOg2H2z7B9vv/ALVqd1e3twAfr9RX8cX/AAa7f8FYP2/f+CgvhX/goz4h/a++I/iD9qXV/wBnrw/+zrrPwg8C+E/h3+zp8LfFWoaj4y079pO+8S+E/DN5oGh/BDwTfeIPHdz8PfCGj6Nc/FDxjpHhXSNRtraW88TeFNIu9d1Q+QeANZ/4PJP20fhZ41/a18EfEf8AZ/8A2INMv/8AhI/+ED/Yp8f/AAV8DfDX4p61/wAK+8OWelN/whXhT9oT4BfGnxb4Q/4Wj4t0nWIPDn/DSHx58GfbPEd1e+JY/wDhDvglq3gTX7gA/t8r8Qf+C3v/AAV98d/8Ec/hZ8D/AI16f+yB/wANN/DL4p/EDxF8LfF3ib/hoDR/gv8A8K18dr4cj8WfDrQv7Gn+GfxP8QeMv+FieH9B+KWof2npmlado/hH/hXX2XXdQN74u8O203yB/wAGzX/BZv8AaO/4Kx/Cz9ozwn+1H4U+H6/E39lP/hQmn/8AC2/AFldeF/8Ahbej/FLw54+03+0/GvgLfe+H9E+IFv4g+D/iHxN4j13wNc+G/Amuf8J1Z6N4Z+FvgCy8IeZ4k/f79qr9mj4Wftkfs4/Gj9lz416T/a/wy+OPw/1/wB4m8iw8OX+saF/a9qf7G8a+Ef8AhLNB8UeH9M+IHw/8QRaV45+HXiPUPD2r/wDCKeO/Dvh3xNa2Ut7pFtgAP2Vf2l/hZ+2R+zj8F/2o/gpq39r/AAy+OPw/0Dx/4Z8+/wDDl/rGhf2vaj+2fBXi7/hE9e8UeH9M+IHw/wDEEWq+BviL4c0/xDq//CKeO/DviLwzdXst7pFzj8gPj7/wXO/4V7/wWS+Cv/BHn4F/su/8NEfEDxx/wrj/AIXF8S/+F2/8Kk/4UZ/wk2haz8WfiD/xRvjD4R3ui/E3/hWX7MtlpHx3/wCKW+J1p/wmf9t/8Kw0T7P8QNNutNf+WL/gkT/wVx+IX/BBDxV/wUW/4Js/8FD9V8Qa1pH7Nfh/4m+K/wBlrwLqU/xMt/CupftD+DdR1G+tfhD8JLx/gX4h8beFPg/+25beKdA+LfgL4qeM9P8AC/wk8IadpsnxSg8GTav8dPEmqX/1/wD8G/8A8JPjL8E/2DP+Crn/AAcSfFePw/46/aw+N/wf/bJ+JPwT1HxZpsFr4V8S6d8LU8b/ABm+MfjbxN4Y+Ffj3w1oY8P/ABs/aj8D2/hrWfA0ngn4b+KvA+nfAm5vfh3rmneDvipC4AP1+/4Kh/8AB0Z+wZ/wTw8VeNvgh8PNO8Qfth/tR+AfEF94T8Y/DD4caong74Z/DnxVoeo+EF8Q+Gfid8dtY0TXdIs/EFnpGveJLddG+FPhD4yajoHxC8CeIPhn8VLb4X65HLdWn5w/s0f8HtP7OPxA+Kek+E/2o/2MviB+zd8MtZ+waf8A8Lb8AfGC1/aK/wCEX1jUfEeg6b/afjXwF/wqb4P+ILf4f6J4fvfEPibxHrvga5+IXjuL+wrPRvDPwt8WXut+ZpnP/wDBnL+yH8Gviz8Pf2j/APgqR8X7LxB8Xv20Lr9p/wCJ/wAG9J+K/wATten8aaj4U07Uvhn8MPiJ8QfH3h+41qK51dvjB8XNX+MfiXSfiP8AFDXdX1zxVqHhWBvDmgXvhzTvGPxTj+IP9Pv/AAUw/wCCVn7I/wDwVe+DWifCD9qXw54ggufBfiBfE3wy+Lvw2v8ARPDnxl+Fmo3U+mjxRbeCfFWveHPFmkL4f8e6RpdroXjnwn4k8NeI/CuvQWuh6++jQeNvBfgLxV4VAPAP+Cv/APwWH8K/8Euf2L/g3+2j4F+Ffh/9rzwT8bPjB8PPhx4Oj8J/GrTvA/hXWPCvxI+FPxM+K/h74neGfiJo/gP4s6R4r8P6hpHw+s10ZdL0wadruneJbbXLHxALa0it9S/R/wDZO+On/DUH7LH7NP7S/wDwi3/CD/8ADRH7P/wb+On/AAhX9t/8JN/wh/8Awtv4deHPH/8Awi3/AAkf9keH/wDhIP8AhH/+Eg/sn+2/7B0T+1fsn2/+yNN+0fY4f5If+Dtj4EfDP9mL/gib+yD8APgzpfiDQfhT8Kf23/hN4T+H3h7xN4/+IXxP1Hw34Vs/2fP2sZdJ8M23jH4p+KfGnja68P8Ahy2nTRPCejaj4jvNO8I+FbDRvCHhi20nwtoOi6PYcB+xF/wd1/8ABNv9mv8AYv8A2RP2c/HXwS/bf1bxt8Af2YPgF8FPGOqeE/ht8Br7wrqXir4V/Cnwn4F8Q6h4ZvtY/aV0HV7zw/eavoV5caNdapoejajcadJbTX2ladcvLZwgH7Pft9f8Fzv+GHP+Cpv7Ff8AwTR/4Zd/4Wh/w2B/wzj/AMXq/wCF2/8ACFf8K7/4aA/aK8ZfAL/knH/Co/Fv/CW/8Il/wiX/AAln/I+eGf7e/tD+wv8AiS/ZP7Zuf3+r/Lk/a0/4KgfAL/grN/wcO/8ABIb9ov8AZz8IfGDwX4J8F/GD9gP4Kappfxr0DwX4c8VXHirw5+3B4k8dX2oafY+BfiB8R9Il8Py6R8R9Dt7W6uNctdRfUbXVYZtKgtoLO8vv9RugAooooAKKKKACvgD/AIKxf8osv+Cln/ZgH7ZH/rOvxGr7/rz/AOLPwt8CfHH4WfEv4KfFLQv+Eo+GXxg+H/jL4W/EXwz/AGnrGif8JF4E+IHhzUvCfi7Qv7Z8O6hpHiDSP7X8P6vqGn/2noWq6ZrFh9o+1aZqFlexQXMQB/EH/wAGyX7C37OP/BRf/ghJ+1f+y/8AtQeDP+Eq+H/ir9v/AOJ+p6NrOmS2uneO/hj47079mv8AZjtvDPxS+Fvia5sdR/4RX4geFf7Rvk0/UHsdR0fWdH1HXfBfjTQvFXw/8VeLPCeu+f8A/BCX/goX8U/+CS+j/wDBVP8A4JWfth6Z/wAJF8Tf2Bvh/wDtO/tZfs3+Cta8VeI/BWj/ABM/4Ud4E17x/wDGD4Q/CrxH8UZ7fxBZfD/4weH9E8MftLfAC38Cfs/y/wBreBPFv7QX7QXii0vrK/0+zn/s9/Yp/YK/ZO/4J2/CzX/gp+x18Kf+FP8Awy8UfEDVfilrvhn/AITr4k/ED7d471vw54V8J6nrv9s/FLxj428QW32nw/4J8Maf/Zlnqtvo8P8AZn2q30+K9vdQubvx/wATf8Ek/wBgLxZ+21bf8FGtU+CviC1/bQtfEHhPxNF8b/DPx5/aL8F6i2o+C/A+jfDPR7a58IeDvi1oXw7vPD958O9CsfBHizwneeEJ/Cvj3wrPrOh+OtG8R6d4j8Q2+qAH8Mf/AAT7+PHiP/gs9o/xB8af8FZf+Djf4gfsneH/AAz/AG58C/iP+x1oXj/4WfsUaP8AHT4E+MfAmt3Hh/xTp/idfEHw3/Zy8Z/8JB4z8S+NfCnxS0S//Z4+MXjGTwJ4P0zwt481fQPD/jv4Y3mkdB/waXaN8GvDn/Bcr9u3w9+zn4s8QePf2fNB/Zg/ae0b4E+OvFltPZ+KvGnwa0v9r79nCx+GHizxNZ3XhnwXc2viDxH4Jg0PWNZtrjwd4Tng1G8uYpvDOhSK2l2v9fvib/g3i/4IueLPjLbfHbVP+Cf/AMH7Xxta+IPCfiaLQ/DOq/EbwX8Gm1HwXBo1vo9tc/s6eDvG+hfs+Xnh+8j0KxbxZ4TvPhhP4V8ezz6zdeOtG8R3PiPxDNqn0/8ADr/glx+wn8H/ANrGf9tz4SfAz/hV37Rtz8P/AA78J7nxL8Ovib8YvBPgS4+FnhD4beEfhJ4T+Gk/wK8M/EHTPgLL8P8Awv4F+H/gKw8O+DZPhm3hzRNY8E+EfGOm6bbeM/DejeILIA/yhP8Agnx+wX8U/wBqz9jb/go1+0h4G8Xf8JV4S/4J5/8ADMH7S/xF/Y68SDxHZfCz9qLw5p198cbjxdq3j/xP4d+Nvwd1Pwn/AMKT+CXh3426xZ3/AIVk1H4p694c8ZeNfBHwo17wZ4t8VQXmqf6Xn/BAz/gqT8LP+Cn/AOw74f13wn8N/h/8BPib+zl/wjXwL+Lf7Pfw3m8OaZ4E8Cf2D4S0pfAXin4Q+BNN1S58QeCf2f8Axt4ftrnT/hhonibTLD/hGNY8FfED4W6Nq/jqy+GMnjzxF9f/ALDH/BLj9hP/AIJr/wDC0f8Ahin4Gf8ACl/+F0f8IT/wsv8A4ub8YviN/wAJL/wrn/hLv+EN/wCSs/EHx3/Y/wDY/wDwnfiv/kAf2V/aH9q/8TX7d9h037Hz/wCxD/wST/YC/wCCcPirxx4x/Yu+CviD4K6v8S/D+neGfHtnbfHn9ovxz4V8V6do2otqmg3Os+Bfib8WvGngm68QeHLmfU4vDPixvDw8VeG9O8Q+LNH0PWdP0jxh4osdXAPwh/4PVv8AlFl8A/8As/8A+Fn/AKzr+1VX4g/Cf/gjN/wboeL/ANgX4afHf4pf8Fg/+FP/ALRvij9kDwb8W/iL4P8A+Gpv2SPiB/wq742a38F9N8Y+LvDX/DM3h34d23x68bf8IT46udQ0v/hRWheKbf4u+JP7M/4QDTPEEXjO9g1Ff7/P21v2Cv2Tv+CiXws0D4Kfti/Cn/hcHwy8L/EDSviloXhn/hOviT8P/sPjvRPDnivwnpmu/wBs/C3xj4J8QXP2bw/428T6f/Zl5qtxo839p/arjT5b2y0+5tPzA/4hcf8AghR/0Yz/AObM/th//RBUAfxxfs1/t1/Ez9oz/g1w/wCCsv7KHxD0rw+dI/Yp8QfsER/CjxD4Z8N/D3wHp0Pwz+NX7VHw2it/AVz4O+Hfw/8AB1tqXiDQ/G3wh8cfEfxZ8W/Fus+MPiF8WPFXxh1nUvGepPq+jSax4g6D/glx+y5/wsb9hP4GeMv+IrX/AIdr/wBsf8LN/wCMKf8Ahor/AIQT/hS/9n/GL4g6V/yKn/DefwX/ALK/4WL9h/4Wz/yTTw19u/4Tv+0v+Jx9s/t/Vf73NG/4JGf8E6vDn7Eviz/gnT4e/Zn8P6F+x5498QW3izx18KdG8afFDS9R8aeKrPxx4Z+Idn4m8WfFSx8cQfGTxH4gtfEngvwdFbazrHxBvNRg8K+E/DPgGK5XwHoOl+G7X4g/4hcf+CFH/RjP/mzP7Yf/ANEFQB/PD/wQi/4Kd/tcfDj/AILR+JP+CXXj39vzxB/wU+/Zc8feIP2i/Cnw++PWs+Ndb8Y6dL40+Hfw5f4o6T8XvCfj34p+HPGHxW1nw+PC3wV174YXPwr8L/Fi8+AUXirx34m+KHwy8Z/FHQ7bRfHfxH/MD/ghd+y/4q/bF/4JLf8ABxR8B/Ar+IJPG2qfB/8AYl+I/g7RPCfgvUfiH4q8b+KvgD4u/aR+P/h74Y+GfCGj31hq+reIPitq/wAMLP4baM2lnUdR03UfFVtq1j4f8T3NjF4c1X/Rc/Yp/wCCWP8AwT7/AOCdv9v3P7HX7L3w/wDg/wCIPFH9qwa7498/xP8AED4p32j63/wismp+Ef8AhbfxS1/xt8Tbb4f3N74J8Maz/wAK6s/Flv4Eh8R6Z/wk1v4di8QXuoaldn7DH/BLj9hP/gmv/wALR/4Yp+Bn/Cl/+F0f8IT/AMLL/wCLm/GL4jf8JL/wrn/hLv8AhDf+Ss/EHx3/AGP/AGP/AMJ34r/5AH9lf2h/av8AxNft32HTfsYB/OD/AMGt/wDwV2/Yd8If8EwPCn7K37Q/7RX7P/7L/wATf2V/iB8RvDsGn/HT42eEvhp/wtHwJ8WvH/i741+HfiL4WuviLH4J8P3P2bxB428afDrW/CPhbxF441jw3/wgWkeLvFc/h6y+JvhHSm/OD9o/4t6d/wAFmf8Ag62/Y6m/Yuk8P/EH4U/sQ+IP2fF8S/HPw/qXirxT8M/Fvw9/ZI+Lmu/tLfF/4jrreheAp7bw54fuvG3jTU/2c/hj4ga4134Z/Ev4hR/DjXND+J0fhb4t6Beab/W9+0v/AMEDv+CQv7XfxT1b41/HT9iX4f6v8TfEX2+fxT4m8AeLvix8Dv8AhMNY1fxHr3izW/F3jXRvgX8QPhv4f8Z/EDxB4g8S6vqHiP4i+KdK1fx34i82ztdb8RX9lpGkW1j9f/sdfsB/sbf8E/8AwJefDr9jz9nv4f8AwO8P6v8AZ/8AhJtQ8O2d9q/jvxx9g1jxPrujf8LF+KXiy/8AEHxN+JH/AAjV74z8TweEf+E78XeIv+EP0fV5/Dvhf+yPD8VtpkIB/AH/AMEzf26f2cf2Dv8Ag6C/4Kb+LP2oPGf/AArX4f8Ax3/aA/b2/Zv0b4k6nFax+BPAvjvxj+2zofjnwzrHxS1y5vrX/hDvh/f/APCtb7wzqHjd7a/0fwprGv6FrPjSTw58P7XxZ428L+v/APByp8fvg1/wWX/bz/4Jtf8ABPb/AIJ4fELw/wDtE/Fbwn4g+JfhnxR8Svh7NP49+AWkaj+0g/wQv7C5t/iN8Nbfxvc+JvD/AMHvBPwv1/4l/H7xZ4M8OeJPCvw08FtN5+s6p4p8J/Ebwv4JP+CRPwB+DX7Uv/Bxt/wXq/Z8/aD+Hvh/4qfBv4qeH/8AgpD4Z8deBfE0M76dq+nP/wAFG/gpfWdzbXljcWer6F4g0LV7PTvEXhPxZ4e1HSfFXg3xVpOjeK/Cms6N4k0bS9UtP7Pf2If+CRn/AATq/wCCcfirxx46/Y1/Zn8P/CHxt8RfD+neE/FXjG58afFD4meKp/Cum6i2sDwzo3iH4u+OPHur+E/D+qauthqnibRvCV5oeneLtR0DwnfeKbbWLnwd4Vl0cA/jC/aY/wCCnv7T/wDwUF/4LA/thfsCePP+Cv8A4g/4I1fsn/BX4wfFvwn8FfFejQ+H9G07UPiZ+zFer8HdV8M+LP2gfBes/sx+N9A8P/Gi20r4tfG+20b4ufGm++HukeKh4Z+FWm23jDxjB8MdQP5wfFz4K/sO/Aj/AIOL/wDgnP4T/YU/a8+IH7b/AIS1/wDa/wD2HfiL8cvj38Rfiv4S+O+sa9+0d8Qf2t7HxP43gg+M/gTwT4O8JfEr7V4Sv/h/4m8ReItKufGd1H478R+LtG8SeLpPFuk6/wCHPDn+h5+2L/wRg/4Jgft8+O7P4pftU/sg/D/4gfE23+0f2h8RfDut+P8A4P8Ajvxb5uj+GPDtr/wsXxd8FPF/w78QfE/+wfD/AIN8O6F4R/4WLqHij/hCtHsp9M8I/wBiWWp6rBfc/wCJP+CHX/BK/wAR+Ff2cvB1v+yV4f8AAWkfsmeIL/xn8A7z4KfEf40/ADxV4L+IWqad8KtL1H4qah46+B/xJ+Hvjbx38YL62+CHwoluvi98RPEPiz4mT6j4J0rWJPFbau17fXQB+MP/AAerf8osvgH/ANn/APws/wDWdf2qq+//APnVl/7wA/8AwOuv0/8A21v2Cv2Tv+CiXws0D4Kfti/Cn/hcHwy8L/EDSviloXhn/hOviT8P/sPjvRPDnivwnpmu/wBs/C3xj4J8QXP2bw/428T6f/Zl5qtxo839p/arjT5b2y0+5tPQP+GXPgT/AMMsf8MU/wDCDf8AGMv/AAz/AP8ADLn/AArT/hJvGP8AyQn/AIV1/wAKn/4Qb/hMv+Eh/wCFgf8AJP8A/iQf8JN/wlf/AAmP/MV/4SH+2v8AiZUAf5gf/BFT9nf/AIW3+yx4+8R/8RIX/Dnz7F+0B4q0T/hmj/hef/Csv+E4+zfDr4VX/wDwvT+wf+Gy/wBnf7X/AMJN/aX/AAgH9r/8IVqn2j/hWX2P/hKb37B/ZOifq/8A8EYf+Chv7efwT/4Ljab/AMEqvGP/AAUd8P8A/BTT9k/x54g+M8ln8cb3x4/7QeneJYLL9mW/+O3gXx78L/jTqniPxV438MeINLtvh54e8C+PvhJF8TfiF8GvA/irV/jJomj6b4i8Ymx+Kg/oe/4hcf8AghR/0Yz/AObM/th//RBV9/8A7FP/AASx/wCCff8AwTt/t+5/Y6/Ze+H/AMH/ABB4o/tWDXfHvn+J/iB8U77R9b/4RWTU/CP/AAtv4pa/42+Jtt8P7m98E+GNZ/4V1Z+LLfwJD4j0z/hJrfw7F4gvdQ1K7APAP+C+P7NHxT/a7/4JC/ttfAv4KaT/AMJF8TdX+H/hHx/4Z8LQWHiPV9Y8Yf8ACjvix8P/AI6az4K8I6J4T0HxL4g8QfEDxn4f+G+q+Fvh14c0/SJf+Ei8d6v4d0S6vdIsr+51ex/GD/g2I/4K2/8ABPTwT/wSv+FH7LXxm/aj+D/7Ofxk/Zj8QfE/RvGehftG/EfwD8F9O8X6d8WPjT8U/i/4S8WfCrX/ABx4o0vSPHvh9dI8WP4b8SW2nXUPirwh4q0C/TxP4Z0rw34g+HniXxt/Y7X5A/tL/wDBA7/gkL+138U9W+Nfx0/Yl+H+r/E3xF9vn8U+JvAHi74sfA7/AITDWNX8R694s1vxd410b4F/ED4b+H/GfxA8QeIPEur6h4j+IvinStX8d+IvNs7XW/EV/ZaRpFtYgH8cXwT+GOnf8F7/APg4j/4KB/tA/soeIPEHhr9k/VP2YPjv8MfEPx78bfDjxUsGm6d8WP8Agn1rP/BO7wd4g0PwxEtrbT+IPGnjfxHrPxi+G3w4+I/iv4T+KvF/wa8BeOdQ1JfCfjHw1rHhCw+n/wDg0u/4KPfs4/sb/Cz9sT/gn7+2t4/+H/7HXxN8DftAav8AG3TdQ/aX8dWvwV/t3WNU8OeDPgp8WPhRq1r8S9J8J+H/AAT8QPg54g+E3hSa/wDCuv8AjMeO/Ff/AAnuvR6V4Gs7L4T+MtVP9vv7NH7Kv7OP7G/ws0n4KfsufBf4f/A74ZaR9gn/AOEZ8AaBa6R/busWHhzQfCf/AAl3jXWcS+IPiB8QNT8P+F/D2n+I/iL451XxF478V/2RZ3XibxFq97F9pPx/+2L/AMEYP+CYH7fPjuz+KX7VP7IPw/8AiB8Tbf7R/aHxF8O634/+D/jvxb5uj+GPDtr/AMLF8XfBTxf8O/EHxP8A7B8P+DfDuheEf+Fi6h4o/wCEK0eyn0zwj/YllqeqwXwB/GF/wcl/tD+BP+CzP/BRz/gnn/wTq/4J9+Kfh/8AtBeIPBn/AAk2hT/Gv4aeK9Y+JHwsTx3+01qnw8uvEWn6lqvw68F+K7K5+H/wA+GXwj0T4sfFj4pfD7V/iPo+geHPEvjLStc0zw/4g+EHi7T5/wCn7/g6O/5QUftzf92zf+th/s+19/8A7FP/AASx/wCCff8AwTt/t+5/Y6/Ze+H/AMH/ABB4o/tWDXfHvn+J/iB8U77R9b/4RWTU/CP/AAtv4pa/42+Jtt8P7m98E+GNZ/4V1Z+LLfwJD4j0z/hJrfw7F4gvdQ1K7+gP2o/2XPgT+2j8CfHP7NH7S/gb/hZXwS+JX/CM/wDCa+Cv+Em8Y+Dv7a/4Q7xj4e8f+HP+Kj8AeIfCvi3Tv7O8W+FdB1b/AIlOvWH2z7B9gv8A7Vpl1e2VwAf5wf8AwS4/Zc/4WN+wn8DPGX/EVr/w7X/tj/hZv/GFP/DRX/CCf8KX/s/4xfEHSv8AkVP+G8/gv/ZX/CxfsP8Awtn/AJJp4a+3f8J3/aX/ABOPtn9v6qfBr9oj/go5/wAFA/gv/wAFpP8Agi7B+1b/AMPEfh/8DP2f/iT8Yv2b/jF4osNU+IXxT+Mf/DGn7fXwX8YSXXwv+IPgi4+KPxA+K3/DS3w/1HxE/wAM/B/i7xL8Zt3iNPgx4G+HXxC8GfD+21i61f8Ar9/4hcf+CFH/AEYz/wCbM/th/wD0QVfp/wDsdfsB/sbf8E//AAJefDr9jz9nv4f/AAO8P6v9n/4SbUPDtnfav478cfYNY8T67o3/AAsX4peLL/xB8TfiR/wjV74z8TweEf8AhO/F3iL/AIQ/R9Xn8O+F/wCyPD8VtpkIB/mx/wDBH3/gnZ/wb9ftufsvjxD+2j/wUA+MH7Jf7WPgPxBq2jfFnwL47/aF/Za/Z8+GfiHTtY8QeIr74c+LPgbefGT4UeI7nxp4fn8EWumaP43tl8Y33irwt8QtI1+XXPDPh3wd4m+GmqeK/wBf/wBkv9jf/ghX8K/2L/8Agrz+0H/wSu/bv+MH7SnxWvP+CUH7fnwb8Y/C741+LPB+g+KtJ+Htx8KfDfjbxD4+0/4L6x+zt8AfjJJ4fsfEmnfDzw7a/FCPTtS+Gb6jruq+FFvbzxTDLBo39L37S/8AwQO/4JC/td/FPVvjX8dP2Jfh/q/xN8Rfb5/FPibwB4u+LHwO/wCEw1jV/EeveLNb8XeNdG+BfxA+G/h/xn8QPEHiDxLq+oeI/iL4p0rV/HfiLzbO11vxFf2WkaRbWPv/AMEv+CWP/BPv9nD9nH4r/sn/AAN/Ze+H/wANfgl8d/h/4q+Fvxr0rw7P4nj8d/FnwJ4xtfHOn6roXxF+Nd1r918bfGP2DTPiV430nwjqev8AxEv9Y8AaPr8+j+BNQ8OaZa6fa2gB/lifssfslfFPwv8A8Eyk/wCCwFhB8P8A9p74P/sUft/33w78WfsLftD+GvEev/s46Z/wnnww+B8Vz+0X4psdG+PPw3vfGf8AwkHxN8S/s5fDbxX8IvDfhO7/AOFgWvhnwXdfFW+8YfB/wt4m8GRf6nf/AATF/wCChfws/wCCoP7G3ww/a5+Fumf8Il/wlv8AbHhz4i/C288VeHPFviP4QfFPwlfPpni7wB4k1Dw7P/2D/F/gq813SPCXiPxX8LPFvgDx7qfgrwl/wlsGhWR8Av8Aglx+wn+y/wDssfGr9in4F/Az/hB/2Zf2iP8AhY//AAuL4af8LN+MXib/AITD/hbfw60b4T/EH/isvGHxB8QfEDw//wAJB8P/AA/pGgf8Ut4r0T+yvsn9q6J/ZutXF1qU3QfsQ/8ABOT9j3/gnH4V8ceBf2Nfhl4g+EPgn4i+INO8WeKvB1z8Zvjn8TPCs/irTdObRx4m0bw98XfiV490jwn4g1TSFsNL8Taz4Ss9D1Hxdp2geE7HxTc6xbeDvCsWjgH8cX/BjH/zlF/7sm/9+4r+/wAr4A/YY/4JcfsJ/wDBNf8A4Wj/AMMU/Az/AIUv/wALo/4Qn/hZf/FzfjF8Rv8AhJf+Fc/8Jd/whv8AyVn4g+O/7H/sf/hO/Ff/ACAP7K/tD+1f+Jr9u+w6b9j+/wCgD/Lk/ZL/AOCX/wAAv+Cs3/Bw7/wV5/Z0/aM8X/GDwX4J8F/GD9vz416XqnwU1/wX4c8VXHirw5+3B4b8C2On6hfeOvh/8R9Il8Py6R8R9cuLq1t9DtdRfUbXSpodVgtoLyzvj9rT/gl/8Av+CTP/AAcO/wDBIb9nT9nPxf8AGDxp4J8afGD9gP416pqnxr1/wX4j8VW/irxH+3B4k8C32n6ffeBfh/8ADjSIvD8WkfDjQ7i1tbjQ7rUU1G61WabVZ7aezs7H/Qc+AX/BLj9hP9l/9qf41ftrfAv4Gf8ACD/tNftEf8LH/wCFxfEv/hZvxi8Tf8Jh/wALb+IujfFj4g/8Ub4w+IPiD4f+H/8AhIPiB4f0jX/+KW8KaJ/ZX2T+ytE/s3Rbi602Y+Pv/BLj9hP9qD9qf4K/trfHT4Gf8Jx+01+zv/wrj/hTvxL/AOFm/GLwz/wh/wDwqT4i6z8WPh9/xRvg/wCIPh/4f+IP+Ef+IHiDV9f/AOKp8Ka3/av2v+ytb/tLRbe102EA/ii/aY/4Ke/tP/8ABQX/AILA/thfsCePP+Cv/iD/AII1fsn/AAV+MHxb8J/BXxXo0Ph/RtO1D4mfsxXq/B3VfDPiz9oHwXrP7MfjfQPD/wAaLbSvi18b7bRvi58ab74e6R4qHhn4VabbeMPGMHwx1A/nB8XPgr+w78CP+Di//gnP4T/YU/a8+IH7b/hLX/2v/wBh34i/HL49/EX4r+EvjvrGvftHfEH9rex8T+N4IPjP4E8E+DvCXxK+1eEr/wCH/ibxF4i0q58Z3UfjvxH4u0bxJ4uk8W6Tr/hzw5/oefti/wDBGD/gmB+3z47s/il+1T+yD8P/AIgfE23+0f2h8RfDut+P/g/478W+bo/hjw7a/wDCxfF3wU8X/DvxB8T/AOwfD/g3w7oXhH/hYuoeKP8AhCtHsp9M8I/2JZanqsF9z/iT/gh1/wAEr/EfhX9nLwdb/sleH/AWkfsmeIL/AMZ/AO8+CnxH+NPwA8VeC/iFqmnfCrS9R+KmoeOvgf8AEn4e+NvHfxgvrb4IfCiW6+L3xE8Q+LPiZPqPgnStYk8Vtq7Xt9dAH8gX/BYr9oX4BftKf8HOP/BGbx1+zn8cfg/8fvBOk+IP+Cd3hPVPGPwU+Jfgv4qeFdN8VWP/AAUD+J2sX3hnUPEPgXWte0iz8QWeka7oeqXWjXF5HqNvp2s6VfTWyW2o2cs36v8A/B6t/wAosvgH/wBn/wDws/8AWdf2qq/Z79kP/gh1/wAEr/2EPjLZftB/stfsleH/AIefGTSfD+veGdC8daz8R/jT8VNR8M6d4ngisdfufCdn8X/iT490jwn4g1TSFuvDtz4s8N6dpfio+FdZ8TeFE1lPDfirxLpeq/UH7a37BX7J3/BRL4WaB8FP2xfhT/wuD4ZeF/iBpXxS0Lwz/wAJ18Sfh/8AYfHeieHPFfhPTNd/tn4W+MfBPiC5+zeH/G3ifT/7MvNVuNHm/tP7VcafLe2Wn3NoAf58f/BSnwn4q/Za8Vf8GtX/AAVR8deGfEHiT9lz4Z/sQf8ABLHwn4xuPAOjajrHirSPFX7MWo+Hv2jPEPhm9m1i28PfDvT/ABB8S/h345vJPg3o2qfEOw1HxlqPw6+KDX1toGh+EZdcu/6ff+Ctv/Bb/wD4Jc3X/BKD9qOX4d/tgfB/42+Kf2pf2YPiP8FPhF8K/g3408M+MvjLP4q/aN+D/ijw34V1Dx98KTrGm+NvhD4f8HW2uSeIfihdfFfR/Buo+C4NIvfB1xpV38VtT8K/DzxH+78H7Kv7OP8Awzj4R/ZD1n4L/D/xx+zL4H+H/wAOvhb4f+CnxS0C1+LfgT/hBPhJa+HbX4caFrulfE4eLf8AhLf+ES/4RLwze6ZqfiyXW9Y/tjRNP1651C41q3XUK/MD4W/8G3n/AARK+D/jvQviL4T/AGCPh/q/iDw7/af9n6f8UviD8cPjj4EuP7X0fUNCuv7d+Fvxr+KHxA+GXijyrLU7mfTP+Em8I6v/AGJrEWn+ItG+weINI0rU7IA/hC+OP7NHxT/Z3/4NQv2cvEXxS0n/AIR//hqD/gr/AKb+0v8ADrQr2w8R6V4jtPhZ4g/Y++K/wt8I6t4k0zxFoOifZ/8AhOP+FSah8RfBV/oU/iDw54m+FnjDwB4u0zXpv+Egn0/Tf9Hz/gk7/wAosv8Agmn/ANmAfsb/APrOvw5r0D9tb9gr9k7/AIKJfCzQPgp+2L8Kf+FwfDLwv8QNK+KWheGf+E6+JPw/+w+O9E8OeK/Cema7/bPwt8Y+CfEFz9m8P+NvE+n/ANmXmq3Gjzf2n9quNPlvbLT7m09/+E/wt8CfA74WfDT4KfC3Qv8AhF/hl8H/AIf+Dfhb8OvDP9p6xrf/AAjvgT4f+HNN8J+EdC/tnxFqGr+INX/sjw/pGn6f/aeu6rqesX/2f7VqeoXt7LPcygH+fH/wbV/H74Nf8EaP28/+Ckv/AAT2/wCCh/xC8P8A7O3xW8WeIPhp4Z8L/Er4hTT+AvgFq+o/s3v8b7+/ubj4jfEq38EXPhnw/wDGHwT8UNA+JfwB8WeM/Dnhvwr8S/Baw+RrOl+KfFnw58L+Nj/g5U+P3wa/4LL/ALef/BNr/gnt/wAE8PiF4f8A2ifit4T8QfEvwz4o+JXw9mn8e/ALSNR/aQf4IX9hc2/xG+Gtv43ufE3h/wCD3gn4X6/8S/j94s8GeHPEnhX4aeC2m8/WdU8U+E/iN4X8E/2u/trf8Esf+Cff/BRL+wLn9sX9l74f/GDxB4X/ALKg0Lx75/if4f8AxTsdH0T/AISuTTPCP/C2/hbr/gn4m3Pw/tr3xt4n1n/hXV54suPAk3iPU/8AhJrjw7L4gstP1K0P2Kf+CWP/AAT7/wCCdv8Ab9z+x1+y98P/AIP+IPFH9qwa7498/wAT/ED4p32j63/wismp+Ef+Ft/FLX/G3xNtvh/c3vgnwxrP/CurPxZb+BIfEemf8JNb+HYvEF7qGpXYB/GF+yv8UvAn/BG3/g6k/bxuv28td/4VV8P/ANtH/hfc/wAIfjNPpmsWfwitdH/a5/aG+Hv7RXwr8XeLvF/ivT/Cv9nfD/Tv+EV174KfEX4i6Lp/iHwJ8PvjZoviLSvEPiK3+H/hDxn8RvDvsH/B2R/wUV/ZH/bL+AX7Kn7BP7GvxY8P/tfftB+Mv2n/AAH8ZLDTv2X9V0T46eFbbTrbwX8YPgz4X8Av4n+HOr6/bax8YPiL42+JlhB4L+F/hKDxJ4qOnaLfah4psvC8fiT4ap48/sd/bF/YD/Y2/wCCgHgSz+HX7Yf7Pfw/+OPh/SPtH/CM6h4is77SPHfgf7frHhjXdZ/4V18UvCd/4f8Aib8N/wDhJb3wZ4Yg8Xf8IJ4u8O/8Jho+kQeHfFH9r+H5bnTJvn/9jr/gjB/wTA/YG8d3nxS/ZW/ZB+H/AMP/AIm3H2f+z/iL4i1vx/8AGDx34S8rR/E/h26/4V14u+Nfi/4ieIPhh/b3h/xl4i0Lxd/wrrUPC/8Awmuj3sGmeLv7bstM0qCxAP4g/j98OtY/4IF/8F1/+CUX7S37S8//AAmfwyl/ZA/ZM+HXxW8f+HPDvjvTPhZ4J1j4b/seaV/wTb/aAn8AeM4vCPiTxB8ZP+FN+H/Deg/tLXvh3SfAPhrx3rHhz4geCvAN/wCEfC974g0Xxbqn9Lv/AAW//wCC0X/BPTwX/wAEuf2wPC/wi/aw/Zg/aX+K3x8+D/jT9mbwF8KPgp+0L4B+Ifiq61H49+GtY+HeveMdQt/hlL8RbnQPD/wz8E6x4q+I11qPiqw8PeFfEeo+FtK+Go8YaD4p8e+F5J/3f/aX/ZV/Zx/bI+FmrfBT9qP4L/D/AOOPwy1f7fP/AMIz4/0C11f+wtYv/DmveE/+Eu8FaziLxB8P/iBpnh/xR4h0/wAOfEXwNqvh3x34U/te9uvDPiLSL2X7SPzA+Fv/AAbef8ESvg/470L4i+E/2CPh/q/iDw7/AGn/AGfp/wAUviD8cPjj4EuP7X0fUNCuv7d+Fvxr+KHxA+GXijyrLU7mfTP+Em8I6v8A2JrEWn+ItG+weINI0rU7IA/z4/ixpvhX4Nf8G0/we+CvjH4t/B9P2g/jH/wVf0T9sOz/AGbLLx7py/tD+APgF4s/Y38ZfDfwL48+KHwd1SPS/G3hXw/8Q7bwx4e+J3gHxRFpWqeC/Fvwk+Lnwb8aaP4nuY/HtjY2/wDe5/zqy/8AeAH/AOB119P/AB3/AOCHX/BK/wDad/ag1T9sj4//ALJXh/4rftB694g8AeJvEPirxZ8R/jTeeFfEmo/DDw/4W8K+DrbxN8IoviTB8G/Efh+18N+C/Dmiaz4T1vwBf+FfF2nWdzbeL9G16PVtYF/+j/xZ+FvgT44/Cz4l/BT4paF/wlHwy+MHw/8AGXwt+Ivhn+09Y0T/AISLwJ8QPDmpeE/F2hf2z4d1DSPEGkf2v4f1fUNP/tPQtV0zWLD7R9q0zULK9iguYgD/ACxPgd+zR8U/2iP+DUL9o7xF8LdJ/wCEg/4Zf/4K/wCpftL/ABF0KysPEeq+I7v4WeH/ANj74UfC3xdq3hzTPDug639o/wCEH/4W3p/xF8a3+uz+H/Dnhn4WeD/H/i7U9eh/4R+DT9S/sd/4JJf8Fv8A/glza/8ABKD9lyX4iftgfB/4JeKf2Wv2YPhx8FPi78K/jJ408M+DfjLB4q/Zy+D/AIX8N+KtQ8A/CkaxqXjb4veH/GNtocfiH4X3Xwo0fxlqPjSDV7Lwdb6VafFbTPFXw88Ofs/+xT+wV+yd/wAE7fhZr/wU/Y6+FP8Awp/4ZeKPiBqvxS13wz/wnXxJ+IH27x3rfhzwr4T1PXf7Z+KXjHxt4gtvtPh/wT4Y0/8Asyz1W30eH+zPtVvp8V7e6hc3fwB8Uv8Ag28/4IlfGDx3rvxF8WfsEfD/AEjxB4i/sz+0NP8Ahb8Qfjh8DvAlv/ZGj6foVr/YXwt+CnxQ+H/wy8L+bZaZbT6n/wAIz4R0j+29Yl1DxFrP2/xBq+q6negH8sP/AAQf+NfhXw5+3T/wXR/4L6eMdP8AEHgT9g/w14f/AGpNSs7jxva6d4Y+IXjTxV+0P+0j4b/aM8C/CTwJNqmqwfBvxH8YLXw34L8PeCdf8BRfGSDUYPiZ8Z/gb4b0eTW7D4i2OuWv5Q/GP4MfHb/grR+wn/wUp/4OAP2ufiZ8P7Hxb8F/iB8Kf2f/AIW/C34MfC/wd8Of7b8Y6r8Yv2ftM1CX4mahpnheLU/E/wAP/hP8Evj3pHw7+F+teL/FXxG+O3jD+yvC+n+PfitY+EvgvoWhfEv/AE2/jX/wTe/Yl+P37MGn/sV+OvgH4f0L9k/TfEFr4mt/gB8FPEPjj9mv4ZyajZ+INV8Xw22oeHP2c/FHwrttW8Pv431m88fXXhPVPtnhW++IUOlePr7RrjxjoWh63p3P/wDDrj9hP/hhP/h2j/woz/jCX/oiv/CzfjF/0WL/AIX7/wAlH/4WD/wtr/krX/FWf8j5/wBQL/kWv+JNQB/myfAP9mz9p/8A4JdfsBfsBf8ABwx+xL4n8P8AivV/FfiD4m/Cv9ozwF8Tvgt4f+LOnfDCe2/aL+Lnwy0PxX4f16bwfeXPw1+D/wAY/BPw40X4F/EfxnpHi/4W/GXwt4q+ILeDvh78XtQ0j9oW48L/AA++3/8Ag5l/4VZ+1v8AGz/gk9/wVpuf+FgeJf8Agmx+1F+z/wDCb4T+PNd+Dn/COaz8bPhz/wAIZ8XfH/xS+Lfw01XU5P8AhJPgL4Q/aAXwL8UfFnhHwP4N1n4keIMfF34KfGnQfE2m2uj/AA31LUNQ/u8/4dcfsJ/8MJ/8O0f+FGf8YS/9EV/4Wb8Yv+ixf8L9/wCSj/8ACwf+Ftf8la/4qz/kfP8AqBf8i1/xJq6D4Kf8E3v2JfgD+zBqH7FfgX4B+H9d/ZP1LxBdeJrj4AfGvxD44/aU+Gceo3niDSvF81tp/hz9ozxR8VLbSfD6eN9Gs/H1r4T0v7H4VsfiFNqvj6x0a38Y67rmt6iAfwxeP/8AglD/AMGkHw1+Fngr4xeIv+Cwv7QGo+EvH3/COf2FpHgD41/BL4r/ABTsP+Eq8OXvinTP+E1+Bfwt/Y38Y/G34a/ZdMsJ7XxH/wALF+H3hX/hDvEb2fg/xd/Yfi3UdP0S68A/4OVvgF+yx+y/+wn/AMESPgX+xT8av+GiP2ZfA/8Aw8m/4Vp8Yv8AhY/w6+Lf/CYf8JN8YvgR4w8Zf8XC+E+jeH/h/wCIP+Ef+IHiDxX4W/4kGkWn9lf2J/Ymq/aNa03Urqb+x3wn/wAGy/8AwQ58F+KvDPjHR/2EfD95q/hPxBo3ibS7PxZ8bf2mvHvhW61HQtRttUsbbxN4F8dfGnxH4J8aeH57m1ii1nwn4x8Pa74V8R6c1zo/iHRtU0i8vLGf6/8A2u/+CRn/AATq/br8K/AjwL+05+zP4f8AGngn9mPw/rvhP4B+DvCfjT4ofBfwr8LvCviPTvBGj6j4Z8M+Hvgf44+HGkReH4tI+HHgnS9G0a7s7rTvDenaBbWPh220q2nvYrkA/ji/4LM/8Gv37Av/AATt/wCCbH7SH7Yv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" width="693" height="413" /></span></span></p>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Как определить выгодный объект</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="108">Чтобы выбрать объект на УСН, спрогнозируйте приблизительную налоговую нагрузку. Определите доходы и расходы, учтите ставку налога в вашем регионе и тарифы страховых взносов.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По итогам расчетов однозначно стоит выбрать объект «доходы», если:</span></h3>
<ul class="c-list">
<li>единый налог с доходов меньше или равен налогу при объекте «доходы минус расходы»;</li>
<li>расходы составляют менее 60 процентов от выручки;</li>
<li>минимальный налог больше единого налога с доходов.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="113">В противном случае рассмотрите возможность выбора объекта «доходы минус расходы».</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-vybrat-obekt-nalogooblozheniya-po-uproshhenke-dohody-ili-dohody-minus-rashody/">Как выбрать объект налогообложения по упрощенке – «доходы» или «доходы минус расходы»</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как предпринимателю составить и сдать декларацию по форме 4-НДФЛ</title>
		<link>https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-4-ndfl/</link>
					<comments>https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-4-ndfl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 17:30:45 +0000</pubDate>
				<category><![CDATA[НДФЛ (ИП)]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22305</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; С 1 января 2020 года декларацию 4-НДФЛ о предполагаемом доходе для расчета авансовых платежей сдавать не нужно, ее отменили. С этого момента предприниматели самостоятельно рассчитывают авансы по итогам квартала, полугодия и девяти месяцев. До 2020 года вновь зарегистрированные предприниматели на ОСНО были обязаны представить 4-НДФЛ о предполагаемом доходе [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-4-ndfl/">Как предпринимателю составить и сдать декларацию по форме 4-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="3">С 1 января 2020 года декларацию 4-НДФЛ о предполагаемом доходе для расчета авансовых платежей сдавать не нужно, ее отменили. С этого момента предприниматели самостоятельно рассчитывают авансы по итогам квартала, полугодия и девяти месяцев.</span></p>
<p><em>До 2020 года вновь зарегистрированные предприниматели на ОСНО были обязаны представить 4-НДФЛ о предполагаемом доходе в течение пяти рабочих дней после того, как пройдет месяц с момента получения первого дохода. Действующие ИП, которые спрогнозировали, что доход за отчетный год будет более чем в два раза меньше, чем доход за прошлый год,  вправе были подать 4-НДФЛ в течение года.  </em></p>
<p><span data-role="phrase" data-phrase-id="5">На основе этой декларации налоговая инспекция рассчитывала или пересчитывала авансовые платежи и высылала ИП уведомление с образцом платежного документа на перечисление авансов. По этим уведомлениям бизнесмены и платили авансы в установленные сроки. Читайте, как предприниматели составляли 4-НДФЛ и в какие сроки сдавали до 2020 года.</span></p><p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-4-ndfl/">Как предпринимателю составить и сдать декларацию по форме 4-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</title>
		<link>https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl-2/</link>
					<comments>https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl-2/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 17:16:21 +0000</pubDate>
				<category><![CDATA[НДФЛ (ИП)]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[патент]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22303</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; По итогам года ИП представляют декларацию 3-НДФЛ, в которой самостоятельно исчисляют общую сумму налога.  &#160; Кто сдает &#160; Предприниматели на общей системе налогообложения обязаны составлять декларацию по НДФЛ. Причем неважно, были у коммерсанта доходы и движение по счету в [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl-2/">Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">По итогам года ИП представляют декларацию 3-НДФЛ, в которой самостоятельно исчисляют общую сумму налога. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто сдает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Предприниматели на общей системе налогообложения обязаны составлять декларацию по НДФЛ. Причем неважно, были у коммерсанта доходы и движение по счету в течение года или нет – декларацию 3-НДФЛ надо сдать в любом случае.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="4"> Единая налоговая упрощенная декларация ее не заменяет. Такие разъяснения даны в письме Минфина от 30.10.2015 № 03-04-07/62684 (доведено до сведения инспекций письмом ФНС от 09.11.2015 № БС-4-11/19548).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">По какой форме сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="7">Форма 3-НДФЛ, порядок ее заполнения, а также формат представления налоговой декларации в электронной форме утверждены приказом ФНС от 03.10.2018 № ММВ-7-11/569 (в ред. приказа ФНС от 07.10.2019 № ММВ-7-11/506@). По данной форме отчитывайтесь за 2019 год и последующие отчетные периоды.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="10">Декларацию по форме 3-НДФЛ за истекший налоговый период (год) представляйте не позднее 30 апреля года, следующего за отчетным (п. 1 ст. 229 НК).</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>из-за коронавируса COVID-19 переносится крайний срок сдачи 3-НДФЛ за 2019 год</strong></em></p>
<p class="incut-v4__tag">Правительство продлило для всех предпринимателей срок сдачи 3-НДФЛ за 2019 год  на три месяца.</p>
<blockquote>
<p class="incut-v4__tag">Поэтому крайний срок сдачи декларации с 30 апреля переносится на 30 июля 2020 года (п. 3 постановления Правительства от 02.04.2020 № 409, письмо ФНС от 09.04.2020 № БС-3-11/2857).​​​​​​</div></div>
</blockquote>
<p>&nbsp;</p>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="13">Если прекращаете деятельность в качестве предпринимателя до окончания года, декларацию сдайте не позже пяти дней с даты регистрации в ЕГРИП прекращения деятельности (п. 3 ст. 229 НК, письмо ФНС от 13.01.2016 № БС-4-11/114).</span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="15">Сдавать декларацию необходимо и в том случае, если у предпринимателя за истекший год доходов не было вообще либо они были меньше, чем расходы (ст. 229 НК). Освобождения от подачи нулевой декларации НК для предпринимателей не содержит.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="16">Куда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="18">Декларацию по форме 3-НДФЛ сдавайте в одном экземпляре в налоговую инспекцию по месту жительства (подп. 4 п. 1 ст. 23, п. 1 ст. 83 НК).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="19">Как сдать</span></h2>
<h3></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Налоговую декларацию предприниматели вправе сдать в инспекцию:</span></h3>
<ul class="c-list">
<li>на бумаге (лично, через уполномоченного представителя или по почте). По просьбе предпринимателя на ее копии инспектор обязан поставить штамп с указанием даты приема, регистрационный номер и свою подпись (абз. 2 п. 4 ст. 80 НК);</li>
<li>в электронном виде по телекоммуникационным каналам связи.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="23">Об этом сказано в пунктах 3 и 4 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="24">Какие разделы включить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">В составе декларации по форме 3-НДФЛ предприниматели обязаны представить в налоговую инспекцию:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>раздел 1;</li>
<li>раздел 2;</li>
<li>приложение 3.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="28">Остальные листы декларации заполняются при необходимости, то есть при наличии данных, влияющих на расчет НДФЛ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="28">Это следует из раздела II Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="35">Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="37">Правила заполнения декларации по форме 3-НДФЛ изложены в Порядке, утвержденном приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="38">Текстовые поля декларации заполняются заглавными печатными символами слева направо, начиная с крайней левой ячейки, либо с левого края поля, отведенного для записи значения показателя. Если какое-либо поле не заполняется, нужно поставить прочерк – провести прямую линию посередине по всей длине поля (т. е. перечеркнуть всю строку). </span></p>
<p><span data-role="phrase" data-phrase-id="38">Когда показатель меньше, чем число отведенных для него ячеек, в незаполненных ячейках правой части поля ставятся прочерки.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Порядок заполнения декларации на компьютере (с последующей распечаткой) имеет некоторые особенности:</span></h3>
<ul class="c-list">
<li>значения числовых показателей (т. е. тех, которые заполняются в рублях или другой валюте) выравниваются по правому краю. Это значит, что пустые ячейки, если они есть, должны остаться слева;</li>
<li>прочерки в пустых ячейках можно не ставить;</li>
<li>использовать можно только шрифт Courier New высотой 16–18 пунктов.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="41">Об этом сказано в пунктах 1.12–1.13 Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="42">После заполнения декларации проставьте сквозную нумерацию заполненных страниц в поле «Стр.». Поле «Стр.» имеет три ячейки. Для первой страницы в поле «Стр.» укажите «001», для пятнадцатой – «015» (п. 1.14 Порядка, утв. приказом ФНС от 03.10.2018 № ММВ-7-11/569).</span></p>
<p><span data-role="phrase" data-phrase-id="43">Декларацию заполняйте в рублях и копейках. В полных рублях исчисляется только сумма налога. То есть сумму налога менее 50 коп. отбрасывайте, а сумму налога 50 коп. и более округляйте до полного рубля.</span></p>
<p><span data-role="phrase" data-phrase-id="44">Не допускается исправление ошибок с помощью корректирующих средств. Если какие-либо показатели для заполнения декларации отсутствуют, то в соответствующих строках и графах поставьте прочерки. Дробные числовые показатели указывайте в том же порядке, что и целые (слева направо с проставлением прочерков в последних ячейках, оставшихся пустыми). </span></p>
<p><span data-role="phrase" data-phrase-id="44">Например, если показатель «доля в праве собственности» имеет значение 1/3, то данный показатель указывается в двух полях по три ячейки каждое следующим образом: «1&#8212;» – в первом поле, знак «/» или «.» – между полями и «3&#8212;» – во втором поле. </span></p>
<p><span data-role="phrase" data-phrase-id="44">При заполнении декларации на компьютере числовые показатели выравниваются по правому краю (т. е. незаполненными остаются левые ячейки). После того как декларация составлена, последовательно пронумеруйте все страницы.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="45">Такие правила предусмотрены в разделе I Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569. </span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;"><strong>На титульном листе</strong> декларации укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="48">ИНН;</span></li>
<li> номер корректировки (для первичной декларации «0&#8212;», при представлении уточненной декларации указывается номер корректировки «1&#8212;» («2&#8212;» и т. д.));</li>
<li>фамилию, имя, отчество предпринимателя полностью, без сокращений, в соответствии с документом, удостоверяющим личность. Для иностранных физических лиц допускается при написании фамилии, имени и отчества использование букв латинского алфавита;</li>
<li>код налогового периода – «34»;</li>
<li>код категории налогоплательщика согласно приложению 1 к Порядку, утвержденному приказом ФНС от 03.10.2018 № ММВ-7-11/569.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="53">На титульном листе должны быть дата заполнения и подпись предпринимателя или его представителя.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="54">Такие правила предусмотрены в разделе III Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55"><strong>В приложении 3 </strong><em>декларации покажите доходы от предпринимательской деятельности и расходы, учитываемые в составе профессионального вычета. Если у предпринимателя есть право на иные вычеты, заполните дополнительные листы. Так, например, стандартные вычеты показывают в приложении 5 декларации.</em></span></p>
<p><span data-role="phrase" data-phrase-id="56"><strong>В раздел 2</strong> <em>перенесите данные для расчета налога из приложения 3 (и остальных заполненных листов при наличии таковых).</em></span></p>
<h3><span data-role="phrase" data-phrase-id="57"><strong>В разделе 1 </strong>нужно указать:</span></h3>
<ul class="c-list">
<li>коды ОКТМО в соответствии с приказом Росстандарта от 14.06.2013 № 159-ст;</li>
<li>КБК по НДФЛ;</li>
<li>итоговую сумму налога к уплате (возврату)</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="66">Как отразить отдельные операции</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="67">Рассмотрим ситуации, в которых при заполнении декларации 3-НДФЛ могут возникнуть вопросы.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="68"><strong>Возврат аванса покупателем</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="70">Как отразить в декларации по форме 3-НДФЛ возврат аванса покупателю или заказчику, зависит от того, когда это произошло.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="71"><strong>Ситуация 1: аванс вернули в том же году, в котором получили, либо в начале следующего года, но до даты сдачи декларации по форме 3-НДФЛ</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="72">Аванс просто не отражайте в декларации. Сделку расторгли, реализации не было, аванс вернули, значит, по итогам года нет и облагаемого дохода.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="72"> Это следует из пункта 1 статьи 38, статей 41 и 209 НК.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="73"><strong>Ситуация 2: аванс вернули после подачи декларации за год, в котором получили эти деньги</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="74">Подайте уточненную декларацию за тот год, в котором аванс учли в доходах. Корректировки внесите в приложение № 3, исключив сумму аванса из доходов. Отражать возвращенный аванс в расходах нельзя – главой 23 НК это не предусмотрено. На это указано в пункте 10 обзора, утвержденного Президиумом Верховного суда 21.10.2015.</span></p>
<p>&nbsp;</p>
</div>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="75"><strong>Торговый сбор</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="77">Предприниматели, которые платят торговый сбор, вправе уменьшить на него НДФЛ, исчисленный по ставке 13 процентов (п. 5 ст. 225 НК). Сделать это можно, если торговый сбор уплатили в субъекте по месту учета (письмо Минфина от 30.12.2015 № 03-11-11/77876).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="78">Отразите сумму торгового сбора по строке 100 раздела 2 «Расчет налоговой базы и суммы налога» декларации 3-НДФЛ. При этом показатель торгового сбора не должен превышать НДФЛ к уплате, который указали по строке 070 этого радела (абз. 7 п. 5.11 раздела V Порядка, утв. приказом ФНС от 03.10.2018 № ММВ-7-11/569). Это означает, что превышение торгового сбора над исчисленным НДФЛ зачесть или вернуть нельзя.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17625982" class="inimg aligncenter" 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" alt="" width="712" height="179" /></span></span>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="79">В течение года предприниматели на общей системе уплачивают авансовые платежи по НДФЛ. Минфин в письме от 12.09.2016 № 03-04-07/53154 разъяснил, как исчислять НДФЛ к уплате с учетом уже уплаченных авансовых платежей.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="79">Нужно вначале вычесть торговый сбор, а потом авансовые платежи. Это разъяснение ФНС будет применять в работе (письмо от 21.09.2016 № БС-4-11/17680).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="80">То есть сумму НДФЛ к уплате или зачету по итогам года определяйте по формуле:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="81">НДФЛ<br />
к уплате или зачету, возврату</span></td>
<td>
<h3><span data-role="phrase" data-phrase-id="82"><strong>=</strong></span></h3>
</td>
<td><span data-role="phrase" data-phrase-id="83">НДФЛ, исчисленный по итогам года</span></td>
<td>
<h3><span data-role="phrase" data-phrase-id="84"><strong>–</strong></span></h3>
</td>
<td><span data-role="phrase" data-phrase-id="85">Торговый сбор<br />
в сумме, меньшей или равной исчисленному НДФЛ</span></td>
<td>
<h3><span data-role="phrase" data-phrase-id="86"><strong>–</strong></span></h3>
</td>
<td><span data-role="phrase" data-phrase-id="87">Авансовые платежи по НДФЛ</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="88"> НДФЛ к уплате отразите по строке 150 раздела 2 «Расчет налоговой базы и суммы налога» декларации 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="89">При таком расчете возможна ситуация, когда разница между исчисленным НДФЛ и торговым сбором меньше авансовых платежей. Эту сумму переплаты можно зачесть или вернуть по правилам статьи 78 НК. В декларации 3-НДФЛ отразите переплату по строке 160 раздела 2 «Расчет налоговой базы и суммы налога».</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="95"><strong>Налог на ПСН</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="97">Предприниматель может потерять право применять патентную систему налогообложения. В этом случае он переходит на другую систему налогообложения с начала того периода, на который получил патент. Уплаченные суммы патента из бюджета не возвращают. Но на них можно уменьшить НДФЛ, если предприниматель переходит на общую систему налогообложения (п. 7 ст. 346.45 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="98">Отразите перечисленные по патентной системе суммы по строке 140 раздела 2 «Расчет налоговой базы и суммы налога» декларации 3-НДФЛ (абз. 12 п. 5.11 раздела V Порядка, утв. приказом ФНС от 03.10.2018 № ММВ-7-11/569).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="99">Уплаченный налог на ПСН учитывайте только при расчете НДФЛ к уплате (строка 150 раздела 2 «Расчет налоговой базы и суммы налога» декларации 3-НДФЛ). Сумму НДФЛ к возврату или зачету по строке 160 этого раздела рассчитывайте без налога по ПСН.</span></p>
</div>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="99">Такой порядок установлен в абзаце 14 пункта 5.11 раздела V Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p></blockquote>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17625983" class="inimg aligncenter" 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" alt="" width="711" height="350" /></span></span></div>
<h3></h3>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="100"><strong>Платежи в систему «Платон»</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="102">Платежи в систему «Платон» могут превышать начисленный транспортный налог. Минфин разъяснил, что эту разницу организации вправе учесть при расчете налога на прибыль в составе прочих расходов (письмо Минфина от 11.01.2016 № 03-03-РЗ/64). </span></p>
<p><span data-role="phrase" data-phrase-id="102">Предприниматели на общей системе налогообложения по аналогии могут уменьшить НДФЛ. Превышение платежа за большегрузы в систему «Платон» над транспортным налогом отразите в составе профессиональных вычетов.</span></p>
<p><span data-role="phrase" data-phrase-id="103">Разницу между платежом в «Платон» и транспортным налогом учтите при расчете показателя по строке 044 приложения 3 «Доходы, полученные от предпринимательской, адвокатской деятельности и частной практики, а также расчет профессиональных налоговых вычетов» к декларации 3-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="103">Этот показатель сформирует значение по строке 060 приложения 3.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17625984" class="inimg aligncenter" 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" alt="" width="748" height="293" /></span></span></div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="104">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="106">Несвоевременная подача декларации по НДФЛ является правонарушением (ст. 106 НК, ст. 2.1 КоАП), за которое предусмотрена налоговая и административная ответственность.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="107">Размер штрафа по статье 119 НК составляет 5 процентов от неуплаченной суммы налога, которую нужно заплатить (доплатить) по декларации. Этот штраф придется заплатить за каждый полный или неполный месяц просрочки со дня, установленного для подачи декларации. </span></p>
<p><span data-role="phrase" data-phrase-id="107">Общая сумма штрафа за весь период опоздания не может быть больше 30 процентов от суммы налога по декларации и меньше 1000 руб.</span></p>
<p><span data-role="phrase" data-phrase-id="108">Кроме того, за непредставление (несвоевременное представление) налоговой декларации по заявлению налоговой инспекции суд может применить к предпринимателю административную ответственность в виде предупреждения или штрафа на сумму от 300 руб. до 500 руб. (ст. 15.5 КоАП).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl-2/">Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как предпринимателю на ОСНО отражать показатели в книге учета доходов и расходов</title>
		<link>https://enterfin.ru/kak-predprinimatelyu-na-osno-otrazhat-pokazateli-v-knige-ucheta-dohodov-i-rashodov/</link>
					<comments>https://enterfin.ru/kak-predprinimatelyu-na-osno-otrazhat-pokazateli-v-knige-ucheta-dohodov-i-rashodov/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 17:09:36 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22301</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Записи о хозяйственных операциях вносите в книгу учета в хронологическом порядке на основании первичных документов (п. 4 Порядка учета доходов и расходов предпринимателей). Учет доходов, расходов и хозяйственных операций ведите в рублях (абз. 1 п. 5 Порядка учета доходов и расходов предпринимателей). [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-na-osno-otrazhat-pokazateli-v-knige-ucheta-dohodov-i-rashodov/">Как предпринимателю на ОСНО отражать показатели в книге учета доходов и расходов</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Записи о хозяйственных операциях вносите в книгу учета в хронологическом порядке на основании первичных документов (п. 4 Порядка учета доходов и расходов предпринимателей).</span></p>
<p><span data-role="phrase" data-phrase-id="2">Учет доходов, расходов и хозяйственных операций ведите в рублях (абз. 1 п. 5 Порядка учета доходов и расходов предпринимателей). Доходы и расходы, выраженные в валюте, учтите в совокупности с доходами и расходами в рублях. </span></p>
<p><span data-role="phrase" data-phrase-id="2">Их нужно пересчитать по официальному курсу, установленному ЦБ на дату признания соответствующего дохода (на дату фактического осуществления расхода) (абз. 2 п. 5 Порядка учета доходов и расходов предпринимателей).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Какой датой отражать доходы и расходы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Доход отражайте в книге учета на дату его возникновения. Дату дохода определяйте по правилам статьи 223 НК. Например, датой получения дохода в денежной форме является день поступления денежных средств на расчетный счет или в кассу предпринимателя (п. 1 ст. 223 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="5">Показывая доход, не уменьшайте его на сумму налогового вычета. Расходы отражайте в книге учета в момент, когда все условия для этого выполнены. Это следует из абзаца 1 пункта 1 статьи 221, статьи 223, пункта 1 статьи 252 НК, пунктов 9, 14, 15 Порядка учета доходов и расходов предпринимателей.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="5">Аналогичные разъяснения в письмах Минфина от 30.06.2016 № 03-04-05/38420, от 16.07.2014 № 03-04-05/34662, от 29.08.2012 № 03-04-05/8-1022.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="8">Доходы, полученные в результате зачета взаимных требований, отразите в книге учета на дату подписания акта о взаимозачете. Расходы, понесенные в связи с зачетом взаимных требований, отразите в книге учета на эту же дату (при условии, что на момент подписания акта выполнены другие условия для признания расхода). </span></p>
<p><span data-role="phrase" data-phrase-id="8">На дату подписания акта взаимозачета обязательства продавца (исполнителя) и покупателя (заказчика) погашаются (ст. 410 ГК).</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<p><span data-role="phrase" data-phrase-id="16">Доходы от реализации основных средств и нематериальных активов определите как разницу между ценой реализации и их остаточной стоимостью (п. 14 Порядка учета доходов и расходов предпринимателей).</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="37">Раздел I «Учет доходов и расходов»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Раздел I состоит из семи таблиц, шесть их которых предусматривает два варианта их заполнения:</span></h3>
<ul class="c-list">
<li>таблица 1-1А «Учет приобретенного и израсходованного сырья по видам товаров (работ, услуг)»;</li>
<li>таблица 1-1Б «Учет приобретенного и израсходованного сырья по видам товаров (работ, услуг)»;</li>
<li>таблица 1-2 «Учет выработанных и израсходованных полуфабрикатов по видам товаров (работ, услуг)»;</li>
<li>таблица 1-3А «Учет приобретенного и израсходованного вспомогательного сырья и материалов по видам товаров (работ, услуг)»;</li>
<li>таблица 1-3Б «Учет приобретенного и израсходованного вспомогательного сырья и материалов по видам товаров (работ, услуг)»;</li>
<li>таблица 1-4А «Учет иных материальных расходов (в т. ч. топливо, электроэнергия, транспортные услуги и т. п.) и их распределение по видам деятельности»;</li>
<li>таблица 1-4Б «Учет иных материальных расходов (в т. ч. топливо, электроэнергия, транспортные услуги и т. п.) и их распределение по видам деятельности»;</li>
<li>таблица 1-5А «Количественно-суммовой учет израсходованных материальных ресурсов на выпущенную готовую продукцию по видам товаров (работ, услуг)»;</li>
<li>таблица 1-5Б «Количественно-суммовой учет израсходованных материальных ресурсов на выпущенную готовую продукцию по видам товаров (работ, услуг)»;</li>
<li>таблица 1-6А «Учет доходов и расходов по видам товаров (работ, услуг) в момент их совершения»;</li>
<li>таблица 1-6Б «Учет доходов и расходов по видам товаров (работ, услуг) в момент их совершения»;</li>
<li>таблица 1-7А «Учет доходов и расходов по всем видам товаров (работ, услуг) за месяц»;</li>
<li>таблица 1-7Б «Учет доходов и расходов по всем видам товаров (работ, услуг) за месяц».</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="41">Таблицы с литерой «А» заполняйте, если осуществляете операции, облагаемые НДС. Таблицы с литерой «Б» заполняйте при совершении операций, не облагаемых НДС. Если предприниматель осуществляет как операции, облагаемые НДС, так и освобожденные от налогообложения, нужно вести раздельный учет таких операций и заполнять, соответственно, таблицы как с литерой «А», так и с литерой «Б».</span></p>
<p><span data-role="phrase" data-phrase-id="42">Таблицу 1-1 заполните на основании первичных документов о приобретении товаров (работ, услуг), используемых для производства готовой продукции (выполнения работ, оказания услуг). В данной таблице не отражайте приобретенные материальные ресурсы (топливо, электроэнергия, транспортные расходы и т. п.), которые подлежат отражению в таблице № 1-4.</span></p>
<p><span data-role="phrase" data-phrase-id="43">В таблице 1-2 отразите операции по учету выработанных и израсходованных полуфабрикатов по видам товаров (работ, услуг) из приобретенного и израсходованного сырья, которое ранее было отражено в таблице № 1-1.</span></p>
<p><span data-role="phrase" data-phrase-id="44">Таблицу 1-3 используйте для учета приобретенного и израсходованного вспомогательного сырья и материалов по видам товаров (работ, услуг), которые составляют основу готовой продукции (работ, услуг).</span></p>
<p><span data-role="phrase" data-phrase-id="45">Материальные расходы, не отраженные в таблицах 1-1 и 1-3, укажите в таблице 1-4.</span></p>
<p><span data-role="phrase" data-phrase-id="46">В таблице 1-5 формируйте полную себестоимость готовой продукции (выполненной работы, оказанной услуги) на основании данных из предыдущих таблиц.</span></p>
<p><span data-role="phrase" data-phrase-id="47">В таблице 1-6 отразите доходы от предпринимательской деятельности и расходы, связанные с получением этих доходов. Таблица заполняется в момент признания соответствующих доходов и расходов.</span></p>
<p><span data-role="phrase" data-phrase-id="48">Если предприниматель занимается только торговлей и не формирует себестоимость готовой продукции (выполненной работы, оказанной услуги), таблицу 1-6 заполняйте на основании данных из таблиц 1-1 и 1-4.</span></p>
<p><span data-role="phrase" data-phrase-id="49">Таблицу 1-7 заполняйте по итогам каждого месяца на основании данных, отраженных в таблице 1-6. В этой таблице определяются доходы и расходы текущего месяца, которые в дальнейшем учитываются при расчете НДФЛ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="50">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="66">Раздел II «Расчет амортизации основных средств»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Раздел II состоит из двух таблиц:</span></h3>
<ul class="c-list">
<li>таблица 2-1 «Расчет амортизации основных средств, непосредственно используемых для осуществления предпринимательской деятельности за налоговый период 200 __ года»;</li>
<li>таблица 2-2 «Расчет для продолжения начисления амортизации по основным средствам, приобретенным до 1 января 2002 года и используемым для осуществления предпринимательской деятельности за налоговый период 200 ___ года».</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="70">Обе таблицы предназначены для отражения операций, связанных с движением основных средств.</span></p>
<p><span data-role="phrase" data-phrase-id="71">Данные по основным средствам предпринимателя отразите в разделе II книги учета доходов и расходов позиционным способом по каждому объекту отдельно. Начальные записи в этом разделе делайте в момент ввода в эксплуатацию приобретенных (изготовленных) основных средств. Ежегодно рассчитывайте суммы амортизации основных средств для включения в расходы текущего года и выводите остаток для списания в последующих налоговых периодах.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="72">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="75">В данном разделе отразите начисление амортизации и выбытие малоценных и быстроизнашивающихся предметов, не списанных по состоянию на 1 января 2002 года. Стоимость используемых предметов погашается через амортизацию в два этапа: первые 50 процентов первоначальной стоимости списываются в начале использования объекта, а оставшиеся 50 процентов – при его выбытии. </span></p>
<p><span data-role="phrase" data-phrase-id="75">Оставшиеся 50 процентов стоимости малоценных и быстроизнашивающихся предметов при выбытии отразите в графе 5 таблицы 3 раздела III книги учета доходов и расходов.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="76">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="77">Раздел IV «Расчет амортизации нематериальных активов»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Раздел IV состоит из двух таблиц:</span></h3>
<ul class="c-list">
<li>таблица 4-1 «Расчет амортизации нематериальных активов, непосредственно используемых для осуществления предпринимательской деятельности за налоговый период 200 __ года»;</li>
<li>таблица 4-2 «Расчет для продолжения начисления амортизации по нематериальным активам, приобретенным до 1 января 2002 года и используемым для осуществления предпринимательской деятельности за налоговый период 200 ___года».</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="81">Данный раздел предназначен для отражения движения нематериальных активов. Начальные записи в этом разделе делайте в момент начала использования приобретенных (созданных) нематериальных активов. </span></p>
<p><span data-role="phrase" data-phrase-id="81">Ежегодно рассчитывайте суммы амортизации нематериальных активов для включения в расходы текущего года и выводите остаток для списания в последующих налоговых периодах.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="82">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="83">Раздел V «Расчет начисленных (выплаченных) в виде оплаты труда доходов и удержанных с них налогов»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Раздел V включает в себя одну таблицу:</span></h3>
<p><span data-role="phrase" data-phrase-id="85"><br />
– таблица 5 «Расчет начисленных (выплаченных) в виде оплаты труда доходов и удержанных с них налогов за 200 ___ год».</span></p>
<p><span data-role="phrase" data-phrase-id="86">Данный раздел предназначен для отражения операций, связанных с начислением и выплатой зарплаты (премий, вознаграждений и т. п.), а также удержанием НДФЛ с данных выплат.Таблицу 5 заполняйте помесячно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="87">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="88">Раздел VI «Определение налоговой базы»</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Раздел VI состоит из трех таблиц:</span></h3>
<ul class="c-list">
<li>таблица 6-1 «Определение налоговой базы по налогу на доходы физических лиц за налоговый период 200 __ года»;</li>
<li>таблица 6-2 «Регистр прочих расходов, связанных с осуществлением предпринимательской деятельности за налоговый период 200 __ года»;</li>
<li>таблица 6-3 «Регистр расходов, произведенных в отчетном налоговом периоде, но связанных с получением доходов в следующих налоговых периодах».</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="92">Данный раздел является сводным и предназначен для обобщения информации, включенной в предыдущих разделах книги учета доходов и расходов.</span></p>
<p><span data-role="phrase" data-phrase-id="93">Строку «Доход от реализации товаров, выполненных работ, оказанных услуг» таблицы 6-1 заполните на основании данных, отраженных в графе 16 таблицы 1-7А и (или) графе 15 таблицы 1-7Б.</span></p>
<p><span data-role="phrase" data-phrase-id="94">В строке «Прочие доходы» таблицы 6-1 укажите размер прочих доходов, в том числе стоимость имущества, полученного безвозмездно.</span></p>
<p><span data-role="phrase" data-phrase-id="95">В строке «Итого доходов»таблицы 6-1 отразите суммарное значение доходов, полученных в налоговом периоде. Сумму доходов, отраженных в данной строке, переносите в строку 030 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="96">Строку «Материальные расходы» заполните на основании данных, отраженных в графе 10 таблицы 1-7А и (или) таблицы 1-7Б. Сумму материальных расходов переносите в строку 041 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="97">В строке «Суммы амортизации по амортизируемому имуществу» отразите начисленную за налоговый период амортизацию по основным средствам и нематериальным активам на основании данных таблиц разделов II, III, IV. Значение данной строки переносите в строку 042 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="98">В строке «Расходы на оплату труда» отразите начисленную зарплату и вознаграждения в пользу сотрудников предпринимателя за налоговый период на основании данных раздела V. Значение данной строки переносите в строку 043 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="99">Строку «Прочие расходы» заполните на основании данных из таблицы № 6-2. Значение данной строки перенесите в строку 044 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="100">В строке «Итого расходов» отразите суммарное значение всех расходов предпринимателя, учитываемых при расчете НДФЛ за налоговый период. Данные этой строки перенесите в строку 040 приложения 3 к декларации по форме 3-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="101">Строку «Расходы, произведенные в отчетном налоговом периоде, но связанные с получением доходов в следующих налоговых периодах» заполните на основании данных таблицы 6-3.</span></p>
<p><span data-role="phrase" data-phrase-id="102">Таблица 6-2 служит для расшифровки прочих расходов, произведенных предпринимателем в текущем налоговом периоде и учитываемых при расчете НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="103">В таблице 6-3 отразите расходы, которые понесены в текущем налоговом периоде и которые будут признаны в последующих налоговых периодах (после получения соответствующих доходов).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="104">Такие правила содержатся в Общих требованиях, утвержденных приказом от 13.08.2002 Минфина № 86н и МНС № БГ-3-04/430.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-na-osno-otrazhat-pokazateli-v-knige-ucheta-dohodov-i-rashodov/">Как предпринимателю на ОСНО отражать показатели в книге учета доходов и расходов</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как вести книгу учета доходов и расходов предпринимателю на общей системе налогообложения</title>
		<link>https://enterfin.ru/kak-vesti-knigu-ucheta-dohodov-i-rashodov-predprinimatelyu-na-obshhej-sisteme-nalogooblozheniya/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 17:05:52 +0000</pubDate>
				<category><![CDATA[НДФЛ (ИП)]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22299</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Книгу учета доходов и расходов ведите по форме, утвержденной приказом от 13 августа 2002 г. Минфина России № 86н и МНС России № БГ-3-04/430. &#160; При необходимости предприниматель может разработать другую форму книги учета доходов и расходов исходя из специфики своей деятельности. Использование самостоятельно разработанной [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-vesti-knigu-ucheta-dohodov-i-rashodov-predprinimatelyu-na-obshhej-sisteme-nalogooblozheniya/">Как вести книгу учета доходов и расходов предпринимателю на общей системе налогообложения</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="20">Книгу учета доходов и расходов ведите по форме, утвержденной приказом от 13 августа 2002 г. Минфина России № 86н и МНС России № БГ-3-04/430.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="21">При необходимости предприниматель может разработать другую форму книги учета доходов и расходов исходя из специфики своей деятельности. Использование самостоятельно разработанной формы книги учета нужно согласовать с налоговой инспекцией, в которой предприниматель состоит на учете.</span></p>
<p><span data-role="phrase" data-phrase-id="21"> Такой вывод следует из абзаца 3 пункта 7 Порядка учета доходов и расходов для предпринимателей. Порядок согласования законодательно не прописан. </span></p>
<p><span data-role="phrase" data-phrase-id="21">Поэтому свою форму книги учета можно представить в инспекцию для заверения с сопроводительным письмом. Перед подачей книгу предварительно оформите по общим правилам.</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="1">Книгу учета доходов и расходов составляйте в единственном экземпляре. На каждый год открывайте новую книгу учета. Это следует из положений пункта 4 Порядка учета доходов и расходов для предпринимателей, а также из абзаца 2 общих требований к порядку заполнения книги учета.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Способы ведения книги</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="3">Вести книгу учета доходов и расходов можно как на бумаге, так и в электронном виде (п. 7 Порядка учета доходов и расходов для предпринимателей).</span></p>
<p><span data-role="phrase" data-phrase-id="4">В зависимости от того, в каком виде ведется книга учета доходов и расходов (бумажном или электронном), порядок ее оформления различается.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Если предприниматель ведет книгу учета на бумаге, до начала внесения в нее записей необходимо:</span></h3>
<ul class="c-list">
<li>заполнить титульный лист;</li>
<li>сшить и пронумеровать страницы. На последней странице прошнурованной и пронумерованной книги указать количество содержащихся в ней страниц;</li>
<li>заверить книгу в налоговой инспекции и скрепить печатью.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="27">Это следует из положений пункта 8 Порядка учета доходов и расходов для предпринимателей.</span></p>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Если предприниматель ведет книгу учета в электронном виде, то по окончании налогового периода ее нужно:</span></h3>
<ul class="c-list">
<li>вывести на печать;</li>
<li>сшить, пронумеровать страницы и указать их количество на последней странице;</li>
<li>заверить книгу в налоговой инспекции и скрепить печатью. Для заверения в налоговой инспекции распечатанную книгу нужно представить не позднее срока, установленного для подачи налоговой декларации, то есть не позднее 30 апреля года, следующего за отчетным.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="33">Это следует из положений пункта 8 Порядка учета доходов и расходов для предпринимателей.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Внесение записей</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Записи о хозяйственных операциях вносите в книгу учета в хронологическом порядке на основании первичных документов (п. 4 Порядка учета доходов и расходов для предпринимателей). </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Раздельный учет</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По каждому виду предпринимательской деятельности ведите раздельный учет:</span></h3>
<ul class="c-list">
<li>полученных доходов;</li>
<li>произведенных расходов;</li>
<li>хозяйственных операций.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="10">Такое правило установлено пунктом 7 Порядка учета доходов и расходов для предпринимателей. Как его выполнить, решите самостоятельно. Например, можно ввести отдельные разделы книги учета для каждого вида деятельности.</span></p>
<p><span data-role="phrase" data-phrase-id="11">По итогам налогового периода определите общую налоговую базу по всему бизнесу. Для этого найдите доходы по всем видам деятельности. И вычтите из нее общую сумму расходов или вычетов, на которые ее можно уменьшить. Действуйте так, даже если по одному виду деятельности получен доход, а по другому – убыток.</span></p>
<p><span data-role="phrase" data-phrase-id="12">Вести несколько книг учета по каждому виду деятельности нельзя. Все доходы и хозяйственные операции должны быть записаны в одной книге. Это следует из пункта 7 Порядка учета доходов и расходов для предпринимателей.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="13">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="37">Отсутствие книги учета доходов и расходов является правонарушением, за которое предусмотрена налоговая ответственность по статье 120 Налогового кодекса РФ.</span></p>
<p><span data-role="phrase" data-phrase-id="38">Если у предпринимателя отсутствует книга учета доходов и расходов – это является грубым нарушением правил учета доходов, расходов и объекта налогообложения.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Размер штрафа для предпринимателя составит:</span></h3>
<ul class="c-list">
<li>10 000 руб. – если такое нарушение было допущено в течение одного налогового периода;</li>
<li>30 000 руб. – если нарушение было допущено в течение нескольких налоговых периодов.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="41">Если нарушение привело к занижению налоговой базы, оно повлечет за собой штраф в размере 20 процентов от суммы неуплаченного налога, но не менее 40 000 руб.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="42">Такой порядок предусмотрен статьей 120 Налогового кодекса РФ.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-vesti-knigu-ucheta-dohodov-i-rashodov-predprinimatelyu-na-obshhej-sisteme-nalogooblozheniya/">Как вести книгу учета доходов и расходов предпринимателю на общей системе налогообложения</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить в 6-НДФЛ доходы в натуральной форме, подарки, матпомощь, матвыгоду</title>
		<link>https://enterfin.ru/kak-otrazit-v-6-ndfl-dohody-v-naturalnoj-forme-podarki-matpomoshh-matvygodu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 16:10:54 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22195</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Включайте в 6-НДФЛ доходы не только в денежной, но и в натуральной форме. Налог с натуральных доходов удерживайте за счет любых денежных выплат. Как отразить в 6-НДФЛ такие доходы, зависит от вида натурального дохода и даты выплаты денежного дохода. [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-dohody-v-naturalnoj-forme-podarki-matpomoshh-matvygodu/">Как отразить в 6-НДФЛ доходы в натуральной форме, подарки, матпомощь, матвыгоду</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="2">Включайте в 6-НДФЛ доходы не только в денежной, но и в натуральной форме. Налог с натуральных доходов удерживайте за счет любых денежных выплат. Как отразить в 6-НДФЛ такие доходы, зависит от вида натурального дохода и даты выплаты денежного дохода.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Когда выплаты признавать доходом, перечислять с них НДФЛ и отражать в 6-НДФЛ, зависит от вида выплаты. Такие правила следуют из подпункта 1 пункта 1, пункта 2 статьи 223, пункта 6 статьи 226 НК. В справочнике ниже – когда признать доходы, удержать и перечислить налог, а также показать в 6-НДФЛ.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="6"><strong>Вид выплаты</strong></span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="7"><strong>Дата дохода</strong></span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="8"><strong>Когда удержать и перечислить НДФЛ</strong></span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="9"><strong>Когда отразить в 6-НДФЛ</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="10">Зарплата и ежемесячные премии в натуральной форме</span></td>
<td><span data-role="phrase" data-phrase-id="11">Последний день месяца, за который начислили доход.</span></td>
<td class="bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="12">Удержите при выплате любых денежных доходов, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td><span data-role="phrase" data-phrase-id="13">Раздел 1 – в периоде, за который начислили доход.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Раздел 2 – в периоде крайнего срока уплаты НДФЛ.</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="15">Подарки, призы в натуральной форме</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="16">День выдачи</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="17">Раздел 1 – в периоде выдачи.</span></p>
<p><span data-role="phrase" data-phrase-id="18">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="19">Подарки, призы в денежной форме</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="20">День выплаты</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="21">Удержите при выплате, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td class="bdTop" rowspan="3"><span data-role="phrase" data-phrase-id="22">Раздел 1 – в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="23">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="24">Матпомощь</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="25">Материальная выгода от экономии на процентах</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="26">Последний день каждого месяца</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="27">Удержите при выплате любых денежных доходов, перечислите не позднее следующего после удержания рабочего дня</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="28">Доход в натуральной форме</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="30">Порядок заполнения 6-НДФЛ зависит от вида дохода.</span></p>
<p><span data-role="phrase" data-phrase-id="31">Когда выдаете зарплату или ежемесячную премию в натуральной форме, включите доход и исчисленный с него НДФЛ в строки 020 и 040 раздела 1 в периоде, за который начислили доход.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="31">Такие доходы считаются полученными в периоде, за который их начислили (п. 2 ст. 223 НК). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="32">Любые другие доходы в натуральной форме и налог с них включите в строки 020 и 040 раздела 1 расчета 6-НДФЛ в периоде, когда организация передала физлицу или оплатила вместо него товары, работы, услуги. Дата получения дохода – день передачи или оплаты (подп. 2 п. 1 ст. 223 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="33">Когда выдаете подарки и призы в натуральной форме, учтите особенности заполнения раздела 1. Подробно – Как отразить в 6-НДФЛ подарки.</span></p>
<p><span data-role="phrase" data-phrase-id="34">В строку 070 НДФЛ с дохода в натуральной форме включите в периоде, когда удержали налог. Сделать это нужно при выплате любых доходов в денежной форме (п. 4 ст. 226 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 расчета доход в натуральной форме отразите за квартал, в котором наступает срок перечисления удержанного с него НДФЛ. При этом укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="36"> по строке 100 – последний день месяца, за который начислили зарплату, ежемесячную премию, или дату передачи иного дохода в натуральной форме;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="36"> строке 110 – дату выплаты денежного дохода, с которого удержали налог;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="36"> строке 120 – следующий рабочий день после даты по строке 110;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="36"> строке 130 – сумму дохода в натуральной форме, с которой удержали налог;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="36"> строке 140 – сумму удержанного НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если до конца квартала, в котором возник доход, налог не удержали, включите его в строку 080 расчета за этот период. В этом же отчете в разделе 2 сделайте запись:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="38"> по строке 100 – последний день месяца, за который начислили зарплату, ежемесячную премию, или дату передачи иного дохода в натуральной форме;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="38"> строке 110 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="38"> строке 120 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="38"> строке 130 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="38"> строке 140 – 0.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="39">Такой порядок следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450, и писем ФНС от 09.08.2016 № ГД-3-11/3605 и от 01.08.2016 № БС-4-11/13984. Подтверждают это и представители ФНС в своих частных разъяснениях.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="69">Подарки и призы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="71">Порядок заполнения 6-НДФЛ зависит от того, в какой форме выдали подарок или приз – натуральной или денежной. Также имеет значение стоимость подарка или приза, так как такие доходы не облагают НДФЛ в пределах норматива. Какая часть подарка или приза не облагается НДФЛ, читайте в рекомендации Какие подарки облагать НДФЛ.</span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="73"><strong>Денежные подарки и призы</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="74">Подарок, приз отразите в разделе 1 расчета 6-НДФЛ за период, в котором выплатили такой доход. В этот день признают доход и удерживают НДФЛ. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 расчета в периоде выплаты укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="75"> по строке 020 – сумму денежного подарка или приза вместе с НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="75"> строке 030 – сумму денежного подарка или приза, которая не облагается НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="75"> строке 040 – исчисленный налог;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="75"> строке 070 – удержанный налог.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 расчета за период, на который выпал крайний срок уплаты налога, укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="77"> по строке 100 – дату выплаты денежного подарка или приза;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="77"> строке 110 – дату удержания налога;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="77"> строке 120 – первый рабочий день после даты по строке 110;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="77"> строке 130 – полную стоимость подарка или приза;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="77"> строке 140 – сумму НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="78"><strong>Подарки и призы в натуральной форме</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="79">Подарки и призы отразите в 6-НДФЛ в общем порядке как доход в натуральной форме. При этом в строку 020 раздела 1 включите общую стоимость подарка, а в строку 030 – необлагаемую часть.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="80"><strong>Подарки и призы в любой форме в пределах норматива</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="81">Когда доход не превышает норматив, то обязанность рассчитать и удержать НДФЛ у налогового агента не возникает. Если вы уверены, что выплата сотруднику за год не превысит необлагаемый норматив, эту сумму можно не отражать в расчете 6-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="81">В противном случае выплату лучше отразить в отчете. Это позволит правильно рассчитать НДФЛ, если в течение года налоговый агент будет неоднократно выплачивать доходы, которые частично освобождены от налогообложения.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="81">В</span><span data-role="phrase" data-phrase-id="81">едь форму 6-НДФЛ нужно составлять нарастающим итогом с начала года (п. 3.1 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450, письмо ФНС от 21.07.2017 № БС-4-11/14329).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="82">Поэтому, если вы не уверены, что норматив не превысите, выплату отразите в разделах 1 и 2 расчета за период, в котором возник доход.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;"> В расчете покажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="83"> по строке 020 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 030 – сумму дохода, которая не облагается НДФЛ. Та же сумма, что и по строке 020;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 040 – 0;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 070 – 0;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 100 – дату дохода в денежной или натуральной форме;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 110 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 120 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 130 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="83"> строке 140 – 0.</span></li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="104">Матпомощь</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="106">Матпомощь включите в раздел 1 в периоде выплаты и в раздел 2 – в периоде, на который пришелся срок уплаты НДФЛ. В строку 020 включите общую сумму дохода, а в строку 030 – необлагаемую часть. Какая часть матпомощи не облагается НДФЛ, читайте в рекомендации Нужно ли удержать НДФЛ с материальной помощи сотруднику или члену его семьи.</span></p>
<p>&nbsp;</p>
</div>
<h3><span style="text-decoration: underline;">В разделе 2 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="109"> по строке 100 – дату выплаты матпомощи;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="109"> строке 110 – дату удержания НДФЛ. Налог удержите при выплате;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="109"> строке 120 – следующий рабочий день после удержания НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="109"> строке 130 – сумму матпомощи без уменьшения на вычет;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="109"> строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="110">Такой порядок следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="111"><strong>Матпомощь в пределах норматива</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="112">Когда доход не превышает норматив, то обязанность рассчитать и удержать НДФЛ у налогового агента не возникает. Поэтому, если вы уверены, что выплата сотруднику за год не превысит необлагаемый норматив, эту сумму можно не отражать в расчете 6-НДФЛ. В противном случае выплату лучше отразить в расчете. Это позволит правильно рассчитать НДФЛ, если в течение года налоговый агент будет неоднократно выплачивать доходы, которые частично освобождены от налогообложения.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="112">Ведь форму 6-НДФЛ нужно составлять нарастающим итогом с начала года (п. 3.1 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450, письмо ФНС от 21.07.2017 № БС-4-11/14329).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="113">Поэтому, если вы не уверены, что норматив не превысите, выплату отразите в разделах 1 и 2 расчета за период, в котором возник доход.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В расчете покажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="114"> по строке 020 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 030 – сумму дохода, которая не облагается НДФЛ. Та же сумма, что и по строке 020;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 040 – 0;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 070 – 0;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 100 – дату дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 110 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 120 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 130 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="114"> строке 140 – 0.</span></li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="127">Материальная выгода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="129">Матвыгоду показывайте в 6-НДФЛ за каждый месяц пользования займом. Дата получения дохода – последний день каждого месяца.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В раздел I расчета включите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="131"> в строку 020 – сумму матвыгоды за месяцы отчетного периода, в которых сотрудник пользовался беспроцентным займом;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="131"> строку 040 – размер начисленного с нее НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="131"> строку 070 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 расчета за период, на который выпал крайний срок уплаты НДФЛ, укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="133"> по строке 100 – последний день месяца, за который начислен доход;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="133"> строке 110 – дату выплаты дохода, с которого удержали НДФЛ, например день выплаты зарплаты;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="133"> строке 120 – следующий рабочий день после даты по строке 110;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="133"> строке 130 – сумму материальной выгоды, с которой удержали налог;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="133"> строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="134">Если до конца квартала, в котором возник доход, налог не удержали, включите его в строку 080 расчета за этот период. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В этом же отчете в разделе 2 сделайте запись:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="135"> по строке 100 – последний день месяца, за который начислен доход;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="135"> строке 110 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="135"> строке 120 – 00.00.0000;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="135"> строке 130 – сумму матвыгоды;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="135"> строке 140 – 0.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="136">Такой порядок следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450, и писем ФНС от 09.08.2016 № ГД-3-11/3605 и от 01.08.2016 № БС-4-11/13984. Подтверждают это и представители ФНС в своих частных разъяснениях.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="151">Проверьте отчет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="152">Проверить расчет 6-НДФЛ можно с помощью интерактивного сервиса, который определяет точные даты в отчете.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-dohody-v-naturalnoj-forme-podarki-matpomoshh-matvygodu/">Как отразить в 6-НДФЛ доходы в натуральной форме, подарки, матпомощь, матвыгоду</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить в 6-НДФЛ дивиденды и выплаты по ГПД</title>
		<link>https://enterfin.ru/kak-otrazit-v-6-ndfl-dividendy-i-vyplaty-po-gpd/</link>
					<comments>https://enterfin.ru/kak-otrazit-v-6-ndfl-dividendy-i-vyplaty-po-gpd/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 06:49:36 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[акт]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22193</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; В 6-НДФЛ включайте все доходы, при выплате которых являетесь налоговым агентом. В том числе дивиденды, действительную стоимость доли, выплаты по ГПД. Как отразить в 6-НДФЛ такие выплаты, зависит от вида дохода. &#160; Определите дату дохода &#160; Когда выплаты признавать [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-dividendy-i-vyplaty-po-gpd/">Как отразить в 6-НДФЛ дивиденды и выплаты по ГПД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="2">В 6-НДФЛ включайте все доходы, при выплате которых являетесь налоговым агентом. В том числе дивиденды, действительную стоимость доли, выплаты по ГПД. Как отразить в 6-НДФЛ такие выплаты, зависит от вида дохода.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Когда выплаты признавать доходом, перечислять с них НДФЛ и отражать в 6-НДФЛ, зависит от вида выплаты. Такие правила следуют из подпункта 1 пункта 1, пункта 2 статьи 223, пункта 6 статьи 226 НК. В справочнике ниже – когда отразить в 6-НДФЛ вознаграждение по ГПД, дивиденды и действительную стоимость доли.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="6"><strong>Вид выплаты</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="7"><strong>Дата дохода</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="8"><strong>Когда удержать и перечислить НДФЛ</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="9"><strong>Когда отразить в 6-НДФЛ</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="10">Вознаграждение по ГПД</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="11">День выплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="12">Удержите при выплате, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="13">Раздел 1 – в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="15">Дивиденды</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="16">День выплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="17">Удержите при выплате. Когда перечислить НДФЛ, зависит от того, кто выплачивает дивиденды – ООО или АО</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="18">Раздел 1 – в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="19">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="20">Действительная стоимость доли</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="21">День выплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="22">Удержите при выплате, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="23">Раздел 1 – в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="24">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="25">Вознаграждение по ГПД</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="27">Выплаты по договорам подряда, оказания услуг, аренды и др. показывайте в разделе 1 расчета 6-НДФЛ за период, в котором перечислили физлицу аванс или вознаграждение.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="27">Неважно, когда стороны подписали акт (письма УФНС по г. Москве от 16.01.2019 № 20-15/003917@, ФНС от 21.07.2017 № БС-4-11/14329@). </span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="27">В разделе 1 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="28">по строке 020 – сумму выплат по всем договорам в отчетном периоде;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="28"> по строке 030 – предоставленные профессиональные вычеты;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="28"> по строкам 040 и 070 – исчисленный и удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="29">Выплату по ГПД покажите в разделе 2 в периоде, на который пришелся срок уплаты НДФЛ. Укажите:</span></h3>
<ul>
<li>по строкам 100 и 110 – дату выплаты вознаграждения или аванса;</li>
<li>по строке 120 – следующий рабочий день после даты по строке 110;</li>
<li>по строке 130 – сумму вознаграждения или аванса;</li>
<li>по строке 140 – удержанный налог.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="33">Дивиденды</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="35">В расчете 6-НДФЛ дивиденды отразите только после выплаты. Дивиденды, которые начислены, но не выплачены, в расчете отражать не нужно. Включите дивиденды в раздел 1 расчета в периоде выплаты, а в раздел 2 – в периоде, на который пришелся срок, когда НДФЛ нужно перечислить в бюджет.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="37"> в строках 020 и 025 – общую сумму дивидендов без уменьшения на вычет;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="37"> в строке 030 – вычет в сумме дивидендов, которые организация получила от участия в других организациях;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="37"> в строках 040 и 045 – исчисленный налог;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="37"> в строке 070 – удержанный налог.</span></li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="38">Не забудьте включить получателя дивидендов в строку 060 расчета. Если учредитель получает от организации разные виды доходов, указывайте его в строке 060 один раз.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="38">Такой порядок следует из пункта 3.3 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="40"> по строкам 100 и 110 – дату выплаты дивидендов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> по строке 120 – срок, когда нужно перечислить НДФЛ в бюджет;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> по строке 130 – полную сумму выплаченных дивидендов без учета вычета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> по строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="41">Такой порядок следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Как рассчитать НДФЛ с дивидендов, читайте в рекомендациях:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="43"> Как рассчитать дивиденды, если организация сама получает доходы от участия в других организациях;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="43"> Как рассчитывать НДФЛ по ставке 13 процентов с дивидендов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="43"> Как налоговому агенту рассчитывать НДФЛ по ставке 15 процентов.</span></li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="56">Действительная стоимость доли</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="58">Действительную стоимость доли, которая находилась в собственности более пяти лет, в расчете не отражайте. Такая выплата не облагается НДФЛ (п. 17.2 ст. 217 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="58">Е</span><span data-role="phrase" data-phrase-id="58">сли участник владел долей менее пяти лет, ее действительную стоимость включите в раздел 1 в периоде выплаты, а в раздел 2 – в периоде, на который пришелся срок уплаты НДФЛ.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 расчета 6-НДФЛ укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="59"> по строке 010 – ставку налога 13 или 30 процентов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="59"> по строке 020 – сумму выплаты действительной стоимости доли;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="59"> по строкам 025 и 030 – ничего не отражайте;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="59"> по строке 040 – сумму исчисленного налога;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="59"> по строке 070 – сумму НДФЛ, которую удержали.</span></li>
</ul>
<h3></h3>
<h3><span style="text-decoration: underline;">В разделе 2 расчета 6-НДФЛ отразите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="61"> по строке 100 – день выплаты действительной стоимости доли;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="61"> по строке 110 – ту же дату, что и по строке 100;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="61"> по строке 120 – следующий рабочий день после даты по строке 110;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="61"> по строке 130 – сумму выплаты действительной стоимости доли;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="61"> по строке 140 – удержанный налог.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="62">Такой порядок следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="68">Выплаты при ликвидации организации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="70">НДФЛ удержите со всей суммы дохода, полученного участником при ликвидации организации. Рассчитайте налог по ставке 13 процентов – для резидента и 30 процентов – для нерезидента. Подробнее, как облагаются НДФЛ такие доходы, читайте в рекомендации.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 расчета 6-НДФЛ укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="72"> по строке 010 – ставку налога 13 или 30 процентов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="72"> строке 020 – сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="72"> строке 040 – сумму исчисленного налога;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="72"> строке 070 – сумму НДФЛ, которую удержали</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="74"> по строке 100 – день выплаты дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="74"> строке 110 – день удержания НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="74"> строке 120 – следующий день после даты по строке 110;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="74"> строке 130 – полную сумму дохода;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="74"> строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="75">Такой порядок следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450. Как отразить выплаты участникам ООО при ликвидации в справке 2-НДФЛ, читайте в рекомендации.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="84">Проверьте отчет</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="85">Проверить расчет 6-НДФЛ можно с помощью интерактивного сервиса, который определяет точные даты в отчете.</span></p><p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-dividendy-i-vyplaty-po-gpd/">Как отразить в 6-НДФЛ дивиденды и выплаты по ГПД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать 6-НДФЛ по обособленным подразделениям</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-po-obosoblennym-podrazdeleniyam/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 19:35:09 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ликвидация]]></category>
		<category><![CDATA[НДФЛ]]></category>
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					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Куда и когда сдавать &#160; Организации с обособленными подразделениями представляют 6-НДФЛ по местонахождению каждого подразделения в общие сроки сдачи расчета (письмо ФНС от 25.04.2019 № БС-4-11/8062). &#160; Если подразделение не начисляло и не выплачивало доходы физлицам, нулевой расчет не подавайте. Учтите особенности [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-po-obosoblennym-podrazdeleniyam/">Как составить и сдать 6-НДФЛ по обособленным подразделениям</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Куда и когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="4">Организации с обособленными подразделениями представляют 6-НДФЛ по местонахождению каждого подразделения в общие сроки сдачи расчета (письмо ФНС от 25.04.2019 № БС-4-11/8062).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если подразделение не начисляло и не выплачивало доходы физлицам, нулевой расчет не подавайте. Учтите особенности сдачи расчета:</span></h3>
<ul class="c-list">
<li>при выборе ответственного подразделения по обособленным подразделениям в одном муниципальном образовании;</li>
<li>смене адреса обособленным подразделением;</li>
<li>закрытии обособленного подразделения.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="6"><strong>В какую инспекцию подавать 6-НДФЛ</strong></span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdBottom"><strong>Кто и где получает доходы</strong></th>
<th class="bdBottom"><span data-role="phrase" data-phrase-id="8"><strong>Куда подавать 6-НДФЛ</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="9">Сотрудники головного отделения получают доходы от головного отделения</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="10">В инспекцию по местонахождению головного отделения.</span></p>
<p><span data-role="phrase" data-phrase-id="11">Основание: п. 2 ст. 230 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="12">Сотрудники обособленных подразделений получают доходы от обособленных подразделений</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="13">В инспекцию по местонахождению каждого обособленного подразделения​​. Расчет составляйте по каждому обособленному подразделению, даже если они состоят на учете в одной и той же инспекции.</span></p>
<p><span data-role="phrase" data-phrase-id="14">При этом неважно, кто именно перечисляет деньги – головная организация или обособленное подразделение. Например, головная организация со своего расчетного счета перечисляет зарплату сотрудникам обособленного подразделения. В этом случае зарплата также является доходом от обособленного подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="15">Основание: абз. 4 п. 2 ст. 230 НК, письма ФНС от 25.04.2019 № БС-4-11/8062@, от 01.08.2016 № БС-4-11/13984 (вопрос 7)</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Сотрудники обособленных подразделений получают доходы от головной организации. Например, дивиденды</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="17">В инспекцию по местонахождению головного отделения.</span></p>
<p><span data-role="phrase" data-phrase-id="18">Основание: п. 7 ст. 226, п. 2 ст. 230 НК, письмо Минфина от 22.03.2013 № 03-04-06/8999</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="19">Сотрудники одновременно получают доходы и в головном отделении, и в обособленных подразделениях</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="20">По доходам за время, отработанное:</span></p>
<ul class="c-list">
<li>в головном отделении – в инспекцию по местонахождению головного отделения организации;</li>
<li>обособленных подразделениях – в инспекцию по местонахождению каждого обособленного подразделения.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="22">Основание: абз. 4 п. 2 ст. 230 НК, письма Минфина от 06.02.2018 № 03-04-06/6908 и ФНС от 14.10.2010 № ШС-37-3/13344</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="23">Сотрудники обособленных подразделений получают доходы от обособленных подразделений, которые находятся в одном муниципальном образовании, но на территориях разных налоговых инспекций. Ответственного подразделения нет</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="24">В инспекцию по местонахождению каждого обособленного подразделения​​​​​​.</span></p>
<p><span data-role="phrase" data-phrase-id="25">Основание: абз. 4 п. 2 ст. 230 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="26">Сотрудники обособленных подразделений организаций – крупнейших налогоплательщиков, которые получают доходы от обособленных подразделений</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="27">В инспекцию по местонахождению каждого обособленного подразделения​​​​​​.</span></p>
<p><span data-role="phrase" data-phrase-id="28">Основание: абз. 4 п. 2 ст. 230 НК, письмо ФНС от 19.12.2016 № БС-4-11/24349</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="29">О<strong>рганизация с подразделениями в одном муниципальном образовании</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="30">Организации с несколькими обособленными подразделениями в одном муниципальном образовании вправе выбрать ответственное подразделение (абз. 7 п. 2 ст. 230 НК). Ответственное подразделение подает один общий расчет по себе и по всем подразделениям в муниципальном образовании, за которые отчитывается, по своему местонахождению. </span></p>
<p>&nbsp;</p>
<p><strong>Обособленное подразделение меняет адрес</strong></div>
<div data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="33">Когда обособленное подразделение меняет адрес, все расчеты сдавайте по новому местонахождению. Представьте 6-НДФЛ в том же порядке, что и при смене адреса головной организации.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="37">Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">На титульном листе расчета за обособленное подразделение укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="40"> КПП, который присвоен организации по месту учета ее обособленного подразделения;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> четырехзначный код налогового органа, в котором подразделение стоит на учете;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> код 220 по строке «По месту нахождения (учета) (код)»;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> наименование обособленного подразделения;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="40"> код ОКТМО муниципального образования, в котором находится обособленное подразделение.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="41">В остальном форму 6-НДФЛ нужно заполнить в том же порядке, что и расчет по самой организации.</span></h3>
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" /></div>
<div class="dynamic-hint__side_wrapper"></div>
</div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="44">Р</span><span data-role="phrase" data-phrase-id="44">азделы 1 и 2 заполните в том же порядке, что и в расчете за головную организацию. В расчет за обособленное подразделение включите только те доходы, которые начислили эти подразделения (письмо ФНС от 14.02.2018 № ГД-4-11/2828).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="46">Перевод в другое подразделение</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="48">В расчете 6-НДФЛ отразите зарплату и стандартные вычеты только за те месяцы, когда сотрудник работал в новом обособленном подразделении.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="48">Вычеты за месяцы работы в предыдущем подразделении не указывайте (письмо ФНС от 14.02.2018 № ГД-4-11/2828).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="49">Новое обособленное подразделение вправе предоставить вычеты лишь по тем доходам, которые выплатило оно. Вычеты, которые сотрудник не получил на предыдущем месте работы, не предоставляйте. Но ограничение доходов в 350 000 руб. нужно контролировать с учетом выплат в другом филиале (абз. 2 п. 3 ст. 218 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Предоставить сотруднику стандартные вычеты по пункту 3 статьи 218 НК вы должны:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="50"> начиная с месяца, в котором он подал заявление на вычеты;</span></li>
<li><span data-role="phrase" data-phrase-id="50"> только в отношении доходов, полученных на новом месте работы;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="50"> до того месяца, в котором доходы сотрудника (включая доходы на предыдущем месте работы) нарастающим итогом с начала года превысили 350 000 руб.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 расчета 6-НДФЛ отразите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="51"> по строке 020 – общую сумму дохода, которую сотруднику выплатили в новом обособленном подразделении;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="51"> строке 030 – сумму вычетов за каждый месяц работы в новом подразделении.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если сотрудник не получал стандартные вычеты за период работы в первом обособленном подразделении, сотрудник вправе:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="52"> обратиться туда с соответствующим заявлением на вычет;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="52"> дождаться конца года и получить вычеты через налоговую инспекцию (п. 4 ст. 218 НК).</span></li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="416">Закрыли обособленное подразделение</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Когда организация закрывает обособленное подразделение, она должна:</span></h3>
<ul class="c-list">
<li>перечислить в бюджет НДФЛ с доходов, выплаченных сотрудникам закрытого обособленного подразделения;</li>
<li>представить расчет 6-НДФЛ за период до даты, когда обособленное подразделение ликвидировано.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="420">Расчет представьте в ИФНС, в которой закрываемое обособленное подразделение стоит на учете. Если до даты закрытия обособленного подразделения вы не успели сдать расчет, представьте его в срок, который установлен для соответствующего отчетного периода, уже в ИФНС по месту учета головной организации.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="420">Это следует из писем ФНС от 22.05.2019 № БС-4-11/9619, от 02.03.2016 № БС-4-11/3460 и подтверждается информацией на сайте ФНС.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="421">В расчете по закрытому обособленному подразделению отразите все выплаты до даты, когда подразделение сняли с учета. </span></p>
<h3><span data-role="phrase" data-phrase-id="421">При заполнении титульного листа расчета 6-НДФЛ по обособленному подразделению учтите следующие особенности:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdBottom"><span data-role="phrase" data-phrase-id="422"><strong>Строки на титульном листе</strong></span></th>
<th class="bdBottom"><span data-role="phrase" data-phrase-id="423"><strong>До ликвидации</strong></span></th>
<th class="bdBottom"><span data-role="phrase" data-phrase-id="424"><strong>После ликвидации</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="425">КПП</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="426">КПП обособленного подразделения</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="427">КПП организации</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="428">Период предоставления (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="429">21 – I квартал, 31 – полугодие, 33 – 9 месяцев, 34 – год</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="430">51 – I квартал, 52 – полугодие, 53 – 9 месяцев, 90 – год (письмо ФНС от 03.02.2020 № БС-4-11/1617)</span></p>
<p><span data-role="phrase" data-phrase-id="431">Такие коды проставляйте с момента, когда ФНС рекомендовала заполнять поля «Форма реорганизации (ликвидация) (код)» и «ИНН/КПП реорганизованной организации». До этого момента необходимо было указывать основные коды: 21, 31, 33 и 34</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="432">Представляется в налоговый орган (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="433">Код налоговой инспекции, в которой подразделение состоит на учете</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="434">Код налоговой инспекции, в которой головная организация состоит на учете</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="435">По месту нахождения (учета) (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="436">220</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="437">214</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="438">(налоговый агент)</span></td>
<td class="bdTop bdBottom" colspan="2"><span data-role="phrase" data-phrase-id="439">Наименование организации</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="440">Форма реорганизации (ликвидация) (код)</span></p>
<p><span data-role="phrase" data-phrase-id="441">ИНН/КПП реорганизованной организации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="442">Прочерки</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="443">9 – закрытие обособленного подразделения, ИНН и КПП закрытого обособленного подразделения (письмо ФНС от 12.12.2019 № БС-4-11/25600).</span></p>
<p><span data-role="phrase" data-phrase-id="444">До выхода письма ФНС от 12.12.2019 № БС-4-11/25600 ведомство рекомендовало не заполнять данные поля (письмо от 22.05.2019 № БС-4-11/9619)</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="445">Код по ОКТМО</span></td>
<td class="bdTop bdBottom" colspan="2"><span data-role="phrase" data-phrase-id="446">ОКТМО обособленного подразделения</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="447">Уточняющие расчеты по закрытому обособленному подразделению заполняйте и сдавайте в инспекцию в том же порядке. Это следует из пункта 2.2 </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="447">Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450, писем ФНС от 03.02.2020 № БС-4-11/1617, от 03.02.2020 № БС-4-11/1617, от 10.01.2020 № БС-4-11/62, от 10.01.2020 № БС-4-11/61, от 12.12.2019 № БС-4-11/25600, от 22.05.2019 № БС-4-11/9619. Представители ФНС подтверждают это и в своих частных разъяснениях.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="552">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="554">Организацию оштрафуют, если 6-НДФЛ по обособленному подразделению она сдала в ИФНС головной организации. Налоговая считает, что отчет по месту обособленного подразделения организация не представила.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="554">Судьи в подобных спорах поддерживают инспекторов (постановление Арбитражного суда Северо-Кавказского округа от 16.08.2018 № Ф08-6157/2018)</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-po-obosoblennym-podrazdeleniyam/">Как составить и сдать 6-НДФЛ по обособленным подразделениям</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>СПРАВОЧНИК по 6-НДФЛ</title>
		<link>https://enterfin.ru/spravochnik-po-6-ndfl/</link>
					<comments>https://enterfin.ru/spravochnik-po-6-ndfl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 19:27:55 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21985</guid>

					<description><![CDATA[<p>Расчет 6-НДФЛ сдают налоговые агенты. Это организации и предприниматели, которые начисляли и выплачивали физлицам доходы, облагаемые НДФЛ. Если таких начислений и выплат не было, то представлять нулевой расчет 6-НДФЛ в инспекцию вы не обязаны. Но, чтобы исключить риск блокировки счета, направьте в ИФНС нулевой расчет или письмо о том, что не являетесь налоговым агентом.  &#160; Изменения &#160; С 1 января 2020 организации с [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/spravochnik-po-6-ndfl/">СПРАВОЧНИК по 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span data-role="phrase" data-phrase-id="1">Расчет 6-НДФЛ сдают налоговые агенты. Это организации и предприниматели, которые начисляли и выплачивали физлицам доходы, облагаемые НДФЛ. Если таких начислений и выплат не было, то представлять нулевой расчет 6-НДФЛ в инспекцию вы не обязаны.</span></p>
<p><span data-role="phrase" data-phrase-id="1"> Но, чтобы исключить риск блокировки счета, направьте в ИФНС нулевой расчет или письмо о том, что не являетесь налоговым агентом. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2"><strong>Изменения</strong></span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="3">С 1 января 2020 организации с обособленными подразделениями на территории одного муниципального образования могут отчитываться в одну инспекцию. Для этого необходимо подать уведомление о выборе ответственного подразделения не позднее 1 января очередного налогового периода. Форма уведомления утверждена приказом ФНС от 06.12.2019 № ММВ-7-11/622@.</span></p>
<p><span data-role="phrase" data-phrase-id="4">Сами формы отчетов по НДФЛ тоже изменят. Справка 2-НДФЛ войдет в состав годового расчета 6-НДФЛ. Но формы объединят только с отчетности за 2021 год и отчитаться на новом бланке надо будет не раньше 2022 года. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Когда сдавать</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Расчет 6-НДФЛ сдают ежеквартально. Сроки сдачи расчета за 2020 год:</span></h3>
<p style="text-align: center;"><span data-role="phrase" data-phrase-id="7">за I квартал – 30.07.2020;<br />
полугодие – 31.07.2020;<br />
девять месяцев – 02.11.2020;<br />
2020 год – 01.03.2021.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>Из-за коронавируса COVID-19 переносится крайний срок сдачи расчета 6-НДФЛ за I квартал 2020 года</strong></em></p>
<p class="incut-v4__tag">Правительство продлило для всех налоговых агентов срок сдачи 6-НДФЛ за I квартал 2020 года на три месяца. Поэтому крайний срок сдачи расчета с 30 апреля переносится на 30 июля 2020 года (п. 3 постановления Правительства от 02.04.2020 № 409).</div></div>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="10">При реорганизации и прекращении деятельности представить расчет надо досрочно, действуют свои сроки сдачи 6-НДФЛ. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="11">Куда сдавать</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12">Расчеты 6-НДФЛ подавайте в налоговую инспекцию по месту учета налогового агента. Если в течение года сменили адрес, представьте расчет в ИФНС по новому и старому месту учета.</span></p>
<p><span data-role="phrase" data-phrase-id="13">Организации с обособленными подразделениями сдают расчет по каждому подразделению. Какие особенности учесть – в рекомендации Как составить и сдать 6-НДФЛ по обособленным подразделениям.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Организации, которые выбрали ответственное обособленное подразделение, представляют общий отчет по всем подразделениям в муниципальном образовании по месту учета ответственного. </span></p>
<p><span data-role="phrase" data-phrase-id="15">Предприниматели представляют расчет по местожительству. Когда предприниматель на ЕНВД или патенте, то представить расчет надо по месту ведения деятельности на спецрежиме. Разобраться, куда сдавать расчет, поможет таблица.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="16"><strong>Как заполнить</strong></span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="17">В расчете два раздела. Первый заполняют нарастающим итогом. Во второй включают сведения только за последний квартал. Смотрите в инструкции, как заполнить титульный лист, раздел 1 и раздел 2. Чтобы быстро найти, как заполнить конкретную строку расчета, выберете ее в таблице ниже.</span></p>
<p>&nbsp;</p>
<div align="left">
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<tbody>
<tr data-role="phrase-row">
<td class="bdBottom" style="width: 189px;" colspan="2">
<p style="text-align: center;"><span data-role="phrase" data-phrase-id="18"><strong>Раздел 1</strong></span></p>
</td>
<td class="bdBottom" style="width: 115px;"><span data-role="phrase" data-phrase-id="19"><strong>Раздел 2</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop" style="width: 182px;"><span data-role="phrase" data-phrase-id="20">строка 010<br />
строки 020 и 025<br />
строка 030<br />
строки 040 и 045<br />
строка 050<br />
строка 060<br />
строка 070<br />
строка 080<br />
строка 090</span></td>
<td style="width: 1px;"></td>
<td class="bdTop" style="width: 115px;"><span data-role="phrase" data-phrase-id="21">строка 100<br />
строка 110<br />
строка 120<br />
строка 130<br />
строка 140</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="22">Как отразить в 6-НДФЛ конкретную выплату, зависит от вида дохода, даты его получения и срока уплаты НДФЛ в бюджет. Определить эти даты для каждой выплаты можно при помощи таблицы. </span></p>
<p>&nbsp;</p>
<p><em>Зарплата<br />
Декабрьская зарплата<br />
Премии<br />
Отпускные<br />
Выплаты при увольнении<br />
Больничное пособие, декретные и детские выплаты<br />
Суточные и выплаты при командировках<br />
Доходы в натуральной форме<br />
Подарки<br />
Матпомощь и матвыгода<br />
Выплаты учредителям и подрядчикам</em></p>
<p><span data-role="phrase" data-phrase-id="24">Специальные правила действуют при сдаче и заполнении 6-НДФЛ организациями с обособленными подразделениями и при реорганизации и ликвидации. Чтобы быстро определиться как заполнить даты в разделе 2, воспользуйтесь таблицей 100 примеров, как заполнить 6-НДФЛ.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="25"><strong>Бланк и заполненные образцы</strong></span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="26">Форма расчета утверждена приказом ФНС от 14.10.2015 № ММВ-7-11/450@. Этот бланк применяют с расчета за 2017 год. Расчет заполняют нарастающим итогом с начала года. </span></p></blockquote>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="37">Смотрите также примеры, как заполнить 6-НДФЛ правопреемнику за реорганизованную организацию и за закрытое обособленное подразделение.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Контрольные соотношения</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="39">Перед сдачей расчета проверьте его так же, как это будет делать инспекция. Это поможет пройти камеральную проверку. Основные контрольные соотношения для расчета 6-НДФЛ </span></p>
<p><span data-role="phrase" data-phrase-id="40">Инспекторы сопоставят расчет с 2-НДФЛ, декларацией по налогу на прибыль, ЕРСВ и данными из других источников. В рекомендации вы найдете подробные советы, что делать, если показатели расходятся.</span></p>
<p><span data-role="phrase" data-phrase-id="41">Проверить расчет онлайн можно в сервисе ГлавбухАудит. Достаточно загрузить свой расчет, и если есть недочеты и ошибки, сервис подскажет, как их исправить.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="42"><strong>Расхождения</strong></span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="43">Инспекторы вправе запросить пояснения, если обнаружат ошибки или противоречия в показателях из вашего расчета. У вас будет пять рабочих дней, чтобы направить в налоговую пояснения расхождений или представить уточненный расчет. Если пропустить установленный срок, штраф 5000 руб. (п. 3 ст. 88, п. 1 ст. 129.1 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="44">Может быть и так, что расхождение с контрольными соотношениями есть, но ошибки на самом деле нет. Объяснить причину и убедить проверяющих, что в вашем 6-НДФЛ все заполнено верно, поможет письмо с пояснениями. </span></p>
<p><span data-role="phrase" data-phrase-id="45">Бывает, что инспекторы просят пояснить даже обоснованные расхождения, которые заложены в контрольные соотношения. Как отвечать на требование инспекторов, в рекомендации Пять необоснованных запросов от ИФНС о 6-НДФЛ и расчете взносов.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="46"><strong>Образцы пояснений</strong></span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="47">Чаще всего инспекторы требуют пояснить расхождения между 6-НДФЛ и РСВ. Большинство расхождений возникает из-за выплат, которые по-разному отражают в этих отчетах:</span></p>
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<p><span data-role="phrase" data-phrase-id="58">Инспекторы сравнят суммы в строках 040 и 140 расчета. В большинстве случаев эти показатели не сходятся. Скачайте образец, чтобы пояснить расхождения в этих строках.</span></p>
<p><span data-role="phrase" data-phrase-id="59">Также инспекторы сравнят доходы в 6-НДФЛ с оплатой труда по Отчету о движении денежных средств. </span></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="62">Как уточнить</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="63">Если вы не отразили в 6-НДФЛ сведения или нашли ошибки, то нужно сдать уточненный расчет за тот же период. Например, уточнения понадобятся, если неправомерно предоставили вычет. Инструкция, как исправить ошибки, – в рекомендации Как составить и сдать уточненный расчет 6-НДФЛ.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Уточненный расчет также понадобится, если:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="65"> отозвали сотрудника из отпуска;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="65"> удержали зарплату за неотработанные дни отпуска при увольнении;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="65"> вернули фиксированные платежи иностранцу с патентом;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="65"> восстановили уволенного сотрудника.</span></li>
</ul>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="66">Штрафы</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Инспекторы вправе оштрафовать за нарушения в 6-НДФЛ в двух случаях, если:</span></h3>
<ul class="c-list">
<li>не сдали расчет или сдали его с опозданием;</li>
<li>указали в расчете недостоверные сведения.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="69">Воспользуйтесь образцом платежки, если нужно заплатить штраф.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="70"><strong>Сервис для 6-НДФЛ</strong></span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="71">Интерактивный сервис ниже определит даты для раздела 2 и сэкономит время на заполнение расчета. Выберите из списка вид выплаты, укажите ее дату и следуйте инструкциям на экране.</span></p><p>The post <a href="https://enterfin.ru/spravochnik-po-6-ndfl/">СПРАВОЧНИК по 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<item>
		<title>Как составить и сдать расчет по форме 6-НДФЛ</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-forme-6-ndfl-2/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-forme-6-ndfl-2/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 19:20:07 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[счет]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21971</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Ответственность &#160; Инспекторы могут оштрафовать за нарушения по 6-НДФЛ в двух случаях: не сдали расчет или сдали с опозданием; указали в расчете недостоверные сведения. &#160; Не сдали 6-НДФЛ или сдали расчет с опозданием Штраф для налогового агента составляет 1000 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-forme-6-ndfl-2/">Как составить и сдать расчет по форме 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="649">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Инспекторы могут оштрафовать за нарушения по 6-НДФЛ в двух случаях:</span></h3>
<ul class="c-list">
<li>не сдали расчет или сдали с опозданием;</li>
<li>указали в расчете недостоверные сведения.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="653"><strong>Не сдали 6-НДФЛ или сдали расчет с опозданием</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="654">Штраф для налогового агента составляет 1000 руб. за каждый полный или неполный месяц со дня, установленного для сдачи расчета в инспекцию (п. 1.2 ст. 126 НК). Период просрочки инспекторы считают именно с этого дня до даты, когда сдали 6-НДФЛ. Причем оштрафовать они вправе в течение 10 рабочих дней. То есть до того, как завершится камеральная проверка.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="655">Если не сдать 6-НДФЛ вовсе, то инспекторы могут заблокировать счет налогового агента. На это у них есть 10 дней с даты, когда истек срок для сдачи расчета (п. 3.2 ст. 76 НК, письмо ФНС от 09.08.2016 № ГД-4-11/14515).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="656">Организацию также оштрафуют, если 6-НДФЛ по обособленному подразделению она сдала в ИФНС головной организации. Налоговая посчитает, что отчет по месту обособленного подразделения организация не представила (постановление Арбитражного суда СКО от 16.08.2018 № Ф08-6157/2018).<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="657"><strong>Привели в расчете недостоверные сведения</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="658">Штраф за каждый расчет с недостоверными сведениями – 500 руб. Но если вы обнаружили ошибку и сдали уточненный расчет до того, как ее заметили налоговые инспекторы, санкций не будет (ст. 126.1 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="659">Инспекторы могут предъявить штраф из-за любой ошибки в расчете по форме 6-НДФЛ. К примеру, завысили или занизили сумму доходов, перепутали даты в блоке строк 100–120 и др. Но в некоторых случаях инспекторы снижают штраф, сославшись на смягчающие обстоятельства (п. 1 ст. 112 НК). </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Это случаи, когда налоговый агент из-за ошибки:</span></h3>
<ul class="c-list">
<li>не занизил налог;</li>
<li>не создал неблагоприятных последствий для бюджета;</li>
<li>не нарушил права физических лиц.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="661">ФНС разъяснила это в письме от 09.08.2016 № ГД-4-11/14515.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="662">Инспекторы могут оштрафовать не только организацию, но и ответственных сотрудников. К примеру, руководителя. Штраф составляет от 300 до 500 руб. (ст. 15.6 КоАП).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="663">Предпринимателей, адвокатов, нотариусов к административной ответственности не привлекают (ст. 15.3 КоАП).</span></p>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-forme-6-ndfl-2/">Как составить и сдать расчет по форме 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отражать в 6-НДФЛ отпускные</title>
		<link>https://enterfin.ru/kak-otrazhat-v-6-ndfl-otpusknye/</link>
					<comments>https://enterfin.ru/kak-otrazhat-v-6-ndfl-otpusknye/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 19:12:39 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21933</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Отпускные отражайте в разделах 1 и 2 расчета 6-НДФЛ в зависимости от даты выплаты дохода. Есть особенности, когда выплачиваете декабрьские отпускные, оформляете отзыв из отпуска, делаете перерасчет и доплату отпускных или перечисляете их до месяца, в котором сотрудник идет в отпуск.  &#160; Определите дату дохода &#160; Датой получения дохода признают день выплаты отпускных. Когда [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazhat-v-6-ndfl-otpusknye/">Как отражать в 6-НДФЛ отпускные</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Отпускные отражайте в разделах 1 и 2 расчета 6-НДФЛ в зависимости от даты выплаты дохода. Есть особенности, когда выплачиваете декабрьские отпускные, оформляете отзыв из отпуска, делаете перерасчет и доплату отпускных или перечисляете их до месяца, в котором сотрудник идет в отпуск. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Датой получения дохода признают день выплаты отпускных. Когда начисляете отпускные для расчета налога и заполнения 6-НДФЛ, не важно. Перечислить НДФЛ с отпускных нужно не позднее последнего дня месяца, в котором их выплатили (подп. 1 п. 1 ст. 223, абз. 2 п. 6 ст. 226 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="4">В раздел 1 расчета 6-НДФЛ отпускные включите в периоде выплаты, в раздел 2 – в периоде срока уплаты налога. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Заполните раздел 1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="7">Отразите отпускные в разделе 1 расчета в периоде выплаты. В строку 020 расчета включите сумму отпускных. Указывать доход нужно вместе с НДФЛ. В строке 040 покажите рассчитанный налог, а в строке 070 – удержанный.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">Это следует из пункта 3.3 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Заполните раздел 2</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="10">В разделе 2 покажите все отпускные, по которым срок уплаты НДФЛ пришелся на последний квартал отчетного периода.</span></p>
<p><span data-role="phrase" data-phrase-id="11">В строке 100 укажите дату выплаты отпускных, а в строке 110 – дату удержания НДФЛ. Даты совпадут, так как налог удерживают в момент выплаты. В строке 120 поставьте последний день месяца, в котором выплатили отпускные. </span></p>
<p><span data-role="phrase" data-phrase-id="11">Если это выходной, укажите первый рабочий день следующего месяца. В строке 130 приведите отпускные вместе с НДФЛ, а в строке 140 – удержанный налог. Выплаченные в один день отпускные включите в общий блок строк 100–140.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="11">Это следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12">Не показывайте в разделе 2 текущего расчета отпускные, которые выплатили в последнем месяце квартала, если последний день этого месяца выходной. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="12">Отразите их в разделе 2 расчета за следующий отчетный период (письмо ФНС от 05.04.2017 № БС-4-11/6420). ​​​​​</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="13">Отпускные и отпуск в разных отчетных периодах</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="15">Когда отпускные выплатили в одном месяце, а отпуск начался в другом, весь доход включите в расчет в периоде выплаты. Разделы 1 и 2 расчета 6-НДФЛ заполните в общем порядке (подп. 1 п. 1 ст. 223, абз. 2 п. 6 ст. 226 НК).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="22">Если отпуск начинается в одном отчетном периоде, а заканчивается в другом, отпускные отразите в периоде выплаты. Распределять доход и НДФЛ пропорционально дням отпуска не нужно. Разделы 1 и 2 расчета 6-НДФЛ заполните в общем порядке.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="28">Декабрьские и январские отпуска</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="30">Декабрьские отпускные, выплаченные в декабре, покажите в разделе 1 расчета за год. В 2020 году 31 декабря – рабочий день, поэтому их включите в разделы 1 и 2 расчета за 2020 год.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<p><span data-role="phrase" data-phrase-id="35">Когда 31 декабря – выходной день, срок уплаты НДФЛ с таких отпускных переносится на следующий год. В разделе 2 декабрьские отпускные нужно показать в расчете за I квартал следующего года. Например, так было в декабре 2018-го.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="41">Январские отпускные, выплаченные в декабре, покажите в разделе 1 расчета за год. В 2020 году 31 декабря – рабочий день, поэтому их включите в разделы 1 и 2 расчета за 2020 год.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="46">Мартовские и апрельские отпуска</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Крайний срок уплаты НДФЛ с отпускных, выплаченных в марте 2020 года:</span></h3>
<ul class="c-list">
<li>31 марта – для налоговых агентов, которые работают в обычном режиме. Это те на кого не распространяются указы Президента об установлении нерабочих дней с 30 марта по 30 апреля 2020 года (п. 2 Указа Президента от 25.03.2020 № 206, п. 4 Указа Президента от 02.04.2020 № 239, п. 3 Указа Президента от 28.04.2020 № 294, письмо ФНС  от 15.05.2020 № БС-4-11/8000);</li>
<li>12 мая – для остальных налоговых агентов, у которых дни с 30 марта по 30 апреля 2020 года являются нерабочими (п. 1  Указа Президента от 25.03.2020 № 206, п. 1 Указа Президента от 02.04.2020 № 239, п. 1 Указа Президента от 28.04.2020 № 294). То есть крайний срок уплаты НДФЛ с 31 марта переносится на 12 мая (п. 7 ст. 6.1 НК в редакции Закона от 01.04.2020 № 102-ФЗ, письма ФНС от 28.05.2020 № БС-4-11/8754, от 13.05.2020 № БС-4-11/7791).</li>
</ul>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="50"> <strong>Отпуск в марте</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="52">Порядок отражения мартовских отпускных, выплаченных в марте, зависит от того, распространяются Указы Президента от 25.03.2020 № 206, от 02.04.2020 № 239, от 28.04.2020 № 294 на налогового агента или нет. Разъяснения есть в письмах ФНС от 28.05.2020 № БС-4-11/8754, от 15.05.2020 № БС-4-11/8000, от 13.05.2020 № БС-4-11/7791.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="53"><strong>Налоговые агенты,  которые работают в обычном режиме</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="54">Отпускные покажите в разделах 1 и 2 расчета за I квартал.  Перечислить налог с них нужно не позднее 31 марта. Крайний срок уплаты НДФЛ с 31 марта не переносится. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2  расчета укажите:</span></h3>
<ul class="c-list">
<li>по строкам 100 и 110 – день выплаты отпускных;</li>
<li>по строке 120 – 31.03.2020.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="56"><strong>Налоговые агенты, которые не работают согласно Указам президента</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="57">Отпускные покажите в разделе 1 расчета за I квартал. Перечислить налог с них нужно не позднее 12 мая. Крайний срок уплаты НДФЛ с 31 марта переносится на 12 мая. Поэтому раздел 2 заполните в расчете за полугодие. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В нем укажите:</span></h3>
<ul class="c-list">
<li>по строкам 100 и 110 – день выплаты отпускных;</li>
<li>по строке 120 – 12.05.2020.​​​​​</li>
</ul>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="59"><strong>Отпуск в апреле</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="61">Порядок отражения апрельских отпускных, выплаченных в марте, зависит от того, распространяются Указы Президента от 25.03.2020 № 206, от 02.04.2020 № 239, от 28.04.2020 № 294 на налогового агента или нет.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="62"><strong>Налоговые агенты, которые работают</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="63">Отпускные покажите в разделах 1 и 2 расчета за I квартал. Перечислить налог с них нужно не позднее 31 марта. Крайний срок уплаты НДФЛ с 31 марта не переносится.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;"> В разделе 2 расчета укажите:</span></h3>
<ul class="c-list">
<li>по строкам 100 и 110 – день выплаты отпускных;</li>
<li>по строке 120 – 31.03.2020.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="65"><strong>Налоговые агенты, </strong><strong>которые не работают согласно Указам президента</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="66">Отпускные покажите в разделе 1 расчета за I квартал. Перечислить налог с них нужно не позднее 12 мая. Крайний срок уплаты НДФЛ с 31 марта переносится на 12 мая. Поэтому раздел 2 заполните в расчете за полугодие. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В нем укажите:</span></h3>
<ul class="c-list">
<li>по строкам 100 и 110 – день выплаты отпускных;</li>
<li>по строке 120 – 12.05.2020.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="68">Отпускные вместе с зарплатой</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="70">В разделе 2 отпускные и зарплату отразите как отдельные выплаты. По зарплате дата получения дохода – последний день месяца, за который ее начислили. Срок уплаты НДФЛ – следующий день за датой выплаты. По отпускным дата получения дохода – день фактической выплаты, а срок уплаты налога – последний день месяца в котором отпускные выплатили. </span></p>
<p><span data-role="phrase" data-phrase-id="70">Хотя отпускные и зарплату вы выплатили сотруднику в один день, в разделе 2 расчета отразите их отдельными суммами. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">Это подтверждают письма ФНС от 11.05.2016 № БС-4-11/8312, от 18.03.2016 № БС-4-11/4538.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="71">Правила заполнения раздела 2 по отпускным и зарплате смотрите в таблице:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="72"><strong>Строка раздела 2</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="73"><strong>Отпускные</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="74"><strong>Зарплата</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="75">100</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="76">Дата выплаты отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="77">Последний день месяца, за который начислили зарплату</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="78">110</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="79">Дата выплаты отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="80">Дата выплаты зарплаты</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="81">120</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="82">Последний день месяца, в котором выплатили отпускные</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="83">Следующий рабочий день после даты выплаты зарплаты</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="84">130</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="85">Сумма отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="86">Сумма зарплаты</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="87">140</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="88">НДФЛ с отпускных</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="89">НДФЛ с зарплаты</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="93">Доплата отпускны</span><span data-role="phrase" data-phrase-id="93">х</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="95">При доплате отпускных покажите в разделе 1 их итоговую сумму. Доход в виде отпускных считают полученным в день выплаты, поэтому в разделе 2 первоначально начисленные отпускные и доплату отразите как отдельные выплаты. Если доход пересчитали и доплатили уже после сдачи отчета, уточненку не подавайте.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="101">Отзыв из отпуска</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="103">При отзыве сотрудника из отпуска и перерасчете отпускных в разделах 1 и 2 отразите отпускные и НДФЛ с этой суммы с учетом корректировки. Сумму, которую сотрудник вернул, в расчет не вносите. Если расчет уже сдали, после пересчета подайте уточненку.</span></p>
<p><span data-role="phrase" data-phrase-id="104">Сотрудник, которого отозвали на работу, использовал только часть отпуска. В остальные дни он работал и получил зарплату, поэтому отпускные и НДФЛ нужно пересчитать. Правила перерасчета вы найдете в рекомендации Как пересчитать отпускные сотрудника, досрочно отозванного из отпуска.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="124">Болезнь в отпуске</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="126">Больничный не повлияет на отражение отпускных в расчете, если все события произошли в одном месяце. Отпускные отразите на дату, когда их изначально выплатили. Если вы продлили сотруднику отпуск в этом же месяце, заново считать отпускные за дни болезни не нужно. Средний заработок для расчета отпускных не изменится, и сумма отпускных будет та же.</span></p>
<p><span data-role="phrase" data-phrase-id="127">Если же часть отпуска сотрудник перенесет на другой месяц, отпускные придется пересчитать. В строках 020, 040 и 070 и разделе 2 укажите отпускные и налог с учетом пересчета.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="127">Сумму НДФЛ, которую вернули сотруднику, покажите в строке 090 (письмо ФНС от 03.09.2019 № БС-4-11/17598@).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="128">Когда сотрудник заболевает во время отпуска, больничный оплачивают в общем порядке. Сам отпуск надо продлить или перенести неиспользованные дни. Смотрите перечень случаев, когда ежегодный отпуск надо перенести или продлить.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="132">Удержание отпускных</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="134">Когда сотрудник увольняется до конца рабочего года, за отпуск, который он уже отгулял авансом, отпускные пересчитывают. Отпускные за неотработанное время удерживают из последней зарплаты с учетом 20-процентного ограничения. </span></p>
</div>
<p><span data-role="phrase" data-phrase-id="136">В расчете за текущий период отразите последнюю зарплату без уменьшения на сумму удержанных отпускных. Если сотруднику вернули излишне удержанный налог, заполните строку 090 раздела 1 расчета за текущий период.</span></p>
<p><span data-role="phrase" data-phrase-id="137">Расчеты 6-НДФЛ, в которые вошла первоначальная сумма отпускных, уточните. Подробнее – в рекомендации Как составить и сдать уточненный расчет 6-НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="138">Варианты расчетов с сотрудником зависят от того, хватает ли его последней зарплаты для того, чтобы удержать из нее отпускные за неотработанные дни отпуска.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="138"> Есть три варианта:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="139"> 20 процентов от последней зарплаты сотрудника больше суммы удержаний;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="139"> 20 процентов от последней зарплаты сотрудника меньше суммы удержаний. Сотрудник добровольно возвращает сумму отпускных за неотработанные дни отпуска;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="139"> 20 процентов от последней зарплаты сотрудника меньше суммы удержаний. Сотрудник отказывается добровольно вернуть сумму отпускных за неотработанные дни отпуска.</span></li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="185">Отпуск из командировки</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="187">Сотрудник остается в месте командировки и оформляет отпуск. Фактически отработанные дни, отпуск и командировка – в одном месяце.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 1 отразите доходы сотрудника в периоде их получения:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="189"> зарплату и средний заработок – в месяце, за который начислили доход;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="189"> сверхлимитные суточные – в месяце утверждения авансового отчета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="189"> отпускные – в периоде выплаты;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="189"> стоимость обратного билета – в периоде оплаты.</span></li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="191">В разделе 2 доходы отразите в отдельных блоках (письмо Минфина от 21.03.2017 № 03-04-06/16282):</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="192"><strong>Строка раздела 2</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="193"><strong>Зарплата</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="194"><strong>Средний заработок за время командировки</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="195"><strong>Отпускные</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="196"><strong>Стоимость билета на обратный проезд</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="197"><strong>Суточные сверх лимита</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="198">100</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="199">Последний день месяца, за который начислили зарплату</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="200">Последний день месяца, за который начислили средний заработок</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="201">Дата выплаты отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="202">Дата оплаты билета</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="203">Последний день месяца, в котором утвердили авансовый отчет</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="204">110</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="205">Дата выплаты зарплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="206">Дата выплаты среднего заработка</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="207">Дата выплаты отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="208">Дата выплаты денежного дохода, с которого можно удержать налог</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="209">Дата выплаты денежного дохода, с которого можно удержать налог</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="210">120</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="211">Следующий рабочий день после даты выплаты зарплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="212">Следующий рабочий день после даты выплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="213">Последний день месяца, в котором выплатили отпускные</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="214">Следующий день после выплаты денежного дохода, с которого можно удержать налог</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="215">Следующий день после выплаты денежного дохода, с которого можно удержать налог</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="216">130</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="217">Сумма зарплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="218">Сумма среднего заработка</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="219">Сумма отпускных</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="220">Стоимость билета (включая НДС)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="221">Сумма суточных, превышающая лимит</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="222">140</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="223">НДФЛ с зарплаты</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="224">НДФЛ с суммы среднего заработка</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="225">НДФЛ с отпускных</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="226">НДФЛ со стоимости билета</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="227">НДФЛ с суммы суточных, превышающей лимит</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="235">Отпуск с последующим увольнением</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="237">Отразите отпускные при увольнении как обычно. Сотрудник получает обычные отпускные, а не компенсацию при увольнении, поэтому действуют общие правила. Дата получения дохода – день выплаты отпускных, а крайний срок уплаты НДФЛ – последний день месяца.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="237"> В разделе 2 отпускные отразите в блоке строк 100–140 отдельно от окончательного расчета (письмо ФНС от 11.05.2016 № БС-3-11/2094@).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="242">Учебный отпуск</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="244">Учебный отпуск отразите в 6-НДФЛ в том же порядке, что и обычный. Дата получения дохода – день выплаты. Перечислить НДФЛ в бюджет нужно не позднее последнего дня месяца, в котором выплачены отпускные (подп. 1 п. 1 ст. 223, п. 3, 4, 6 ст. 226 НК).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-otrazhat-v-6-ndfl-otpusknye/">Как отражать в 6-НДФЛ отпускные</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить в 6-НДФЛ больничные, компенсации в виде суточных и среднего заработка за время командировки</title>
		<link>https://enterfin.ru/kak-otrazit-v-6-ndfl-bolnichnye-kompensatsii-v-vide-sutochnyh-i-srednego-zarabotka-za-vremya-komandirovki/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:59:37 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21905</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; В 6-НДФЛ включайте все доходы, при выплате которых являетесь налоговым агентом. В том числе больничные, суточные, средний заработок за время командировки. Как отразить в 6-НДФЛ такие выплаты, зависит от вида дохода. &#160; Определите дату дохода &#160; Когда выплаты признавать [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-bolnichnye-kompensatsii-v-vide-sutochnyh-i-srednego-zarabotka-za-vremya-komandirovki/">Как отразить в 6-НДФЛ больничные, компенсации в виде суточных и среднего заработка за время командировки</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="2">В 6-НДФЛ включайте все доходы, при выплате которых являетесь налоговым агентом. В том числе больничные, суточные, средний заработок за время командировки. Как отразить в 6-НДФЛ такие выплаты, зависит от вида дохода.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Когда выплаты признавать доходом, перечислять с них НДФЛ и отражать в 6-НДФЛ, зависит от вида выплаты. Такие правила следуют из подпункта 1 пункта 1, пункта 2 статьи 223, пункта 6 статьи 226 НК. В справочнике ниже – когда отразить в 6-НДФЛ пособия и выплаты при командировках.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="6"><strong>Вид выплаты</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="7"><strong>Дата дохода</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="8"><strong>Когда удержать и перечислить НДФЛ</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="9"><strong>Когда отразить в 6-НДФЛ</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="10">Больничное пособие</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="11">День выплаты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="12">Удержите при выплате, перечислите не позднее последнего дня месяца, в котором выплатили доход</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="13">Раздел 1 – в периоде выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="15">Суточные</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="16">Последний день месяца, в котором утвердили авансовый отчет</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="17">Удержите при выплате любых денежных доходов, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="18">Раздел 1 – в периоде, когда утвердили авансовый отчет.</span></p>
<p><span data-role="phrase" data-phrase-id="19">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="20">Средний заработок за время командировки</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="21">Последний день месяца, за который начислили доход</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="22">Удержите при выплате, перечислите не позднее следующего после удержания рабочего дня</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="23">Раздел 1 – в периоде, за который начислили доход.</span></p>
<p><span data-role="phrase" data-phrase-id="24">Раздел 2 – в периоде крайнего срока уплаты НДФЛ</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="25">Больничное пособие</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="27">Больничное пособие отражайте в 6-НДФЛ в том же порядке, что и отпускные.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="28">В раздел 1 больничное пособие включите в периоде выплаты. Начисленные, но не выплаченные пособия в расчете не показывайте (письма ФНС от 01.11.2017 № ГД-4-11/22216, от 25.01.2017 № БС-4-11/1249). В строке 020 укажите сумму пособия, в строке 040 – исчисленный НДФЛ, а в строке 070 – удержанный (п. 3.1, 3.3 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="29">Дата получения дохода в виде больничного пособия – день выплаты. Перечислить НДФЛ нужно не позднее последнего дня месяца, в котором выплатили пособие (п. 6 ст. 226 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе 2 расчета 6-НДФЛ за период, в котором выплатили пособие, отразите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="31"> по строкам 100 и 110 – день выплаты;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="31"> по строке 120 – последний день месяца, в котором выплатили доход. Если это выходной, укажите первый рабочий день следующего месяца;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="31"> по строке 130 – сумму пособия;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="31"> по строке 140 – удержанный налог.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="32">Это следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="32">Применяйте указанный порядок ко всем больничным пособиям, в том числе выплаченным в связи с несчастным случаем на производстве или профзаболеванием и по уходу за заболевшим ребенком.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="35">Декретные и детские пособия</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="37">Единовременное пособие при рождении ребенка, пособия по беременности и родам и по уходу за ребенком – это государственные пособия, которые не облагаются НДФЛ (п. 1 ст. 217 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">Такие выплаты в расчете не отражают (письмо ФНС от 11.04.2019 № БС-4-11/6839).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="37">Если с начала года сотрудница в декрете или в отпуске по уходу и получала только пособие, то не включайте ее в строку 060 раздела 1. В этой строке отражают только физлиц, которым выдавали облагаемый НДФЛ доход.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Суточные</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="40">В расчете покажите только сверхнормативную часть суточных. Облагаемый доход включите в строку 020 раздела 1 расчета за период, в котором утвердили авансовый отчет. Налог удержите при выплате других денежных доходов и перечислите на следующий после удержания рабочий день.</span></p>
<p><span data-role="phrase" data-phrase-id="40"> Сумму удержанного НДФЛ включите в строку 070 раздела 1 расчета за период, в котором удержали НДФЛ. В разделе 2 отразите сверхнормативные суточные в периоде, на который пришелся крайний срок уплаты НДФЛ.</span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="44">В разделе 2 укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="45"> по строке 100 – последний день месяца, в котором утвержден авансовый отчет по командировке (подп. 6 п. 1 ст. 223 НК);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="45"> по строке 110 – дату выплаты дохода, с которого удержали НДФЛ, например день выплаты зарплаты (письмо Минфина от 01.02.2017 № 03-04-09/5325);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="45"> по строке 120 – следующий рабочий день после удержания НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="45"> по строке 130 – облагаемую НДФЛ часть суточных;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="45"> по строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="46">Такой порядок следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="60">Средний заработок за время командировки</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="62">Средний заработок за время командировки отражайте в 6-НДФЛ в том же порядке, что и зарплату. В раздел 1 средний заработок включите в периоде, за который он начислен. В разделе 2 выплаченный средний заработок покажите в периоде, на который пришелся срок уплаты НДФЛ. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="62">При этом укажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="63"> в строке 100 – последнее число месяца, за который организация начислила средний заработок;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="63"> в строке 110 – дату выплаты среднего заработка;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="63"> в строке 120 – следующий рабочий день после выплаты;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="63"> в строке 130 – сумму среднего заработка;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="63"> в строке 140 – удержанный НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="64">Это следует из пунктов 3.3 и 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="78">Проверьте отчет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="79">Проверить расчет 6-НДФЛ можно с помощью интерактивного сервиса, который определяет точные даты в отчете.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-bolnichnye-kompensatsii-v-vide-sutochnyh-i-srednego-zarabotka-za-vremya-komandirovki/">Как отразить в 6-НДФЛ больничные, компенсации в виде суточных и среднего заработка за время командировки</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить в 6-НДФЛ зарплату</title>
		<link>https://enterfin.ru/kak-otrazit-v-6-ndfl-zarplatu/</link>
					<comments>https://enterfin.ru/kak-otrazit-v-6-ndfl-zarplatu/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:55:56 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21897</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Определите дату дохода &#160; Дата получения дохода в виде заработной платы – последний день месяца, за который ее начислили. При увольнении дата дохода в виде зарплаты – последний рабочий день сотрудника. Удержать НДФЛ надо при выплате дохода и перечислить [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-zarplatu/">Как отразить в 6-НДФЛ зарплату</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Дата получения дохода в виде заработной платы – последний день месяца, за который ее начислили. При увольнении дата дохода в виде зарплаты – последний рабочий день сотрудника. </span></p>
<p><span data-role="phrase" data-phrase-id="4">Удержать НДФЛ надо при выплате дохода и перечислить в бюджет не позднее следующего рабочего дня после удержания налога (п. 2 ст. 223, абз. 1 п. 6 ст. 226 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="5">В раздел 1 расчета 6-НДФЛ зарплату включите в периоде, за который ее начислили, а в раздел 2 – в периоде, когда наступит предельный срок уплаты налога. Например, зарплату за сентябрь 2020 года, которую выплатили 7 октября, отразите:</span></p>
<p><span data-role="phrase" data-phrase-id="6">– в разделе 1 расчета за девять месяцев, так как дата дохода – 30 сентября;<br />
– разделе 2 расчета за год, так как крайний срок уплаты налога – 8 октября.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Заполните раздел 1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="9">Отразите зарплату в разделе 1 расчета 6-НДФЛ в периоде, за который ее начислили. В строку 020 включите сумму дохода, а в строку 040 – исчисленный налог. Строку 070 заполните в отчетном периоде, когда налог удержали.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="9">Это следует из пункта 3.3 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="10">Учтите особенности заполнения 6-НДФЛ, если выплатили зарплату в следующем квартале и до окончания месяца.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="11">Заполните раздел 2</span></h2>
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<p><span data-role="phrase" data-phrase-id="13">В разделе 2 покажите зарплату, по которой предельный срок уплаты НДФЛ наступил в последнем квартале отчетного периода. Например, в раздел 2 расчета 6-НДФЛ за полугодие включите зарплату со сроком уплаты налога в апреле, мае и июне.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="14">В разделе 2 укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="15">– в строке 100 – последнее число месяца, за который организация начислила зарплату, или последний рабочий день, если сотрудник уволился;<br />
– в строке 110 – дату выплаты или перечисления зарплаты;<br />
– в строке 120 – крайний срок уплаты НДФЛ – следующий рабочий день после выплаты зарплаты;<br />
– в строке 130 – выплаченную зарплату вместе с НДФЛ;<br />
– в строке 140 – общую сумму удержанного с зарплаты налога.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="16">Это следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450. Учтите особенности заполнения 6-НДФЛ, если выплатили зарплату в следующем квартале и до окончания месяца.</span></p></blockquote>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="17">Выдали аванс по зарплате</span></h2>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="19">При выплате аванса по зарплате доход у сотрудника не возникает, поэтому аванс отражать в расчете отдельной суммой не нужно. Включите его в состав зарплаты за соответствующий месяц (п. 2 ст. 223 НК). Исключение – когда аванс выплатили в последний день месяца.</span></p>
<p><span data-role="phrase" data-phrase-id="20">Учтите особенности заполнения 6-НДФЛ, если выплатили за отчетный месяц только аванс или 100-процентный аванс.</span></p>
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<p><span data-role="phrase" data-phrase-id="22">Когда аванс выплачивают в последний день месяца, даты выплаты и получения дохода совпадают.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="22">Аванс признают оплатой труда, поэтому работодатель должен удержать НДФЛ (определения Верховного суда от 19.02.2020 № 305-эс19-27749, от 11.05.2016 № 309-КГ16-1804).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="23">Сумму аванса покажите в расчете как самостоятельную выплату по тем же правилам, что и зарплату. В разделе 2 в строках 100 и 110 укажите последнее число месяца, за который выплачен аванс, а в строке 120 – следующий за этой датой рабочий день.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="71">Зарплату начислили в одном квартале, а выплатили в другом</span></h2>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="73">В расчете за период, когда зарплату начислили, укажите в строке 020 всю сумму зарплаты вместе с НДФЛ, а в строке 040 – НДФЛ с нее. В строки 070 и 080 этот НДФЛ не включайте.</span></p>
<p><span data-role="phrase" data-phrase-id="74">В расчете за период, когда зарплату выплатили, в строку 070 включите удержанный НДФЛ. В разделе 2 заполните для этой зарплаты отдельный блок строк 100–140.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="75">Такой порядок подтверждается письмами ФНС от 13.12.2018 № БС-4-11/24355, от 01.08.2016 № БС-4-11/13984, от 16.05.2016 № БС-4-11/8609, от 12.02.2016 № БС-3-11/553 и от 25.02.2016 № БС-4-11/3058.</span></p></blockquote>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="76"><strong>Ситуация</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="77"><strong>Как заполнить 6-НДФЛ</strong></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="78">Зарплату за март выдали в апреле</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="79">Мартовскую зарплату и НДФЛ отразите:</span></p>
<p><span data-role="phrase" data-phrase-id="80">– в строках 020 и 040 раздела 1 расчета за I квартал;<br />
– в строке 070 раздела 1 и в разделе 2 расчета за полугодие.</span></p>
<p><span data-role="phrase" data-phrase-id="81">НДФЛ с мартовской зарплаты вы удержите только в апреле в момент выплаты. Покажите его в строке 070 раздела 1, а саму операцию – в разделе 2 отчета за полугодие</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="82">Зарплату за июнь выплатили в июле</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="83">Июньскую зарплату и НДФЛ отразите:</span></p>
<p><span data-role="phrase" data-phrase-id="84">– в строках 020 и 040 раздела 1 расчета за полугодие;<br />
– в строке 070 раздела 1 и в разделе 2 расчета за девять месяцев</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="85">Зарплату за сентябрь выплатили в октябре</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="86">Сентябрьскую зарплату и НДФЛ отразите:</span></p>
<p><span data-role="phrase" data-phrase-id="87">– в строках 020 и 040 раздела 1 расчета за девять месяцев;<br />
– в строке 070 раздела 1 и в разделе 2 расчета за год</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="88">Зарплату за декабрь выплатили в январе</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="89">Декабрьскую зарплату и НДФЛ отразите:</span></p>
<p><span data-role="phrase" data-phrase-id="90">– в строках 020 и 040 раздела 1 расчета за год;<br />
– в строке 070 раздела 1 и в разделе 2 расчета за I квартал</span></td>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="138">Зарплату выдали до окончания месяца</span></h2>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="140">С авансов НДФЛ не удерживают и их выплату в 6-НДФЛ не отражают (письма Минфина от 21.06.2016 № 03-04-06/36092, ФНС от 29.04.2016 № БС-4-11/7893). Зарплату, которую выплачиваете до окончания месяца до того, как закрыли табель и фактически рассчитали доход сотрудника, признают авансом. Дата фактического получения дохода в виде зарплаты – это последнее число месяца, за который ее начислили (п. 2 ст. 223 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="141">В частных разъяснениях представители ФНС также указывают, что дата в строке 110 не может предшествовать дате в строке 100. Так, датой получения зарплаты за декабрь формально считается 31 декабря.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="141">Раньше этого срока ни исчислить, ни удержать НДФЛ нельзя (письма ФНС от 16.05.2016 № БС-3-11/2169 и от 25.07.2014 № БС-4-11/14507).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="142">Но дата выплаты зависит от установленных в организации сроков выдачи зарплаты, поэтому обязанность ее выдать может возникнуть в текущем месяце. Когда установленный день выплаты совпадает с выходным или нерабочим праздничным днем, то выдать деньги и надо заранее, накануне этого дня (ст. 136 ТК). За нарушение трудовая инспекция вправе оштрафовать на сумму до 50 000 руб. (ст. 5.27 КоАП).</span></p>
<p><span data-role="phrase" data-phrase-id="143">Подобная ситуация возможна в декабре. Если срок выплаты зарплаты приходится на новогодние каникулы, зарплату нужно выдать не позднее 31 декабря. В таких случаях общие правила заполнения расчета 6-НДФЛ не подходят.</span></p>
<p><span data-role="phrase" data-phrase-id="144">Работодатель обязан выплатить зарплату до начала праздников, поэтому и начислить ее придется в декабре. Дата начисления зарплаты и будет датой получения дохода. В этот день исчислите НДФЛ, а при выплате дохода – удержите налог. Раздел 2 расчета 6-НДФЛ заполните, как показано в таблице.</span></p>
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<h3><span data-role="phrase" data-phrase-id="145"><strong>Как отразить зарплату за декабрь в разделе 2</strong></span></h3>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="146"><strong>Дата выплаты</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="147"><strong>6-НДФЛ за период</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="148"><strong>Строка 100</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="149"><strong>Строка 110</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="150"><strong>Строка 120</strong></span></td>
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<td><span data-role="phrase" data-phrase-id="151">28 декабря</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="152">2020 год</span></td>
<td><span data-role="phrase" data-phrase-id="153">28.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="154">28.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="155">29.12.2020</span></td>
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<td><span data-role="phrase" data-phrase-id="156">29 декабря</span></td>
<td><span data-role="phrase" data-phrase-id="157">29.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="158">29.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="159">30.12.2020</span></td>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="160">30 декабря</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="161">30.12.2020</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="162">30.12.2020</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="163">31.12.2020</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="164">31 декабря</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="165">I квартал 2021 года</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="166">31.12.2020</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="167">31.12.2020</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="168">11.01.2021</span></td>
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<p><span data-role="phrase" data-phrase-id="169">Доходы включайте в раздел 2 за тот отчетный период, на который приходится крайняя дата уплаты налога (вопрос 3 из письма ФНС от 21.08.2017 № БС-4-11/14329@). Для зарплаты это следующий день после ее выплаты.</span></p>
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<p><span data-role="phrase" data-phrase-id="171">Официальных разъяснений Минфина и ФНС с утвержденным вариантом заполнения нет, поэтому на практике используют и другой способ. А именно, в строке 100 указывают дату получения дохода в виде зарплаты по НК – последний день месяца, а в строке 110 – дату выплаты зарплаты.</span></p>
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<h3><span data-role="phrase" data-phrase-id="172"><strong>Альтернативный способ, как отразить зарплату за декабрь в разделе 2</strong></span></h3>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="173"><strong>Дата выплаты</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="174"><strong>6-НДФЛ за период</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="175"><strong>Строка 100</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="176"><strong>Строка 110</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="177"><strong>Строка 120</strong></span></td>
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<td><span data-role="phrase" data-phrase-id="178">28 декабря</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="179">2020 год</span></td>
<td><span data-role="phrase" data-phrase-id="180">31.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="181">28.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="182">29.12.2020</span></td>
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<td><span data-role="phrase" data-phrase-id="183">29 декабря</span></td>
<td><span data-role="phrase" data-phrase-id="184">31.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="185">29.12.2020</span></td>
<td><span data-role="phrase" data-phrase-id="186">30.12.2020</span></td>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="187">30 декабря</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="188">31.12.2020</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="189">30.12.2020</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="190">31.12.2020</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="191">31 декабря</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="192">I квартал 2021 года</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="193">31.12.2020</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="194">31.12.2020</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="195">11.01.2021</span></td>
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<p><span data-role="phrase" data-phrase-id="196">Такой вариант допустим, и налоговая инспекция обязана принять расчет. Дело в том, что по НК дата получения дохода по зарплате всегда последний день месяца. А по ТК организация обязана в данном случае начислить и выплатить зарплату заранее.</span></p>
<p><span data-role="phrase" data-phrase-id="197">Но, когда в разделе 2 расчета 6-НДФЛ по декабрьской зарплате в строке 110 будет более ранняя дата, чем в строке 100, ИФНС может запросить пояснения. Формально налог будет удержан раньше, чем сотрудник получил доход. В ответе достаточно указать, что нестыковка возникла из-за переноса срока выплаты зарплаты из-за выходных и нерабочих праздничных дней.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="280">Зарплату выплачивали частями</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="282">Аванс в расчете 6-НДФЛ не отражают, поэтому, если его разбили на несколько выплат, на заполнение расчета это не повлияет.</span></p>
<p><span data-role="phrase" data-phrase-id="283">Налог удерживают только с выплаченного дохода (письмо Минфина от 25.07.2016 № 03-04-06/43479). Когда зарплату за вторую половину месяца выдали частями, НДФЛ удерживают с каждой из частей.</span></p>
<p><span data-role="phrase" data-phrase-id="284">В разделе 2 заполните отдельные блоки строк 100–140 по каждой выплате. По строке 100 укажите последний день месяца, за который выплатили зарплату. В строке 110 – дату выплаты части зарплаты, а в строке 120 – следующий рабочий день после выплаты. Читайте подробнее Как отразить зарплату в строках 100, 110, 120, 130 и 140 раздела 2 расчета 6-НДФЛ.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="296">Зарплату задержали или не выплатили</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="298">Зарплату, которую задержали, но выплатили на момент подачи расчета 6-НДФЛ, отразите в общем порядке. Невыплаченную зарплату в отчет не включайте.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="299"><strong>Зарплату выплатили на момент подачи расчета 6-НДФЛ</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="300">Задержанную зарплату, которую выплатили на момент подачи расчета, отразите в 6-НДФЛ в общем порядке. Строки 020, 040 раздела 1 заполните в периоде, за который зарплата начислена. Удержанный налог включите в строку 070 в периоде, когда зарплату выплатили.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="300">Раздел 2 заполните в периоде, на который выпал крайний срок уплаты НДФЛ с выплаченной зарплаты (п. 3.1, 3.3 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450, письмо ФНС от 24.05.2016 № БС-4-11/9194).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="301"><strong>Зарплату не выплатили на момент подачи расчета 6-НДФЛ</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="302">Зарплату, которую задержали и не выплатили на момент подачи 6-НДФЛ, в расчет не включайте. Дело в том, что сотрудник не получил доход в виде зарплаты и, возможно, не получит вовсе. После того как выплатите сотрудникам доход, подайте уточненку за период, за который зарплата начислена. Отразите зарплату и НДФЛ с нее в строках 020, 040 раздела 1 уточненного 6-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="302">Строку 070 заполните в периоде, когда зарплату выплатили и удержали налог. Раздел 2 заполните в периоде, на который выпал крайний срок уплаты НДФЛ с выплаченной зарплаты. Это подтверждают представители ФНС в своих частных разъяснениях.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><em><strong>Обратитесь за дополнительными разъяснениями в свою ИФНС. Представители УФНС предлагают иной порядок заполнения расчета 6-НДФЛ по доходам начисленным, но невыплаченным</strong></em></p>
<p class="incut-v4__tag">Специалисты УФНС на местах считают, что для расчета 6-НДФЛ не имеет значения, выплатили зарплату или нет. Оплата труда в любом случае становится доходом в последний день месяца, за который она начислена, независимо от факта выплаты (п. 2 ст. 223 НК). В расчете 6-НДФЛ необходимо отразить:</p>
<ul>
<li class="incut-v4__tag">по строке 020 – начисленную, но невыплаченную зарплату;</li>
<li class="incut-v4__tag">по строке 040 – исчисленный налог.</li>
</ul>
<p>&nbsp;</p>
<p>Чтобы избежать возможных претензий, уточните позицию своей налоговой инспекции.</div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="311">Зарплату пересчитали и доплатили</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="313">Доначисленную зарплату и НДФЛ с нее включите в строки 020 и 040 раздела 1 расчета 6-НДФЛ в периоде, за который она начислена. Датой получения такого дохода признают последний день месяца, за который организация доначислила зарплату (п. 2 ст. 223 НК). Если расчет за этот период уже сдали, подайте уточненку.</span></p>
<p><span data-role="phrase" data-phrase-id="314">НДФЛ с доначисленной суммы включите в строку 070 расчета 6-НДФЛ в периоде, когда налог удержали. В разделе 2 покажите выплату в периоде, когда наступит предельный срок уплаты НДФЛ. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="314">П</span><span data-role="phrase" data-phrase-id="314">ри этом укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="315">– по строке 100 – последний день месяца, за который доплатили зарплату;<br />
– по строке 110 – день выплаты доначисленной зарплаты;<br />
– по строке 120 – следующий рабочий день после даты по строке 110;<br />
– по строке 130 – сумму доплаты;<br />
– по строке 140 – НДФЛ с доплаты.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="321">Зарплату пересчитали и уменьшили</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="323">Зарплату, которую пересчитали в меньшую сторону, и налог с нее отразите в 6-НДФЛ с учетом пересчета. Например, сотрудник предоставил в апреле больничный листок за март. Организация делает перерасчет излишне выплаченной зарплаты и удержанного НДФЛ за март. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="323">В расчете покажите:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="324">по строке 020 – доход с учетом перерасчета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="324"> строке 040 – налог с учетом перерасчета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="324"> строке 070 – налог с учетом перерасчета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="324"> строкам 130 и 140 – доход и удержанный налог с учетом перерасчета.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="325">Если зарплату пересчитали после сдачи 6-НДФЛ, представьте уточненный расчет (письмо ФНС от 03.09.2019 № БС-4-11/17598@).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="326">Налог удержали, но не перечислили</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="328">Когда налог удержали, но в бюджет не перечислили, 6-НДФЛ заполняют в обычном порядке, как если бы налог был перечислен вовремя. Факт уплаты налога не влияет на порядок заполнения расчета. По строке 120 указывают крайний срок уплаты НДФЛ по НК.</span></p>
<p><span data-role="phrase" data-phrase-id="329">Инспекторы сверят срок в строке 120 и фактическую дату перечисления и оштрафуют налогового агента на 20 процентов от не перечисленной вовремя суммы НДФЛ. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="330">Сотрудник стал резидентом</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="332">Расчет заполните в зависимости от того, приобрел ли сотрудник окончательный статус резидента России в налоговом периоде. Статус сотрудника уже не изменится, если он пробыл в России 183 календарных дня в текущем году. Произойти это может не раньше июля. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="333"><strong>До конца года статус может поменяться</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="334">С месяца, в котором сотрудник стал резидентом, удерживайте НДФЛ по ставке 13 процентов (п. 1 ст. 224 НК). Налог за прошлые месяцы пересчитывать не нужно. Доходы такого сотрудника отразите в разных листах раздела 1 – по ставкам 13 и 30 процентов.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="335"><strong>До конца года статус не изменится</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="336">Когда сотрудник приобретает окончательный статус резидента, налог с начала года пересчитайте по ставке 13 процентов. Подавать уточненные расчеты не нужно. В разделе 1 все доходы такого сотрудника перенесите в лист со ставкой 13 процентов.</span></p>
<p><span data-role="phrase" data-phrase-id="336"> В строке 040 укажите пересчитанный налог по ставке 13 процентов, а в 070 – весь удержанный налог. Налог, излишне удержанный по ставке 30 процентов, засчитывают в счет будущих платежей.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="356">Если сотрудник, который получил статус резидента, переходит в другое обособленное подразделение, учтите один момент. В новом подразделении нельзя засчитывать излишне удержанный налог в счет будущих платежей. Вернуть НДФЛ сотрудник вправе только в ИФНС. </span></p>
<p><span data-role="phrase" data-phrase-id="356">Несмотря на то что Минфин в письме от 23.12.2014 № 03-04-06/66648 допускает возможность такого зачета, официальных разъяснений, как это сделать, нет. В частных разъяснениях специалисты ФНС не допускают зачета налога, удержанного в другом обособленном подразделении.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="388">Сотрудник стал нерезидентом</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="390">Расчет заполните в зависимости от того, окончательно ли сотрудник утратил статус резидента России в налоговом периоде.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="391"><strong>До конца года статус может поменяться</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="392">С месяца, в котором сотрудник стал нерезидентом, удерживайте НДФЛ по ставке 30 процентов. Налог за прошлые месяцы пересчитывать не нужно. Доходы такого сотрудника отразите в разных листах раздела 1 – по ставкам 13 и 30 процентов.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="393"><strong>До конца года статус не изменится</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="394">Когда станет ясно, что налоговый статус работника не изменится, пересчитайте НДФЛ по ставке 30 процентов с начала года. Уточненные расчеты за предыдущие отчетные периоды не подавайте. В разделе 1 все доходы такого сотрудника перенесите в лист со ставкой 30 процентов. У работника появится долг по НДФЛ, поэтому сумма в строке 040 будет больше суммы в строке 070.</span></p>
<p><span data-role="phrase" data-phrase-id="395">Разницу между суммами налога, рассчитанного по ставкам 30 и 13 процентов, удержите из любых денежных средств, которые организация выплачивает сотруднику (п. 4 ст. 226 НК). Если удержать невозможно, сообщите об этом в инспекцию. К примеру, если сотрудник уволился.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="396">Поэтому в форме 6-НДФЛ укажите:</span></h3>
<ul class="c-list">
<li>по строке 040 раздела 1 – начисленный налог по ставке 30 процентов;</li>
<li>по строке 070 раздела 1 – удержанный налог, в том числе доудержанный;</li>
<li>в разделе 2 – информацию о доудержании налога.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="398">Это следует из пунктов 3.1–4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="400">Как пересчитать налог, смотрите в рекомендации Как удержать НДФЛ с зарплаты сотрудника-иностранца.</span></p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="417">Вычеты</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="418">Общую сумму налоговых вычетов, которые вы предоставили с начала года, отразите в строке 030 раздела 1. О том, как заполнить эту строку, читайте в рекомендации Как составить и сдать расчет по форме 6-НДФЛ. В строке 130 раздела 2 показывайте всю сумму дохода, без уменьшения на вычеты.</span></p><p>The post <a href="https://enterfin.ru/kak-otrazit-v-6-ndfl-zarplatu/">Как отразить в 6-НДФЛ зарплату</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и выдать справку 2-НДФЛ сотруднику</title>
		<link>https://enterfin.ru/kak-sostavit-i-vydat-spravku-2-ndfl-sotrudniku/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:46:28 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
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					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; В каких случаях выдать  &#160; Налоговый агент обязан выдать справку о доходах и суммах налога физического лица, если налогоплательщик обратился с заявлением о ее выдаче (п. 1 ст. 226, п. 3 ст. 230 НК). &#160; Запросить справку вправе сотрудники, бывшие сотрудники, иные физлица, которые получали [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-vydat-spravku-2-ndfl-sotrudniku/">Как составить и выдать справку 2-НДФЛ сотруднику</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">В каких случаях выдать </span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="4">Налоговый агент обязан выдать справку о доходах и суммах налога физического лица, если налогоплательщик обратился с заявлением о ее выдаче (п. 1 ст. 226, п. 3 ст. 230 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="5">Запросить справку вправе сотрудники, бывшие сотрудники, иные физлица, которые получали доход от налогового агента, в том числе по ГПД. При этом они вправе затребовать справку в любой момент и за любой период, а не только за год. </span></p>
<p><span data-role="phrase" data-phrase-id="5">Например, в апреле сотрудник запросил справку о доходах за последние шесть месяцев, выдайте две: за весь прошлый год и за январь–март текущего.</span></p>
<p><span data-role="phrase" data-phrase-id="6">Выдать справку о доходах и суммах налога физического лица налоговый агент вправе с целью сообщить физлицу о том, что с его доходов не был удержан налог (п. 5 ст. 226 НК). </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="18">В какой срок выдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Налоговый агент обязан выдать справку о доходах и суммах налога физического лица:</span></h3>
<ul class="c-list">
<li>работникам, сотрудникам, которые увольняются, бывшим работникам – в течение трех рабочих дней с даты получения заявления (ч. 1 ст. 62 ТК, письмо Минфина от 21.06.2016 № 03-04-05/36096);</li>
<li>иным получателям дохода – в течение 30 рабочих дней с даты получения заявления (п. 1, 2 ст. 3, ч. 1 ст. 20 Закона от 27.07.2006 № 152-ФЗ).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="22">Если сотрудник увольняется, налоговый агент вправе выдать справку о доходах и суммах налога физического лица в последний день его работы без заявления. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="23">По какой форме выдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="25">Справки о доходах и удержанном НДФЛ выдавайте сотрудникам по форме из приложения 5 к приказу ФНС от 02.10.2018 № ММВ-7-11/566. Эту форму применяют с 2019 года по доходам за 2018 год. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="25">Если выдаете справку за более ранние периоды, используйте старые формы 2-НДФЛ. Это следует из пункта 4 приказа ФНС от 02.10.2018 № ММВ-7-11/566, информации ФНС.</span></p></blockquote>
<p>&nbsp;</p>
<div>
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<div class="scroller__container"></div>
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</div>
<p><span data-role="phrase" data-phrase-id="32">​</span>За 2017 год и более ранние периоды справку выдавайте по форме, которая действовала в том периоде, за который выдаете сведения. Например, в 2020 году сотрудник запросил сведения за 2017 год.</p>
<p>&nbsp;</p>
<blockquote><p>В этом случае справку выдайте по форме 2-НДФЛ, утвержденной приказом ФНС от 30.10.2015 № ММВ-7-11/485. Это следует из пункта 4 приказа ФНС от 02.10.2018 № ММВ-7-11/566, информации ФНС.</p></blockquote>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="35">Как составить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="37">При составлении справки о доходах и суммах налога физического лица руководствуйтесь Порядком, утвержденным приказом ФНС от 30.10.2015 № ММВ-7-11/485. Дело в том, что отдельных правил по составлению этой формы не утвердили.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">П</span>ри этом сама форма и по структуре, и по реквизитам практически полностью соответствует форме 2-НДФЛ, утвержденной приказом ФНС от 30.10.2015 № ММВ-7-11/485.</p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Как подписать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="40">Справку о доходах и суммах налога физического лица для сотрудника подписывает директор. Вместо директора подписать справку может другое лицо по доверенности. Например, главный бухгалтер или бухгалтер, который отвечает за расчет зарплаты.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="40">Тогда в справке укажите реквизиты доверенности. Такие выводы можно сделать из норм по заполнению 2-НДФЛ для инспекции (подп. 1.24–1.26 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). Заверять подпись печатью не нужно. Такого реквизита в бланке нет.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="41">Как выдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="43">Способ выдачи справки о доходах и суммах налога физического лица работнику определите самостоятельно (письмо ФНС от 10.08.2018 № ПА-4-11/15498). Предпочтение отдайте тем способам, которые подтверждают факт и дату выдачи справки.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Например, выдавайте справки:</span></h3>
<ul class="c-list">
<li>лично сотруднику под расписку;</li>
<li>по почте ценным письмом с описью вложения.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Если сотруднику отказать в выдаче или нарушить сроки выдачи справки о доходах и суммах налога физического лица, налоговому агенту грозит административная ответственность:</span></h3>
<ul class="c-list">
<li>за неправомерный отказ в предоставлении работнику информации, получение которой установлено федеральными законами (ст. 5.39 КоАП);</li>
<li>за нарушение трудового законодательства (ст. 5.27 КоАП).</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="49">Налоговой ответственности за такое правонарушение нет (письма Минфина от 26.08.2016 № 03-04-05/50030, от 21.06.2016 № 03-04-05/36096.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-vydat-spravku-2-ndfl-sotrudniku/">Как составить и выдать справку 2-НДФЛ сотруднику</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить выплаты при увольнении в 6-НДФЛ</title>
		<link>https://enterfin.ru/kak-otrazit-vyplaty-pri-uvolnenii-v-6-ndfl/</link>
					<comments>https://enterfin.ru/kak-otrazit-vyplaty-pri-uvolnenii-v-6-ndfl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:42:58 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21893</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Определите дату дохода &#160; Когда выплаты при увольнении признать доходом, перечислять с них НДФЛ и отражать в 6-НДФЛ, зависит от вида выплаты. &#160; Такие правила следуют из подпункта 1 пункта 1, пункта 2 статьи 223, пункта 6 статьи 226 НК, писем Минфина от 03.09.2018 № 03-04-06/62848, от [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-vyplaty-pri-uvolnenii-v-6-ndfl/">Как отразить выплаты при увольнении в 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Определите дату дохода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Когда выплаты при увольнении признать доходом, перечислять с них НДФЛ и отражать в 6-НДФЛ, зависит от вида выплаты.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="4">Такие правила следуют из подпункта 1 пункта 1, пункта 2 статьи 223, пункта 6 статьи 226 НК, писем Минфина от 03.09.2018 № 03-04-06/62848, от 26.03.2018 № 03-04-06/18932.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">В справочнике ниже – основные выплаты, которые сотрудник получает при увольнении, когда удержать с них налог и отразить в 6-НДФЛ.</span></p>
<div>
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<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="5"><strong>Вид выплаты</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="6"><strong>Дата дохода</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="7"><strong>Когда удержать и перечислить НДФЛ</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="8"><strong>Когда отразить в 6-НДФЛ</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="9">Зарплата за месяц увольнения</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="10">Последний рабочий день сотрудника</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="11">Удержите в день выплаты, перечислите не позднее следующего рабочего дня</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="12">В разделе 1 – в периоде, за который начислили доход, в разделе 2 – в периоде, на который выпал предельный срок уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="13">Ежемесячная премия за месяц увольнения</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="14">Премия квартальная, полугодовая, годовая и непроизводственная</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="15">День выплаты дохода</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="16">Удержите в день выплаты, перечислите не позднее следующего рабочего дня</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="17">В разделе 1 – в периоде выплаты, в разделе 2 – в периоде, на который выпал предельный срок уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="18">Компенсация за неиспользованный отпуск</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="19">Выходное пособие сверх необлагаемого предела</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="20">Больничное пособие</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="21">День выплаты дохода</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="22">Удержите в день выплаты, перечислите не позднее последнего дня месяца, в котором выплатили доход</span></td>
<td class="bdTop bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="23">В разделе 1 – в периоде выплаты, в разделе 2 – в периоде, на который выпал предельный срок уплаты НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="24">Отпускные – отпуск с последующим увольнением</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="25">Зарплата</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="27">Зарплату за месяц увольнения отразите в разделе 1 расчета 6-НДФЛ в периоде, за который ее начислили (п. 3.3 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450). </span></p>
<p><span data-role="phrase" data-phrase-id="27">Отличие от обычной зарплаты – дата дохода. При увольнении – это последний день работы сотрудника, а не последний день месяца.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="27">Включите зарплату в раздел 2 в периоде, на который выпал крайний срок уплаты НДФЛ. Укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="28">– по строке 100 – дату дохода – последний рабочий день сотрудника;<br />
– по строке 110 – дату удержания НДФЛ – налог удерживают в день выплаты зарплаты;<br />
– по строке 120 – крайний срок уплаты НДФЛ – следующий рабочий день после выплаты зарплаты;<br />
– по строке 130 – выплаченную зарплату вместе с НДФЛ;<br />
– по строке 140 – общую сумму удержанного с зарплаты налога.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="29">Это следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="31">В 6-НДФЛ отразите в общем порядке и зарплату за месяц увольнения, и зарплату за предыдущий месяц. Когда сотруднику на день увольнения еще не выплатили зарплату за месяц, который предшествует месяцу увольнения, в последний день работы нужно выдать зарплату за предыдущий и текущий месяц.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="32">Даты получения дохода по выплатам будут разными, поэтому включите их в отдельные блоки строк 100–140 раздела 2 расчета 6-НДФЛ за период, на который выпал крайний срок уплаты НДФЛ (п. 4.2 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="32">Дата получения дохода за предыдущие периоды – последний день месяца (п. 2 ст. 223 НК). Зарплату за месяц увольнения признайте доходом в последний рабочий день сотрудника.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut"></div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="40"><strong>Премия в день увольнения</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="42">Как заполнить 6-НДФЛ, зависит от того, какую премию выплатили при увольнении и за какой период.</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="43"><strong>Ежемесячную премию за месяц увольнения<em> </em></strong><em>отразите в общем порядке в разделе 1 расчета в периоде, за который ее начислили. В разделе 2 в периоде, на который выпал крайний срок уплаты НДФЛ, по строке 100 укажите последний рабочий день сотрудника. Остальные строки раздела 2 заполните в общем порядке (п. 3.3, 4.2 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</em></span></p>
<p><span data-role="phrase" data-phrase-id="44"><strong>Ежемесячную премию за месяц, который предшествует увольнению, а также квартальную, полугодовую, годовую и непроизводственную премии </strong><em>отразите в общем порядке и в разделе 1, и в разделе 2 расчета 6-НДФЛ (п. 3.3, 4.2 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</em></span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="45">В справочнике ниже – какие даты указывать по премиям в разделе 2 расчета 6-НДФЛ.</span></h3>
<div>
<div class="table-wide scroller-wrapper">
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<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="46"><strong>Вид премии</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="47"><strong>Строка 100</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="48"><strong>Строка 110</strong></span></th>
<th class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="49"><strong>Строка 120</strong></span></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="50">Ежемесячная премия за месяц увольнения</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="51">Последний рабочий день сотрудника</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="52">День выплаты</span></td>
<td class="bdTop bdBottom" rowspan="3"><span data-role="phrase" data-phrase-id="53">Следующий рабочий день после выплаты</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="54">Ежемесячная премия за месяц, который предшествует</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="55">Последний день месяца, за который начислили премию</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="56">Квартальная, полугодовая, годовая и непроизводственная премии за любые периоды</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="57">День выплаты</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="58">Это следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="59"><strong>Премии после увольнения</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="61">Премии, которые выплатили после увольнения, отразите в расчете в том же порядке, что и премии, выплаченные в день увольнения. Читайте подробнее, Как отразить в 6-НДФЛ премию, которую выплатили в последний рабочий день сотрудника.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="65">Компенсация за неиспользованный отпуск</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="67">Компенсацию за неиспользованный отпуск включите в раздел 1 в периоде выплаты. В строке 020 укажите сумму дохода, в строке 040 – исчисленный НДФЛ, а в строке 070 – удержанный (п. 3.1, 3.3 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</span></p>
<p><span data-role="phrase" data-phrase-id="68">Дата получения дохода в виде компенсации за неиспользованный отпуск – день выплаты (подп. 1 п. 1 ст. 223 НК). Компенсация за неиспользованный отпуск – это не отпускные, поэтому перечислить НДФЛ с компенсации нужно не позднее следующего рабочего дня после выплаты (п. 6 ст. 226 НК).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="69">Включите компенсацию в раздел 2 – в периоде, на который выпал крайний срок уплаты НДФЛ. В разделе 2 укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="70">– по строке 100 – дату дохода – день выплаты компенсации;<br />
– по строке 110 – дату удержания НДФЛ. Налог удерживают в день выплаты компенсации;<br />
– по строке 120 – крайний срок уплаты НДФЛ – следующий рабочий день после выплаты компенсации;<br />
– по строке 130 – сумму компенсации;<br />
– по строке 140 – удержанный налог.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="71">Такой порядок следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450. Применяйте его независимо от основания увольнения.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="72">Выходное пособие</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="74">В расчет 6-НДФЛ включите выходное пособие в сумме, которая превышает необлагаемый предел. Если превышения нет – выплату в расчете не показывайте (п. 1 ст. 217 НК, письма ФНС от 11.04.2019 № БС-4-11/6839@, от 23.03.2016 № БС-4-11/4901). </span></p>
<p><span data-role="phrase" data-phrase-id="74">Неважно, выплачивать выходное пособие требует федеральное, региональное или местное законодательство или это дополнительная выплата, которую работодатель предусмотрел в трудовом или коллективном договоре.</span></p>
<p><span data-role="phrase" data-phrase-id="75">Выходное пособие включите в раздел 1 в периоде выплаты. В строке 020 укажите облагаемую часть дохода, в строке 040 – исчисленный НДФЛ, а в строке 070 – удержанный (п. 3.1, 3.3 Порядка, утв. приказом ФНС от 14.10.2015 № ММВ-7-11/450).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="76">В раздел 2 выходное пособие включите в периоде, на который выпал крайний срок перечисления НДФЛ, и укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="77">– по строке 100 – дату дохода – день выплаты пособия;<br />
– по строке 110 – дату удержания НДФЛ. Налог удерживают в день выплаты пособия;<br />
– по строке 120 – крайний срок уплаты НДФЛ – следующий рабочий день после выплаты пособия;<br />
– по строке 130 – сумму пособия, включая НДФЛ;<br />
– по строке 140 – удержанный НДФЛ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="78">Такой порядок следует из пункта 4.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="79">Больничное пособие</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="81">Больничное пособие отразите в 6-НДФЛ в общем порядке. Неважно, выплатили его в момент увольнения или позже. Включите пособие в раздел 1 в периоде выплаты, а в раздел 2 – в периоде, на который выпал крайний срок уплаты НДФЛ. </span></p>
<h3><span data-role="phrase" data-phrase-id="81">В разделе 2 укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="82">– по строке 100 – дату дохода – день выплаты пособия;<br />
– по строке 110 – дату удержания НДФЛ. Налог удерживают в день выплаты пособия;<br />
– по строке 120 – крайний срок уплаты НДФЛ – последний день месяца, в котором выплатили пособие;<br />
– по строке 130 – сумму пособия, включая НДФЛ;<br />
– по строке 140 – удержанный налог.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="91">Несколько выплат в день увольнения</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="93">В один блок строк 100–140 раздела 2 можно объединить выплаты при увольнении, у которых одновременно совпали:</span></h3>
<p><span data-role="phrase" data-phrase-id="94">– дата получения дохода в строке 100;<br />
– дата выплаты в строке 110;<br />
– срок уплаты НДФЛ в строке 120.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="95">Например, доходы, которые выплатили в последний рабочий день сотрудника и с которых удержали НДФЛ, сгруппируйте так:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdAll" colspan="5"><span data-role="phrase" data-phrase-id="96">Строки 100–140 расчета 6-НДФЛ</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
<td class="bdTop"></td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdRight bdLeft" colspan="2"><span data-role="phrase" data-phrase-id="97"><strong>Блок 1</strong></span></td>
<td class="bdRight bdLeft" rowspan="2"></td>
<td class="bdTop bdRight bdLeft" colspan="2"><span data-role="phrase" data-phrase-id="98"><strong>Блок 2</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom bdRight bdLeft" colspan="2"><span data-role="phrase" data-phrase-id="99">Зарплата за месяц увольнения<br />
<strong>+</strong><br />
Ежемесячная премия за месяц увольнения<br />
<strong>+</strong><br />
Премии квартальные, полугодовые, годовые и непроизводственные<br />
<strong>+</strong><br />
Компенсация за неиспользованный отпуск<br />
<strong>+</strong><br />
Выходное пособие сверх необлагаемого предела</span></td>
<td class="bdBottom bdRight bdLeft" colspan="2"><span data-role="phrase" data-phrase-id="100">Больничное пособие<br />
<strong>+</strong><br />
Отпускные</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="139">Стандартный вычет превышает зарплату</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="141">Выплаченную зарплату отражайте в разделе 2, даже в случае, когда НДФЛ к удержанию равен 0. По строкам 110 и 120 укажите «00.00.0000», а по строке 140 – «0». Общую сумму налога нарастающим итогом рассчитайте с учетом вычетов за все месяцы, включая тот, когда вычеты превысили доход, и покажите ее в строке 040.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="141">Если итоговая сумма исчисленного НДФЛ будет меньше фактически удержанного налога и отраженного по строке 070, разницу отразите по строке 090 раздела 1 (письмо ФНС от 05.08.2016 № ГД-4-11/14373).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-otrazit-vyplaty-pri-uvolnenii-v-6-ndfl/">Как отразить выплаты при увольнении в 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать 6-НДФЛ при реорганизации или ликвидации</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-pri-reorganizatsii-ili-likvidatsii/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-pri-reorganizatsii-ili-likvidatsii/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:36:40 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ликвидация]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21891</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Как и когда сдать &#160; Реорганизация. Организация, которая прекращает деятельность в результате реорганизации, должна отчитаться за период с начала года, в котором происходит реорганизация, до дня регистрации прекращения деятельности (п. 3.5 ст. 55 НК). Такая организация заполняет расчет в общем порядке и [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-pri-reorganizatsii-ili-likvidatsii/">Как составить и сдать 6-НДФЛ при реорганизации или ликвидации</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Как и когда сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4"><strong>Реорганизация. </strong>Организация, которая прекращает деятельность в результате реорганизации, должна отчитаться за период с начала года, в котором происходит реорганизация, до дня регистрации прекращения деятельности (п. 3.5 ст. 55 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="4">Такая организация заполняет расчет в общем порядке и подает его в инспекцию по месту своего учета.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Если организация не представит расчет до момента прекращения деятельности, отчитаться за нее должен правопреемник. Он указывает на титульном листе свои реквизиты и подает расчет в инспекцию по месту своего учета. </span></p>
<p><span data-role="phrase" data-phrase-id="5">Отчитаться правопреемник должен в обычные сроки. Если же у организации несколько правопреемников, обязанность представить расчет определяется на основании передаточного акта или разделительного баланса (п. 5 ст. 230 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="6">Организация, которая появилась в результате реорганизации, представляет первый расчет в обычные сроки. Первый отчетный период для нее начинается с даты регистрации (п. 3.5 ст. 55 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="7"><strong>Ликвидация. </strong><em>Организация, которая ликвидируется, должна отчитаться самостоятельно до момента ликвидации (п. 3.5 ст. 55 НК).</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Как заполнить при реорганизации</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9">При реорганизации порядок заполнения расчета зависит от того, кто его представляет – сама реорганизуемая организация или ее правопреемник.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="10"><strong>Расчет представляет реорганизуемая организация</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="12">Как заполнять расчет, не зависит от формы реорганизации. Порядок заполнения титульного листа при реорганизации – в таблице ниже.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="13"><strong>Реквизит</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="14"><strong>Как заполнить</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="15">Период представления (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="16">«51» – расчет за I квартал;<br />
«52» – расчет за полугодие;<br />
«53» – расчет за девять месяцев;<br />
«90» – расчет за год</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="17">По месту нахождения (учета) (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="18">«214» – по местонахождению организации – не крупнейшего налогоплательщика;<br />
«213» – по месту учета крупнейшего налогоплательщика</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="19">Форма реорганизации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="20">Не заполняется</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="21">ИНН/КПП реорганизованной организации</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="22">Не заполняются</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="23">Это следует из пункта 2.2 Порядка и приложения 1 к Порядку, утвержденному приказом ФНС от 14.10.2015 № ММВ-7-11/450. Остальные поля титульного листа организация заполняет в общем порядке.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">В раздел 1 правопреемник включает сведения с начала года до дня завершения реорганизации, а в раздел 2 – сведения с начала квартала, в котором завершена реорганизация, до дня завершения реорганизации. Как заполнить разделы 1 и 2, читайте в рекомендации.</span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="25"><strong>Расчет представляет правопреемник</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="27">Как заполнять расчет, не зависит от формы реорганизации. Порядок заполнения титульного листа при реорганизации – в таблице ниже.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="28"><strong>Реквизит</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="29"><strong>Как заполнить</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="30">ИНН/КПП</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="31">Свои</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="32">Период представления (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="33">«51» – расчет за I квартал;<br />
«52» – расчет за полугодие;<br />
«53» – расчет за девять месяцев;<br />
«90» – расчет за год</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="34">Представляется в налоговый орган (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="35">Код налогового органа, в котором правопреемник состоит на учете</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="36">По месту нахождения (учета) (код)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="37">«215» – по местонахождению правопреемника – не крупнейшего налогоплательщика;<br />
«216» – по местонахождению правопреемника – крупнейшего налогоплательщика</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="38">Налоговый агент</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="39">Наименование реорганизованной организации</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="40">Форма реорганизации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="41">«1» – преобразование;<br />
«2» – слияние;<br />
«3» – разделение;<br />
«5» – присоединение;<br />
«6» – разделение с одновременным присоединением</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="42">ИНН/КПП реорганизованной организации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="43">ИНН/КПП реорганизованной организации</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="44">Код по ОКТМО</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="45">ОКТМО по местонахождению реорганизованной организации</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="46">Это следует из пункта 2.2 Порядка и приложения 1 к Порядку, утвержденному приказом ФНС от 14.10.2015 № ММВ-7-11/450 и письма ФНС от 29.10.2019 № БС-4-11/22150. Остальные поля титульного листа правопреемник заполняет в общем порядке.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="47">В раздел 1 правопреемник включает сведения с начала года до дня завершения реорганизации, а в раздел 2 – сведения с начала квартала, в котором завершена реорганизация, до дня завершения реорганизации. Как заполнить разделы 1 и 2, читайте в рекомендации.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
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</div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="160">Как заполнить при ликвидации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="162">При ликвидации организации – налогового агента в поле «Форма реорганизации (ликвидация) (код)» ставят значение «0», а поля «ИНН/КПП реорганизованной организации» можете не заполнять. Ведь эта информация есть в полях «ИНН» и «КПП» (письмо ФНС от 01.02.2018 № ГД-4-11/1804).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На титульном листе в строке «Период представления (код)» проставьте один из кодов:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="164"> 51 – расчет за I квартал;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="164"> 52 – расчет за полугодие;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="164"> 53 – расчет за девять месяцев;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="164"> 90 – расчет за год.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="165">Это следует из пункта 2.2 Порядка и приложения 1 к Порядку, утвержденному приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="166">В раздел 1 включите сведения с начала года до дня ликвидации, а в раздел 2 – сведения за квартал, в котором организацию сняли с учета. Как заполнить разделы 1 и 2, читайте в рекомендации.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-6-ndfl-pri-reorganizatsii-ili-likvidatsii/">Как составить и сдать 6-НДФЛ при реорганизации или ликвидации</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как сверить 6-НДФЛ с 2-НДФЛ, РСВ и другими данными</title>
		<link>https://enterfin.ru/kak-sverit-6-ndfl-s-2-ndfl-rsv-i-drugimi-dannymi/</link>
					<comments>https://enterfin.ru/kak-sverit-6-ndfl-s-2-ndfl-rsv-i-drugimi-dannymi/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:31:45 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[акт]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21879</guid>

					<description><![CDATA[<p>6-НДФЛ, 2-НДФЛ, РСВ с зарплатой по отрасли и МРОТ &#160; К отчетам 6-НДФЛ, 2-НДФЛ и РСВ за год применят контрольные соотношения из письма ФНС от 17.10.2019 № БС-4-11/21381 (скорректировано письмом ФНС от 17.01.2020 № БС-4-11/529). Выплаченную зарплату сопоставят со средней зарплатой по отрасли и федеральным МРОТ (в 2020 году – 12 130 руб.). &#160; Если окажется, что зарплата меньше этих значений, инспекторы [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sverit-6-ndfl-s-2-ndfl-rsv-i-drugimi-dannymi/">Как сверить 6-НДФЛ с 2-НДФЛ, РСВ и другими данными</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">6-НДФЛ, 2-НДФЛ, РСВ с зарплатой по отрасли и МРОТ</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="4">К отчетам 6-НДФЛ, 2-НДФЛ и РСВ за год применят контрольные соотношения из письма ФНС от 17.10.2019 № БС-4-11/21381 (скорректировано письмом ФНС от 17.01.2020 № БС-4-11/529). Выплаченную зарплату сопоставят со средней зарплатой по отрасли и федеральным МРОТ (в 2020 году – 12 130 руб.).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">Если окажется, что зарплата меньше этих значений, инспекторы потребуют, чтобы работодатель повысил зарплаты или предоставил пояснения.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="5"><strong>Средняя зарплата должны быть больше или равна МРОТ</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="6">Инспекторы сопоставят с МРОТ среднюю зарплату каждого сотрудника по данным из приложений формы 2-НДФЛ .</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="6"> Для этого просуммируют доходы в виде оплаты труда из приложения к справке 2-НДФЛ, а затем вычислят среднюю зарплату работника:</span></h3>
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<tbody>
<tr data-role="phrase-row">
<td>Годовой доход сотрудника в виде оплаты труда</td>
<td><strong>:</strong></td>
<td>Количество месяцев, в которых сотрудник получал доход</td>
<td><span data-role="phrase" data-phrase-id="10"><strong>≥</strong></span></td>
<td>МРОТ на отчетный год</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="12">Аналогичным образом инспекторы сравнят с МРОТ данные из РСВ. Сравнивать будут доход каждого сотрудника за вычетом выплат по ГПД.</span></p>
<div class="scroller__container">
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<tbody>
<tr data-role="phrase-row">
<td>Доход сотрудника с начала года в виде оплаты труда за вычетом выплат по ГПД.</td>
<td><strong>:</strong></td>
<td>Количество месяцев, в которых сотрудник получал доход</td>
<td><span data-role="phrase" data-phrase-id="16"><strong>≥</strong></span></td>
<td>МРОТ на отчетный год</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="18"><strong>Средняя зарплата должны быть больше или равна среднеотраслевой по региону</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="19">Инспекторы сопоставят со среднеотраслевой среднюю зарплату в целом по организации или ИП по данным из приложения формы 2-НДФЛ.</span></p>
<div>
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<td><span data-role="phrase" data-phrase-id="20">Годовой доход в виде оплаты труда по всем сотрудникам</span></td>
<td><span data-role="phrase" data-phrase-id="21"><strong>:</strong></span></td>
<td><span data-role="phrase" data-phrase-id="22">Количество сотрудников, которые получали доход</span></td>
<td><span data-role="phrase" data-phrase-id="23"><strong>:</strong></span></td>
<td><span data-role="phrase" data-phrase-id="24">Количество месяцев, в которых выплачивались доходы</span></td>
<td><span data-role="phrase" data-phrase-id="25"><strong>≥</strong></span></td>
<td><span data-role="phrase" data-phrase-id="26">Среднеотраслевая зарплата в регионе за предыдущий год</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="27">Точно так же инспекторы сравнят со среднеотраслевой зарплатой данные из РСВ. </span></h3>
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<tr data-role="phrase-row">
<td>Доход всех сотрудников с начала года в виде оплаты труда за вычетом выплат по ГПД</td>
<td><strong>:</strong></td>
<td>Количество сотрудников, которые получали доход</td>
<td><strong>:</strong></td>
<td>Количество месяцев, в которых сотрудник получал доход</td>
<td><span data-role="phrase" data-phrase-id="33"><strong>≥</strong></span></td>
<td>Среднеотраслевая зарплата в регионе за предыдущий год</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="35">В письме ФНС от 17.10.2019 № БС-4-11/21381 говорится о том, что с МРОТ и среднеотраслевой зарплатой будут сравнивать также данные из 6-НДФЛ за год.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="35"> О</span><span data-role="phrase" data-phrase-id="35">днако на практике инспекторы будут сопоставлять только показатели 2-НДФЛ. При этом данные годового отчета 6-НДФЛ должны соотноситься с показателями справок. Например, количество форм 2-НДФЛ должно соответствовать показателю в строке 060 в 6-НДФЛ (см. подробности по этому соотношению, в том числе для АО, выплачивающих дивиденды).</span></p>
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<p><span data-role="phrase" data-phrase-id="39"><strong>Что делать:</strong> <em>если зарплаты по данным отчетности не дотягивают до МРОТ или среднеотраслевого уровня, в отчет на требование ИФНС составьте пояснения в свободной форме. Представить такие пояснения надо в течение пяти рабочих дней после того, как требование было получено (п. 3 ст. 88 НК). Если проигнорировать требование или ответить позже, компанию оштрафуют (п. 1 ст. 129.1 НК).</em></span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Зарплаты также могут быть меньше МРОТ и среднеотраслевого уровня, если:</span></h3>
<ul class="c-list">
<li>сотрудники брали отпуска за свой счет;</li>
<li>работников принимали и увольняли в середине месяца.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="44">К пояснениям приложите документы, которые обосновывают низкий уровень зарплаты (например, копии трудовых договоров с условием о работе неполный день). Если планируете повысить зарплаты, обязательно укажите срок, когда это будет возможно.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Показатели внутри 6-НДФЛ</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="46">Для строк 010–040 раздела 1 расчета 6-НДФЛ предусмотрены контрольные соотношения из письма ФНС от 10.03.2016 № БС-4-11/3852. </span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="47"><strong>Строки 020 «Доходы» и 030 «Вычеты»</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="49">Сумма вычетов по строке 030 не должна превышать сумму дохода по строке 020. Контрольное соотношение № 1.2 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
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<td>
<p style="text-align: center;"><span data-role="phrase" data-phrase-id="50">Строка 020</span></p>
</td>
<td><span data-role="phrase" data-phrase-id="51"><strong>≥</strong></span></td>
<td><span data-role="phrase" data-phrase-id="52">Строка 030</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="53">В строке 030 нужно показать общую сумму вычетов по всем сотрудникам – на эту сумму будет уменьшен налогооблагаемый доход.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5444358" class="inimg aligncenter" 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" width="650" height="245" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например, отразили не все доходы или показали лишние вычеты.</em></span></p>
<p><span data-role="phrase" data-phrase-id="56"><strong>Что делать:</strong> <em>найдите и исправьте ошибку, правильно заполните строки 020 и 030 раздела 1 расчета 6-НДФЛ. Сдайте расчет с верными данными.</em></span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="57"><strong>Строки 010, 020, 030 и 040 «Начисленный НДФЛ»</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="59">Сумму налога из строки 040 расчета 6-НДФЛ инспекторы сверяют по контрольному соотношению № 1.3 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></h3>
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<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="60">Строка 040</span></td>
<td><span data-role="phrase" data-phrase-id="61"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="62"><strong>(</strong></span></td>
<td><span data-role="phrase" data-phrase-id="63">Строка 020</span></td>
<td><span data-role="phrase" data-phrase-id="64">–</span></td>
<td><span data-role="phrase" data-phrase-id="65">Строка 030</span></td>
<td><span data-role="phrase" data-phrase-id="66"><strong>)</strong></span></td>
<td><span data-role="phrase" data-phrase-id="67"><strong>:</strong></span></td>
<td><span data-role="phrase" data-phrase-id="68">100</span></td>
<td><span data-role="phrase" data-phrase-id="69"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="70">Строка 010</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="71">Сумму НДФЛ налоговый агент указывает без копеек, поэтому из-за округления инспекторы допускают расхождение в обе стороны. Допустимое отклонение рассчитайте по формуле:</span></h3>
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<td><span data-role="phrase" data-phrase-id="72">Допустимое отклонение</span></td>
<td><span data-role="phrase" data-phrase-id="73"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="74">Строка 060</span></td>
<td><span data-role="phrase" data-phrase-id="75"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="76">1 руб.</span></td>
<td><span data-role="phrase" data-phrase-id="77"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="78">Количество строк 100<br />
в отчетном периоде</span></td>
</tr>
</tbody>
</table>
</div>
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</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="79">Чтобы получить правильный показатель в строке 040 формы 6-НДФЛ, сложите все суммы НДФЛ, исчисленные в рублях отдельно по каждому сотруднику.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5444359" class="inimg aligncenter" src="data:image/x-png;base64,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" width="650" height="245" /></span></span></p>
<p><span data-role="phrase" data-phrase-id="81"><strong>Нарушили соотношение:</strong><em> в расчете допустимое отклонение из-за округления, либо совершили критическую ошибку.Если отклонение выше допустимого, то в расчете ошибка. Например, неверно отразили доходы, вычеты</em>.</span></p>
<p><span data-role="phrase" data-phrase-id="82"><strong>Что делать:</strong> <em>при допустимом расхождении из-за округления ничего делать не нужно. Вручную показатель не подгоняйте. Если расхождение больше допустимого, найдите и исправьте ошибку, правильно заполните строки 010, 020, 030 и 040 раздела 1 расчета 6-НДФЛ. Сдайте расчет с верными данными.</em></span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="83"><strong>Строки 040 «Исчисленный НДФЛ» и 050 «Авансовый платеж»</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="85">Сумма исчисленного налога по строке 040 не должна быть меньше суммы фиксированного авансового платежа по строке 050. Контрольное соотношение № 1.4 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table>
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="86">Строка 040</span></td>
<td><span data-role="phrase" data-phrase-id="87"><strong>≥</strong></span></td>
<td><span data-role="phrase" data-phrase-id="88">Строка 050</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="89">В строке 050 указывают сумму фиксированных авансовых платежей, которые зачтены в счет НДФЛ с доходов иностранцев, работающих по патентам.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5444360" class="inimg aligncenter" 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iPMwza+awE/zm5FAjue3E7FcRBouf5nNMceR//F4EGNv3Q0zrl3n02T6ESK2gss7qIy8wtX3MLCtHf5yT+jwfXV9AXtP4CoTRw7ygJznYW0CqDvserIGzXOxb20RqNESLwSjCpace4fdlig/svdn68z13oxzj6TXMazqNTVclh1bMSsWdvKRi7b7DnMwSeOsIycHgaYXSKSgoeDOjzOSCGxtaW6iW7EiiiAocu8PUbiLc8XDg7tWTHByLyPoRJqsKuVPpamT1bgEJbjNojG5j+Z3I3geZW3mBg6Nm19e/cB5TCCfPaTddVAiXI4E/4PCYMBICsu/XAPjD/kVI3tKiHsLmsjsnVITkoZ3sBAVgSJSamFxoE1IwavBg3maDZt7VkeRrk/lBFCqPGRg0gExxywQIQ+LELexUOPXywMO0uAQtCHH0Fv4eNafObRAYQWUXW8ctLBBjb+FW4PSFP8pqTpysmprcYgSKRIYIdRiCnOaecVO7y53HEOBMb8MrFfjyoXFCEPZ+zuw+RQMiJm998Z4xggjv/lxE9CaGAhbvUDh1eAshdNx5Z5auWAMKikjweDov8vFRU/XKnb+GUnPu4sBXzeRgUzUqeK3pZImjxbxEYybkcfytbEc5fX5AdJvC04f2cViW+PVDN1s/9o6xW4SwT1lRveb4OjQG9B5gqhJkb82a1hyfa+wys5OTQsclp7ETiPoihycECR2qvf8cQuSlixfQEN0DXIhuFmGBzmuCKFILaAd4hieP3c3cfBNmyL2Ecp/WxZuloOC6QCGKBTc0RCqzU8xashGT1s09a44d7rzx0B0Akd6Jp3gxTnF//xh3mCgKdCfbRtNmCTcf+j3i8TmO7ROmlzcQEQYvn4TpbYw5eatT+BOpqauKyNtZ7CvfiIrqZbRWTh3a4hLPYA4PLm0zVbY0zhHiTiRurxiifx58E88S0+hxF+05Cozf+X6m9BRfWF2nibUH/bUnshR1bGw76CnWLxrZDBsXeAlhauu4kaEQuex0IfR6nEGY3DHGzePbED3FhXWnEoM+f4gyvW3MVN/iMji18mkmw+aaW8UOQSe5b2Dq+qEqtSonD70leyTvur9PjDXPzlr7DJOLNzC1eJGoysrdJoO1QOCKaGR6qU+M3yCufhjlc3xmuY8EdyFRINSo7jIHn1hT6xCNyvMfHfduTqrV4HLhISoVlxEILlmUgNAhGS6E3iXOCbxj23cTtKIDTC+uch+H2TL3HAj0V36LF8LbWRocY08Sfb7a+FrsMeg+yuk4yWL/GO9CqRCE7YyPJy/k5EnusSejApNmL1n/BbXWxGHk1KFbEA0mSU4eWOqBv2WEy+BxMIecOnwPL9//j3ivy8VDlMZBCevPnNmooKDgTY1CFAtucFigY4s2MsSkWxUpnRuQM6ygHcLwMsKLXOwBdHniYUBeYr0vrMyPUIV5ugRcE+fqtzWePAZhx3bSfh/EPZ+1YmLf9zPJaR5fGRCIDJZ2E8Julge1K5nNnlFRV9kqIpezF7B5AldNeJegxBjpxKTejrC2QJCKj6xJtiUTIowd5BNzgecP/RgPDDze3mCZHzl8Cp3/GQ6ORXTPe7gbeOjZNSCy+tl7OcWP8lOHxhjdexeT+m/4+GdPgEJ/9VFOyi4+uG8U9ryXOYQHn7T7ur/0MU4zy08ffIt77iqqMBQntCqI2y4GgZv3fIBJvswXnjUd6qXlaYJMsdwXiB0L4xIADXQ0gprzj8Z2oPNIdGlxJIJadpcUGFrG3sakBIsX6HpoERjb80Gm+Tc80h2ABnr+7qVLRmIbT/TLEKD2zCiVag4zM7b3A0zxAvd+9gQQGaw9xmmd5oP7bgFzaUEZ4/AnZuHhT7HUi8QwAvEPOH8BRF7D+JKUbPBFzl8Ugv4vPHEsUnGWfj+5PdegHVLAnbF9H2IqvMijK5dAKtaXZghhmuW++XsHaRyg7BACyJARpBXGZ46fPDyGxoDITda2BE+FaJLPdkrJgoKCNzG+/rV1vda///gf1rWg4LpEHTVqrVqrRlWNsatzoMwftw80fT5UVdXLekGXpkPmaPOzCyoBnV9RVe3qvKAeKESZ76rGVZ0zkzVFPBKO3xuolPk1retatbuQk14I6N3dpiyBEZ2+f92L09elXSiTy9rPdWhVR6OqDqyMMqdr0T9dnVcR0Q+vRNWYquaV1lq7800ZIej0kQub26m3pDMEFYIiU3qk13pp74ju8gSF8HZdXE/f1arrR3Um4N4ru3Sx523aPeCMFxURq3t+f0d3LV7QqKr16o8lzxdr71XVGKPq6odVRHRyyR54fB6FWV3VqHFlTgmiM4sXVLXW1VlRmNcVr8c0qTzpuXdrV1VXZ9Eg83o8qkatNa7OqotltQKd6zbjIddv5YAK6MyRgZVjLijM6pqqahyq9hf9fShM6mLf7+st6bSgk0fWNeqKzoHK3SsataeLk5WNDbn2+LKybOiRKcljZ25hXiHo3Ws2vntLMyqkZ9j76+7dWrXafL6rWutxvRsUCTpzpOfjZKDLk2iYWtJeHbVe/TEVEWX+uMaoujZn9bp/EFvtoqqxtn4qKCh4w+K18L+vf21d5etfW7+mgiAo/J3vHP8rI6sFBX9jcJu8nEUlKkjlXsSmYjTpSvIa9rhxHivPfSL8OU3mlDSphDXmZQ+sKA/tpXGkwEK63MkK9UN7TPKlwVMH2vfRVbG1eOo6DY1EB7ysAnIZy8DSxP7zC8iZRRp/BJcophBAfk+qP1hQ5aSyxnKpVAT3e2lyAWfNqHvDWjaQ1E6No4267VoqX+Qylkn5irZySefvLgg/u73HyY+OmiQ1ac8x4ViOp+2Nn9tULYdzTitI+7qmfWuivTllQ2m933xrUmabcJXnmANLFNlUDFrPsPKmLD8gMjS7Pmn60K6tbax536RiK3a9SGvcfdPx1R6bXh6tTSKetdXR8zwPTeoq6n97ObVxYJE8SHxc1FBXQ7OsjZa1p8k4FDZfq8nm1MZKHZquKigoeOPhz/6095quK6rnghsbWZUGENBQ+YZuNlo5WQd4fOwOKAwzwYiZbNpmOczXJ+JjFmuuQk7XyhBQ97Q1QpoISi1g2S6scBWWWg8hqzVVQYNigbZHGjs/aDGXQHLWabFLL1wT1DlHvPM8yUjjyIAapWvSwzVEsHHiUFeMt0liK22cpPA0KTTPSCYnqBGmnJJQolnZmT69RbqimQZkdla3CJfXz9XWyXkktUVKYxf8IFBhhCuTM01jINo13g4x1TvjspVDhODevZvupxkr6gRZUj/k8eGmAEDSH+dyRH8gnfyMa42vzUG5YyblecDi5g8Cop1MEvO419CoiNvB2PGiVJFKO/buFklspzZMv6sEC3WEHSgau9+CgoI3M4pEsaCgoKCgoKDgBkORKBYUFBQUFBQUFLwuFKJYUFBQUFBQUFBwVRSiWFBQUFBQUFBQcFUUolhQUFBQUFBQUHBVFKJYUFBQUFBQUFBwVRSiWFBQUFBQUFBQcFUUolhQUFBQUFBQUHBVvPGJolqmgZzDC2iyPtjv7SDD2oQPbl2XMk7UtC7Nz8YD3eYAvQAM8wu1uXxTFobmnf5P03Pi5puuuEVznthW+VMZuTJKbfv7aH/pK+9NbdQu7+ayR3+FP6P9XG2en9pP24GBCwoKCgoKCm5IvOGJYgREK0svpa1sAgAMYfUAQSqkExCpONANlsEBIGU28LRhkjIh4ORTQMQS8CIpe0aiVh3LniExZ2ewbAgN+YyeeiNly5CcIyGgYlkcLMVYSgmW0mSppe3ysqUMC0PPlKFO3NTTawkRooAGy8Pg6eVS/VQDklKkeRFijLnM9rPJDmFXCqzOIlIh1TRLPUtLJ71lpmSe3xVBtZ1voqCgoKCgoOBGwxueKFq6s9pyvlKbxCul9eoeRPZGVnWI1pEYn4F986yoEyggVTEwsklqKClNWMpzajnREJUmtyoduzfnTLU8v+nagKU606CegizmvMHCSCZallG39nL4Z0KmpVHsZ0clk2HLStbKNRukJZwM/rSYU6opwVJp+f1BgqeJi9REYk7jNkSIBP6Io586z/19Ja7cwmNrA5RVFn5U+J/rh3gXbeJbUFBQUFBQcCPiDU8UKyJI5elpxfKUqqJssPzp/40jvWPcoUbFRPbxq/qr7Bs8wPT07UyHEcLMIkvzggRh9kREiPSP7kYqoQoBCbtZ6g8REeLaPFKJSdkWTiCsMStzdAFYY7/8J8yuweDoDBIEEaEjt7GcpHFGHY1wySTLG1aHjcXbqRaeA2D96DQiIwQRKnkny71IQFibszJKEELVIcx3TRjaX2ZSOkgVCNU0v9K3Z35laXd+ztTyBgJcWrZyhdBBwhRLvY7l6tWQyW7qcuUi58P7+b6bI8/9zq+zbQwWb/95tv76IUaD5d+tC08sKCgoKCi4ofGGJ4pogOgKYQ0oNYggbHBOfpB3j2GfJXV0FBic49TpHXyyforZkx/jwnuV7ofFJHRA3PMbaK3UOkS7W3l85SvQX+S2T+1koCaZnD13kY3+RS5O3cqYDjg6/Sm29oc8vCeie34TVUWjUq/s4LHuukvrXJUsEGUHW0atCi9feIGp7RMgUN3xW6jWxFqJq9t5/PgA2KB/djdHespQlfXFd/CO7TvQsML+8d/mB3vRJKbdnXzkF7so66yP/Toaa6Ku8LbHVhhEGO75PFGVGL+Bdm/l0dW+kT29oj0JCN/De3b+BGOh4o5wgvc/OcaF97+fxyaMrM6vCdVfUxcXFBQUFBQUvDHxhieKURRC8hpRlypC3T/DWVcGCxUqEPv3sXv/c/QunGP34r3s6fc4O3U/995xkd6FXWwbi6Bf5P6JCZMcVh1k38PcOjFKv/sFTn75EKMSqMIz/MALB3lr7yzPnzrELWGCx+/6DQ6OAqxx35Yxs4kMFWHf59gxcbMVz1W/9F/mjH6OPSEQRHj3Q4Gd46OorvDZiTGCCKEjVHseZust48A5zpzeyrYxqID1c6f5++NvQVaf5qXF3+bgGKZSHtvJrgDogKfvnHAJ5GfY8vmPcHM4zv0T41TiEsW9D7N94mbr4NA4pQwlOfRE7vjVb6CqrG/7x3x6R5/vO38v21eVeHyBh59aLb4sBQUFBQUFNzje8EQxqGQPXA3m0KEC1dh7uEsOc6QbQSLoKgcmnub9P/EueudPsW1slNh/mVM7xxmXAS+d3MnWUWH9gZ/jzOJFYlT08gqzOsWWMVNdLxy/TFSlXoGfXeyBjDC12GPY/yzfuOeXeA7oL36aM/dfQodDVJ9lnl1sG+ugmFo7isL6Oi/OraHDSIw9jkxNc8sYDI7+AmcW+9RaU9fHuZu3s3McYv8SZ6d3MB6hpk//zDvYNgEqgdPnL5pAUPos/w8/zq3v2ctg8edhJaKqxPg8h8egv2TPjlpT1yvMySQ7xyQ7yqDmXFO5nFBiAKlgdYEtZ3+aLx2MbJyZ4/3fqwzW/5C59+5DQ2GKBQUFBQUFNzLe8ETRjBMrRN1pQ5Ln8xiHX1iBfR1EKkL1c2xd/xKHRzfonZ1i6xbh0sWXmbllAnobXNi1hTERxj76k+w4PE4IQqg+zfmpiARl7KOfQPfdRCVCte88H7pznP7FfwtAuPlefnb2YZ5cU0YP/wy33nOz2TGGz3B2KiJi3spoIKgwuPgSk9tHzQFF1jl3egsTY8rYj/9P7Dw8SpARQvgMFyYD9JfYPX4IuWsPbw1QcZGzp29l/GaQO+7lyNm9JoGUrfz2D13koT0w9u73cWafeTpXMsLU4iXGDn2CbYdHqUJFqD7D2ckaEHRtFplbo5YRiKm7hxAi0p1FPr2VwUN7EcYZu/Uh7ggdJh67i4/vIavqCwoKCgoKCm5MyNe/tq7Xuigo/J3vHP/rKE/Btxq6xtLSGIcOj2F+1qHx6pZYyGBBQUFBQcENiD/7095ruq6whOsc3fkvcMvhMTzUY2N2KEViWFBQUFBQUPDqKBLF6xxKRKIFFZdEFiXLFQsKCgoKCgpuQLZViU8AACAASURBVBSJYgGQkrF46GyxzDCFJBYUFBQUFBS8FhSieL1DUxdHz/ZiGV7qdj7qgoKCgoKCgoKroBDF6xzq/6LnygaTMlYUnlhQUFBQUFDw6uj8TReg4K8WkrXMTZ6VSG05pYsGuqCgoKCgoOBVUIjiDQEPg+PEMFBtSjlYUFBQUFBQUHA1fAtYQnQVZiTFYMl/c6V6M107tN9TZj6/V3Pwlpg/b99f+8+OCCKSvxMRRKocAib43+mD9H16dpCKIGKxBFvXR1fSij8/omhKG/imFr99s24uJLGgoKCgoKDgm+P1SxRjMBWmBAhG/kQEoqDBJFkKSFQITky0Y58598qeuSntipr0S7SRgqGuPFVlmBhmNP2pap2dNlSVqGrEM6g5b6g2xnoSqLVGGKIMETpErbMvsKo9w7hqBAmoqqcRLCgoKCgoKCi4cfC6RUp1cE6lGNkSJ1VBLd+eNkTQVKAWosV+NjJGFIZihC5KDQwzSVS1h0gQf05692ZiWYuRVHu/2PtppJohSJZaqlaIJp4c8FcbydXL1MGemwjilVLFQhwLCgoKCgoKrne8bqJYETN3E4ZAyFI8j97HEM1krcbJmGAOFQhKQFEqv0qorGjJS7elZo7pWQqV+icCaE1zVbpPG5YoSagoCDFfm9XkEjN5RSqTXkr8pirnN7cquqCgoKCgoKDg2viWGKkZuQKl479Hswl0oV4nNllBgtateyISFSGCSE4pJ0SIApITzpnELypBBVRNWGmiSvtOKkIUl0g6DUwq7FROdQWzBiB4ruMhUYOT1XTt5mZJ0sMiRSwoKCgoKCi4kfC6bRSNepn3bPq56TNtYj5nz9t2aJagTtJqRKtM/uxSacibmDQxYLaM9rl77aryx1/6fT7ypT/nu2//b1m87W/Tti8USURPTDWOgAiRSMU3eOrh5/mtfx8JGohAvHUbT7/vv8h2i0l6mBxb0s+CgoKCgoKCgusZr1uimC0PFagDurZAJYKEioVVu6B2m0T0OT4ic3RFURcW6toBqhDoSIeFVVP/GgUzT+i29rhyZ5goimjk3z3/B7zv5/5X3vfz/4oDv/f/UGskhODXByekAgRUhRA6LmW0Ulfx/2bxU1/m838CGiuGASoR9Mw57nzoq/zxFXWtKvOcLiSxoKCgoKCg4EbAtyQ8TkCIUqNVl/k9ZziyXqMXj/DS3gVOKKaQ1ueY63wvv0ogEJEQIZ5gfs8fcv/FSOwvcmbfAVaoyXH/gmx6T/JcNkmjSwklEjXwlu/621YOrbKauzE6JJNDT15nHtV/9n/xFVFk6w6e+tnbeOqT/4AnPrmNd4rQ+ZN/z4v/52ZVc1E9FxQUFBQUFNxI+BYE3A5AJGhFHPQ5O/V+Pj4eiOzjB6ce48KG8j2jGyzP/A4/UK8i8jRKBUTY6HFu6kP8o7GIyh7umnyMwXoFE9j3bRtDDWgdm7+l4u/OvJ2nZgCB/+NLL3LgT9TC3rhtYzvItIW+0Rxmpxaovv2tLH7yrURSeJ0ale/irn9wiS/9q/+Xr/6poN9u9pEIFnanoKCgoKCgoOAGwesPj4PZKQKE9TN8eft2xoGg44xu/zLn1wXRMQ6efJB3qUkLI264uH6e0ztuYVQC6ATjt57i5UEr0La0pHgCsXGEJhsv+jUhmAQyqiAanFw2l6Z/iThW+YsaobL4j1QIf8KTX/xz4G/xlm/XbB9pXtyt98fGk7ugoKCgoKCg4HrE65YoVomwqYJU5qycYhKG6PJGczyxsDgVFRGo0FbYHLMkJKuFNTm9JGYXlZGq4rLWLdWzEBlSSYcYh4haejq7VxCJ7sBiNpQhCFE1c0yL712h/DlPP/wi//xrEGqBSpHtb+F935GsJdWztwi1RivTJrV4QUFBQUFBQcH1h9ctUVSXtmmoiRO3MHXuPD0BkXUuvrSLLeNDi32dXJ+1Bq3MIWViK9PnLtJTRWWd9TOTbJuoW+plvwU8fI75ITeBsZUqxVsMI+ZU4/EQLfZiaAJwS1uyqE0g8GgvilJT1UoQd6DxEDsppE4KDB5oCGKhigUFBQUFBQXXM74lXs9JwhdGt7Hz5BN0e0Cvy2Mv3sotox1/UQSNDKVjhE8FxibYdvJR1gYggxM8euptTIxKztGcX4AR0mFLGpiljS59lHiZlCPaZICtGIzupRxjdMllK7hiAOE/5f1z38OT//gf8js/vZN3SkTOnOHe5/8ciSkUj6Apl3WxVSwoKCgoKCi4AfAtcGbBpXgjEN/FgyuPI1uEwwrzXeV7kyRPhECHSoco4sGu9/LQ6lOE8Q6HgPnukD2I09cUNbFxRFGRxvZQsDwwSTIoVQ6mrTGYV7VaLEXAQu24CtpC9jRq8/R8EYHwXRw+MMZXH9hg4/zX+He7v43/mg6i7gDDFfEdCwoKCgoKCgquU3wLAm6bTaG4s0nY+xAxPox5Lac0ftHtDu/gmH6PS/uC/bzjQVSPYcTQcjFbhpaWsDMqEsxGUGOybBQ62djQ7SI1uTjrpvsjSgiChEYqWAGnnv4iv/DSf8VP/cw23iFCit/9v7/8Nb4agO/4z/i7KdsMMCJCrYpI4wldUFBQUFBQUHC94vVLFLU2Jxa13MqaPI7NUJAsGRRnYZ6txQheQ+ZqCe6JnNK4GLkEILSyOKtSB6ET4fef+iKfOVchas/uIPS/dIrv/9du17jjVp5833cQkiTxClQ1BP6EX/jUH6NmmJi/i/K3+JHbvzNnkWnoqZPjQhILCgoKCgoKrnO8fhtFsWwlQSxuoeTUKunRyf2j5QYirZ/+r+KKz1oxEBPMKeVKhmaEshZQrQkKUQKiNwH/X5N+D83SxIR3vP8f8ont6duKSo2wiv6XfOKTb+f7v6Mpa3aKsYL8JVqooKCgoKCgoODNCfn619avyXqCwt/5zvG/jvJcHVGbcDT+u6m8yUQuesZogJrQsl3kqrmZ82eKB+hOwXmSxLOxkbwaSr7ngoKCgoKCgjcr/uxPe6/pum9BCr+/Wqg2JFGCxy+0uDUMWzzNQtiYT3NFJEqjSU6Erk3s0u9D0RygW1IgHLkMVyGJV7u/oKCgoKCgoOB6xRueKIpYDEMFPPyheyq7MwtcNcahBfWOr3jWlagakSQoRA3ASOupV0cJkVNQUFBQUFBwveMNTxRTvERR0Do2afTcwQTIQbibWwJoQKLbJzqpq+v6FQTPMrREYlCQFBwcc6q54lpVzfcXiWJBQUFBQUHB9Y43PlEEI2zuyKKQ0+khgmpNFcQ8mx1VCBYKJ3gonKpC/J72v4QQRqhCIKo5gXdChVSS0we2ry8EsaCgoKCgoOBGwbcm4PZfJaTJ/JK1xDE2OaClYhg1K50jSu0ZWBLqum68n1tSwXxHXbfz+RHVbBRTTMcYYyGIBQUFBQUFBTcc3hwSRRr1c8rj3OigN0fRCQ2FzOroV3dCaYXhUQUN7hSTAn8XKWJBQUFBQUHBjYk3PlHMbA8s8Z45qdT5M78mx0h0BxatSeG+7bu2Y0vLUSV/F80uUaLZQ+amGW4ui5LzSGv7adq8W/N38RWBvpsc1DE76Gx2nImta1ufpXdr3frylQ476tfm9+M2mtrcZhLVVh1aTkGvuF9Bcxu0yrG5ovnh9aY6p3fE/H07H/fmcjbPrtvtodnJvWkrTXfppv7Y1Gi6+aOIets1bVbckQquiU1jljxoNI/z5rvkdNee4803XDGXmrvQZA69ee5r+972XNcrPs9/N3Oq+a69XvgKqq3vtFkf2qvQ5rkx9GVSm+/a80u1VdaYHQObdSfmOZjQXifsnivn8pVr4hVzdlMBN7dLzPtEq4wAGq9+f3tt4So/dXjFdakOvGINu/Kx7XZOZbIe2byv1AzbN71qXV/5eXsvaX83bBW7WV83l7Kpa53aLG7eLzat50pu39zv7b0oam6XV+wxurkseanW5h7NbdWqShrDrevTWHtFv6ZX6RXNofUr5mVbs7h5rF25/7WfHUEve+I53dSuV3vOps9adavb17T200xjfC5cs35XjKs0515ZjqZe8Yo6vRa84YmixTj0wSIVicBZFhevsEQItV+XMrtYGB1BmiDdrcVA0u9B8jMJ5mFt8RV9sXG7RSWaA03Wcbu6OyqBejNpVfXnB1TSIPVipdSFHq9RxWSXknsudUm0UD1+bX63Z7uxfNWe6rC1wKratW2yKymhtS9aYsElW+1g5QtIdgDK9wsIqQ1IibG9b3CnIrC82t4vkhb2QFsyqx5IXWnaRtTqkcoNUEWPZan+/BgtRaQ3UpIZB42eZ7y9WaUJ1mxSqBJUQCp/v5sV/GVnS8GNB4+nmjfUbKJi49cySdmmGTRpPXwO58xToclRn1OCpoXb5oOk9/i4T9qTdsICJXjSAX+22qxN7zIli5IOyTUB9YQIaU7aDKjtfqmo3bQninpwsLQpbz6EWkzalOM+5ueleLLidRENECJR7PPcRlp7Te2+kMud8itY7qt22+U1wJ0TI5rX7Sh1s+5paPYBAkKV2z5yOZdfpVlbNZU/9UNK8rCJPKSYuh3r/bz+R7SOvtYNkVjnMkp6vrbX0GoTba0irX3FCldpJ/+eSI1sKluzF9h6V+e9KMf7lTZ5U9TXbQFPoWt/hPba2IoVEtK9YuOhZtg4e/oOEaUmqI0ixJ1MJUL0fTQIFT4OW32MRNI2ZHtgbfWzwU+VGJLk1BvN+JCKhiqaGVjU4OHsrN+k1cCiIL4H521EqmYfamsKnThLPlSl/dTKr0LuhzQWVSqiNao9U7ztaWZMJpHe/uhloMp9Vimbxq2F5UuRAId53lyrftHro5r2XrUxCXm8WHls7loNh84tXjve8ERR8k8bQLKpgUHq9HfHJpe0GiARJmkzaV/MJE2wdIoSiBaFMb0vESUbSGkNceLj8RyNaHbIxEjaxCwtqpJJpfpgzOUnElTwM1U+KSQyJWnzSFVSdYLogy09J9qGFSSyOQHNsCFzpM0hglRN2/jktHkgeUHJZNpPiqI+iYJN8uZ7BWlPwhaBbZ06xTeJNEiFRC4jIn6ilgghB0SybDsh3S9Wd7FTnTrxs41IEIYoNYrnBc/xMCVPxhoQJ/l1e/YVFFwVaY1IAfmbzTWNX5tXRiQsQ5RvGZIkMD6Wm8tsHPvviSQ289FfnReCRmooflCM0rK7FnuXrVOCSIWqUiVOmUxqEqmVKh+kKqzMgXSw9o1a0wE6QqwQidRpQ0sHOwIiausa9q4otr4FTW1lG6Bl8HKC7RtfkzHVP0uHYCcWqS0iamVUm8fEYNFyJRHeIRI1E23bmK1+QUdIkjVR8oabiC0q+cCaSFLaFxL5SqMgr8NRoEokqIOGyvo5P4ScoSyR3dBea4L3WT4MxLw+JYGIEGxzT0IHDSRL/Ib4ANoilN4f4vtSbl7fA2IaC/mwTl6brU0qhJh7qdIOMESiraHq1+BrdRr/xmmcNCaCJKlmtf/aOmx5+dFExHwfTe0lLSm5t1uV54Hvc6krsE7VtE3G9Lf9lJj2MXw/AtFh1lppGvsEVCTvnYmiJaKWYHtHsP7Upj+Idsiocv9XTQpiIiojm+d17g+/N81/LoN2cjtcs34uKBFp9ujMhTSRxHSYi3S0tr1a418qwdwbnihmaV8igGIkIhO8yvsrETBNC3qa+EOf9AEJscm6ooow9IE3tIEdWmJaacTOQW0g2aRIJ1Ujdn6waN7ni30jfg/NiijiE6QhwEpAJeZUiOk00Jx+mmdLrFGpSOfTdCpGoU7CiDoYh/VJAh0fW5rJWtXOp53qkBZGQNMBKp+yhSi+SEvEJIxJAhgQ9QEd8YVG88KZFzRxCccVfaupvbXDkGEzaUR9gxFfUKzv8qmXEfJIF5M4qnYQEeuvCMIIYIQwSV8D+LEteL8WFHxzqKoRA66Yk4oTL5vr4p8F7ECTgv+TN6IU2svGbJa8pzUC8qaZntUmSvn9PjdDk/TUy9UECctZoySRCiGF/sIPlCLSkMUIiUwI0eaObywQTNoXA5UTuqYu2PoZfDXWRKsVFYHYkvp4PdOh27i1EQHN66GT0FRutX+BmpDVjwENLt+KwbomVk6Mou8FQFCiqK+RnUw+CV5mTdqWOtcl28B7OaxSieBEcOkkITNGW5fA2jcR2fYekTs0vbORMqngJDt420izXoLtFzSDIiR2kdsqPTv1heYxl3ipldSIQwWIKNF5XFsSmQ724PuH2nFG6bTPQT5k02bTEJGmyOp7YotgZ7T/ijR/JE2XHw5oSeuzlHOYiWUS4NiOnwQvdSac+CHGJJw03EHVSWuHKiXZSNze98bQnnNO8rVd3iDYwSOR59iMZ8STgCTu0EjnGw2B9ZmqEWgRWrwDcjLjfEB59fpJaw3SlL1ONY/pqOQDWJJuW7KSziuzIb8K3vBEsb3IJHYvfurLp2zFTmHRmLXUqRGBRGr83mTnKAjEyhdTaSZzPrX4s1qkM4vKvTS1pFNJ9EUx+qnSZX6SJGc2oNJwkDSYXlHHIZvUvKQTViqebDoF5BODkFMWShWbo0rw4SHYYi++uUmy40mTpCaJryESgp8EfaSZlCK91drd7CESWa5smwqXUYLRP0n1dmgyF7CBnhYdG9BWj452WrMpnbCaU6cRQrGNsZVCMR0gbGEzCUPuct+8bfpFpGUv1D5zFxRcDSLSaA80Sa1qIwZ+jWe79wMomzfAbIvmJClJBGk2dSOa0Q6uQOsr27z8Daq1j+vWAStdr6BUzbzTtM75GpXIUoiZcGYy2XqmEiymLG3CI64wGPpalXY9k2wqTjZdMpoPYKFFInwuJ9KsDWVs1pbYUOzUAOpkJWmB0l1JU1MBJOlZOgBrUhz6WkE0SW/awP19JsHtuNCATNyHTvXrYHVUTc8ZafYgnJAn7RapfLbmqSqWI6yxS0vvrb2saeO3dS7tSXVDXNSkvZvMATIxbKS7CSLJRjY1hfdXbIgDGghhaM9SzX1uVXDBQ/SXS5X3vKT+tvGVB6e9F1MNa1p/CY2aXzcLB3I9NNhrSIS18hbYbBJkZgSayWH0frP9JJLU6zZHfL9uCUDa+6h66l91afUmsur7f6p6wA5XBiOG5OeF1nNDQyYl5tKo94ftlZ3UaXmvTxL29Pp0v/g60hy5Xr1+2aREQ6sq4oeORpKttEm3zZu/zO73hieKaTE0Q9s2ufJOXj2ABKEjAekI86sBKr+yLe6P6b8KpWMLXLCRtylgd0stnf5B6+SRR1/qumbiqIovTulU6IuBpMOIq2J84CuxUZ23iWp6n9aZbNriky17bKH1U5cQG/F+TKco377a4nFSh7sdTxqMfsqwxU98QFdeaL1CRQRJxJ6loG6MLEhz4syTIKmfhvQXp6iqQAgfYc03rbRIqzNHs1Rqkz8ae8/sxFL7yS4R8cBg6XZC6BDCftY0RX3yhS2f5I0y1hIzYS4oeHXExpjebZfFbaV145eZcS2BiCDhJj6yZpeaHVigHYEskSQ0ESZDlcdmx+d1M+ezpEciZg5D3mCzhEqcA7qq0uaSm2X4gavRevg9rYNUs1lHJCY5fzM3mnK7+lGSJMVIrBCzVERwTUKW2DlVTQqIfBAPWfoETihbAgBp26wpmU3aWh0gSpYe5rU7Pcw1BnntwdZN8YNoIvOKqWmTxFV9oau8vs1a6WuotIgvvkamA3Uqt3dGOhAEtJGQ+vPypqvNPpYlryHtKjUqkcpJS+bbEr1tOk3/X2HL1nA4G3v9B2YIUhFkgROSPjeBy+axYWPKyGtDgGtpX5Ps7a1t+8uThFBxk8zzXLYvjJn8Wt1i6zCTxrYLMFrE0CSmku/RRAyTcABTQUfXNmWyrTWDxdsQqRiR/axsEu5436Q+06atU18OlqcJIlSywHPpwug2nuLjxsdZMgNozE7qTGCVQMyCKFDt0D+6m45USDXHaj6saEMaiVlksWnOA2jnmvXLhyMfYzb3h619P81DO1hlLUHLofW14E1AFG2FqbQhbenzuDpP2KusqMVO1LiC7ptllYi4yNYQ/SSNdzy+wJFPEuCd2CKkNtjTgpWua8v0QzbCTY4mydi88WJsnZCdyCXjb1EjtUmsbCeakDs8qV3TMyQ/uzkpp3Kl5at1qM6I1M3kaJ3v0snXiKa4rZM0Erx0Yk0n7rSoBPGBmdQfYtoY7TTtnBZO3xQgMHboFMNaid2/YO/CqpFLe2Be7bPKy+2qkkTVNibbNIJWuf3NGQZGDz5vBt4ryp7557xsjS1o7mNJBv3kjaGg4JvDbec86H+y/4OArP8hJ2dXbNypUvd+kX/7zIptKs0kAqDxuA+8ctg1Uok0X9Jmn434s7NXbOzd8ty/nNlBo/qj2XmErMZOpDBLOqVF8FyNbDC769jsXphds62r5vSWtB+uVo0CDJ3MNZ7HumnVwewrW5tUJp/JMc1O1V6uYbb3S9eatkQ2lT9/mb28nahn7YWXICriGpUkUbVVrJP/NjOdjpUxJvW1vy6Lu4bZvjsRQSPzw9xPtt63JEFpP9C0X7TXoNiMgSio27ipXG71fZL8CVJDLcmrudW6YbM3tQJjB08StSauwh0Lq62GtDIkx6AktRUalbqC7XHJjtZt2xPZHzt4mqh/QVwZsme2S94zsP2qTeJNM+/mCNmRRPJ3+N6iJKluazjmsRydujdCBRFh9PCXUFUuryp3Lvxu3teyT7eo2bGm/layGdjYR09Sa019XNh7YM2HjvhxIZ2k7Dl1Lo+rfJ0cJwldPsh4/44e/D1bH7qwb7ZrjwqbSVw6CAjNe9Jp8Jr1Exc6aZK0g2q1aV4ns7y0L2fTlL8E/XvDE8VmoLXsYgDVixz99BmO9B9kr6bFaC/H6oe5Q1fZP32Uvp9g1uY6TC89wGzYzdLAyALry0xVghxYBV1jIdzG0fUAEtCNo+wWQfavElToL00hUlGJIOF2ljY025eYWuo4C2GKB/rGpAZHZggHVkEDg6XdhNBxqcMUyxsAXeZllq6AducJ+9egHnDfbVM8MLCJemlxN9NLX7GJu3rACFQn8I7lHiLKidlAkJEszajmV21RGywyLR2qSggyT1dqAr/LbJhkaWAn3vWj04S5NYQu8+GdLPWMdF5a3E1nbtXsxQf3My0dglR0qhmWenbC6y3v8neOsPvIwBaNwf1MBUFChYTdLPetj4bugYWCDpbZHYQqCPJ0xYfPXuCrBOg/wIwEQqiQMO33fpH91RxrouilJWYmF+kRYLDIZAiEKiDVJEd7Pi76y8wEX8Serpk/f5G+KhtLu63PRAhyO4v9IY2NKVlSUFDwarAzieTtSVwS1e+dY2r7RLNGXezT2bKF5PKqWkN/kenpaW4PHWT6l1maE4JUzJ7wXby/zK4QCEEIMsXSBghrLMgkS4OaSmsYLLKrCsh81xd+I3rKGgtygBM6gqwuUM2vABsszkxxdGAbTW95humlvsktVg74XBB2L/4RCnTnKyTYHOkEQea6Vp/+UaalsqxXYY4u4ptXlduDtTmCCCEIU0fXIfwuczO/Qt834e58xfTyMj8ut7HkawK9B7hNOsjcc6ieYEF2c7RvLSiDJXaJ0JkzMtNfnkZkxNY+8fUrR20AdJU5v1+B/tFpwvwJANaXd1u9giCymyNfAZXjzHc+wloMhLX9yHzX9pHp3Sz1ACK9xd1MHx3YHtE9gHRsnd292EfU20sEkW+ztXHuhPX3xhF2S4cgIwSZYw0h0mWhuo3FgZGq/vLthPlVkDX2yySLfTuY95am/HNsLesE32t2szwYQakZLE75GBlharlvwpP+MrvlJkInIGHa1kNaUToA6S0yLUIVKsKTwtyZHgON6MZRpsXapwq3sdSPIGvMyTxrKDpYZnp6iR7ApWV25/1vmqUNjIj0HrBnyLchT30bs+f7DIhcWrzNMpuFm7hJprl/AG3pKUTqE3OEpAmcf4aGD1q5O6vzLgUVZKEL9FmcnmZpYGYTveVdzCx91faf/rJJ9oMgT1bMnelxSYR6sMxtvi90ZIFVz8+b7D5tnC8zWQmVjCDPwuxL6/TDOg9MT7LUMyl9b2mK6Qe+gjCkWpuzzG2hQhZWqehxdGrG9i2FwdLtTC31fM9bZHeqw5Mw9/IleipIb5GZ4O1Z7aeLIrLGgtzO4iVrh/4DM8hc95r12y02VkI1w9GeT9HV/UjweTO31sxZP/g1caGvI4liJoctyRqASJ/zfIh9o+kkKtlRRWQr2+Q8fVGkt8w/ObfEb+6NnONFHjl+EQH63cdg1wyTW8dhcIGz+gKPrPWts59+Ap3axdTWcZu8+37TTmSqxO52Hjves9NG8IEtAXQn46Mmsr944SS3T4ybXcy+3yLGbxD1Mnp8J4+sbBD7fV6a2s4WhUHvZWZu2YJWPdZPbmdsDCDQe/kFtk3cDP1lpvYpJ+pIjBf57x69jxUu8fKFd7DUq1G9TH9xhsltoxBWmZ+4wE/rEI018XjgzvnnzHBW/x5jo7Z59M+eYmr7GAAVOxgft9P3xQunmNw6BrLGgbHH+VDf1G71yk7u/ewJ0IusT/wLVC8T41Nsf2KFdVll//gX+GCvJmqNPnsrhz+7CgodxE7UcoIDY4/zfr8mfh/82o5buJkuC+OPc1c/2r0rf597PruC6rt48PgIP7e8xP7/XviN04eZ4Dnmxh/nQ/2aGIfE7ts49EsrwBoHxh/nrn6NRkXfU3Fsx1bGRdB9n6fWmhgjsbuVx1c2TDWgV5PqFBRcHdKSTCcPSaTPM4+f4vThcYJUthk9s4cvHR5zFQ+2QK+/zKlT2/iEdpk7dZDz71O685GRWkC6LIw/yg+t+9qy8jbu+cUV6K9zlhd54tlLIEK/+wWqyUkmt91Co8PtoIPzvDQ5wbjAYP0cu7ZtJXKRiye3MzpmspTe+ZPcOjFGtX6U6TtrVjUS9SJ3PXY/q/TonZ3kyLpJRNePTDOzbQJhjdnxc/yM1qjWxG5g38IauO2iAPSW+6g0yAAAIABJREFUmdordDVyOfb54GO/xFq8me2cZSBAf5nPnF3kN+6ElzjF4yvrRuZWH4fJKaa2jyH9Huc4xb88vgFENp59gjA1w67t49buez5vqvRYE9e288jxHiSTGJeeBtnJxKi198Xzp5jcNmpSsH2/kSW9urqVJ5/9CtLf4OzkFsYD9C+cZ2brBCIDzp/aydi4SXg2zp1ix8TNaP8Bdu9TVmIkao8feOIXWZU+vbOT3NezMvWWpnjHjlHgORZGL/CTWlNHRbsd9sytYu5C27jlrYDCxfMvMLltKwDKDibGbBHaePk0u7ZOoLrK3Pi/5K6L6uNhG4f/WReRr9Kf+Lw9W59l56PH2ZA15sa/wF39y2it1Cs7OPRLq629P6CywsLEo3xgvaaONfpe4dj2Cd4qJ5gbf4S71hWtldh9m63v3MGxrvCp5V/hwA/Db548xARrLIw9wgd6kVoVXdnO4V88ATzH/JZH+GBPbe1+r/DwjnFGCdT7fo3oET6+sbKDLxzfaE8m6D/AbZ/ayboqtZ5g9twG67jEUQPSX2L60ztZ18tEXWH+pT49Wef86VvZcrM5bq6f+QN23vLdIGvMTjzKB3rR3vke5diOMd6qJzgw9jI/FdX3i4p98yeyuh1AdI25iUf5UE+ptUbfDZ/bPs4o65w7/TbbFwUG577MjvH/Bh38KjM/t4MLsbZynbnIBj3OnN7B+Jj5IKy/fIpbJ8ZRVjkw9jgf6Km123sDD217K+OyytzEGT6ptZX3uHDn/Bomu7yVW262wvXPnmZq+wRIl/mJ3+Gu/hCNSv3eyLHtY9ysa+wfe5wPrfvzu9ut/wfLTP/8FgZextnzF+jnzHUh+0e0JfyvCV//2rpe699//A/r+jeHWodaq0ZVjap1tM/i+qJOTh7Rfsxfqa4v6eTCmqqqHp+f1KVeX49MTulSf6hxdV7D3fM6N7Oo6/G47p88oovz6NyKqnbnNcwt6Nzk/drXNf3wzBFdnkXnuqoxrukcmLLTtLI637UXRvUy9Y/oLlCRysQNoHev1hrj/8/eu0fJdVUH3r99bskkA7OyEmMTMgPGUj/0Nt+sxO6qbvEKK+gBMSIYyKwEmKCubkOwZSeZJAOYAQPhZXVVC4wf+WYgyUqwjbEd1NUtyEAwVssm3/oSLLXU3VXVMhAwfgVmkgBx1z17/jjn3HurLdQtt3B3SXevJXXVrbvP++yzX2fvA1rGqIho5I2z5VqsqmP6NkGDwbZYnVGt36Cl0qjWrarqjO4r9WmlYbVRGdBSpe7qSmBcy+zRCesacaBstFxTjWt71N/5TdrBUE21foP2+7a758b1oT6ixWDpFhfZaY8vZ6Ay46qyqrZZ0dLgAVWd0D0YPw5FHZlV1bEh7atMq6pqS12ZpaEvqrVWVWNXRG2P66MvT2eqWq401I4P6UBlRq2fZa2P6MDQmMOzTR0tFbXSaLm+jw9rqVJPx70+qsXyuNraHu2vNtTalvuhMaqDIzMaa02HJLEKKbgxSvpkWwvGNIccTgZx5k+cfHd7e4/WVDVW69ZwbY/2jTT8+rJqrdXmSElLlRmNGyNaKo1qQxtaKfVrpWE1rpW1OOJpq1XV+oj2D45rXNujlIe0PLBP63pQy8V9Wh0STzvcP7e/DuqQC+bm6UhdtV7RYrGqTVVVbWql1K831FUbo0UtjjTUZvugB3SQYR1TVauxjg07emjHB1UkcvQp0JHB8XQsVLU5MqClykzbmLRUdbx8mVbqc1rp79PKbKw6tkcpv13L/TforI7rYP+IVvb4vtSGlPLbdLi/onUd1z2lilaH0fIB69omoiLi6aTR4cz+VXXjVUIyexy/x8d1UKL252Oqqge0DM7jTNC+yqyjOcVRrWusqtO6r1TSat1qY9+A9lWOu74lhOKgXsmgHvDfxsro0Jiqjr0tqSvQWCnXVOtVLZrMs9C++oiWPE3C/zZUU9XakKP1tuVpaVWLQ2Pasl/Q4aSf/bqvaVVrQ26+rZu7uF7VgcFx31Q/TwfKCW1WVdWZig5V66q1tzn67s9SbYxqafCAWxu2rpVSUSsN/3NtSAdG6q49qho3btCBwTG144Huz2tsVW1zn17pDgQdQlQoOMu8RDo05toYzsvGvmIyHsKwTvj9EuZ2tlJMzilkWMfUqjYquq24T5uqau207u+/TCvTVu1YWbeNzDjGwJ/FgyMzbm2ZDP0XfxbqvKpVndeW6vigDozUVWN/FtSrOlhtqNY/oQPFiroTa0YrpW1aravOVvrdfRhBkT06rlbjelW3FSs6a1uqOqvV4mVaaVi144NaHJn1Y6oa16s6WJ1VW9uTnLVuvRiV8gFt1ffpNv9csmu5NuhphF+HoZyxspYqM34/q2q9on2DNW1W+zN9HtYDNuWdsmey6rxa1UV5v/Bv1WsUUR+WwYdmMd5XQ7p38Ea5ho+N42No1RjqvZ03/d6vAbBhvTD1sY9yzdZ38851Ec3po/RtvpbXbLydsdG7efCN6+FIPxt7nTR+2YZruXzLnYxVPs/0Fd3YqX7W9yrN/e/nG6N1WlaJ4y9Spo9NXWRu4rYwM1M8UD5AbFuorTPS38/mbkOz+kGOjk4TW8u8PcAe6WNzt0C8kz+1itUZRouwpbsH6nUmN3WzTkBrI/z+5IvpXQeWeUzs/EIalT5noqhPc7S0lbUiqMzw0NESm9Y6373LKsecNGqVebXYm3bAbJNDe8ac5BE3qZQuo7dXoT7N4bd9AbWKtdOMlops6Xbje+hY06+2OqO/vZctr9tFs/oBTC1G7Tw2nmRvNyBw/1QTd/NqhupbrmHza17h1Ns2BLaOOHw0SJUNqv/ldjbtWgsac+hY0+toHqL6lmtYf/lOlIeoDrwZ++43ccdHvuQv9rSYPNb0PjQNKm++iq27t4NEHDpaB4lA5tj31tvY/OpuToxcz5GRphsLHWeQS9nYE+SoOKN+zyGHnwzhFivG3/T32kVp1Dla2so6LMZb1B6amcaEdeUDTteP38/Gnh5M4ziTW7tYS52pwxtYv87pKe8/7rRpKrNU3/z7bH7ddk7MHmNgw39l98Y7OVC9k6Nv2IgeKdHbm/r7igiWX+Uma7HxLJV+w9aeLnR2msMvXsdagLGPsPfwFkevYneNT9VQrw4gw2NIY46p0kZ6AWGO6aNFNvY67cNlI1POCmIdLbG3/Br+GjAkvl/uUkRj9KVI+QCRQs+GNRz72IfZu+ldXN1tqNePUNxwLa/b+HnGKn/N0Tesh2MlNvYIjZkHKW58N5dvuoOx0buZvqIXe6TIpl6hWfkgUyOzxNY67Q2Xsr4n+AK2HG2aPc7k8BccXbPTVEr9bOyyNKvXc7QyjVVF4xqDvISNvYDdyU0a86TWqRSFS3q70MY0921dS5cVGB/h9ya30tUFrShGOM9ZWvaXkPIBaEzzD/2bWK8WdI7ZI31s7FGsRBQrjtbEGmPjQHenOTxYc+Nnm+wrltjUrVCfZbI8geq8a3exyIYeQCyHj846NydtUH3LXrb++k5O7P8gOuY0ZlbvZe/Fbo09cLTpD6E59r/5WjbufqWfH+eaYI3lgWNz3j+2QfV3PsuGXV1Y1nDfVMNbVeYYefNVbHndLsQ22d//VnjXf+azHx1zjhamxaHjdXe73Db55Fv/K+t370Ss5YFjD4EWMDLHJ377Djbs6qYx+kEeHKljdZ6W1ijrr7Cxx8UedOclYIShA36sxmOu31/369m7IIgyVLNOkzzW4sMjJ7CzR/nall4uBuTgx3jnoRfT3StghK/NNP2lywajv30bm17jFkrxhoan/05zqp96FdZrpCONwBoOHa+nZ8pbb2fjznVQP8J9l7yIHoDaPvYe7qV3XYwaZc+YOsvVWMQHKycwjaN8bXMXXRKhtY9z9f2X0LvOInYNh481vatTg9E338aWHd2ILXBpZdZpujV2Y3DzLqLmNF8bHENVsVpnpL/I5i7nUnd4tumsYMxQfetfsWlXNyLC5NScm2t9iMqb93LJ7h3E2qI87tpoD1g+XJ0jpuVjJ7uTVtXt3dNKOLHqNYpZjaHOZ4VajbWWSJ3QpyN1pylSjXV+vKwwpOMeuTbkOPTmyIAKw1rTL2iZPTpuVQ94Cbcxuk3hbTpuv6jD7HGSoz2YaqakpP3FklZmUyGzpeq1fl6q0YNaZo+OqaracS9dociAlkp9ekPdtVytaqyzTrtQn1etf0JLXjtgysM6WNynbtTHdU+QEAZGdLY+okUh0URYHdey2aNjatXaaa30m4x0O6DVRktnK/1OG6dOy3klgzqmqo3qpTow0vTljOkeBnU8jlV1VkdK3h1eIi1Wmq7Ns1Xt9xJVhPFawrqOFlHESf2lStPNl5cQncQzp5VSGiJruBbGr6kj/am0XazOqNpx3SMlvaHhxujAoNNyqs5otS/VDm6rzro67LRW+1Np3mkOYo11TMuJBrWopVJJKw112umwnnKVYg6LgdfYaKwJLVKN1Y4Ne40Hnv6gZtDpF9W/o1rXfaU+Ha1bbexzGj2tj2r/wIjWY6tW61oppddOgoZovIwOjbe0Xi0pMqjjWtNBhnRiQXusei2+1rVa7NPKrDpNe9B6DJW1XNzntGVxTYd8Paa4XxuzFS0hWhyZDqojLVP2dCttl6MlRR2pz/vhSDWqQ0ErVtqnM0FjVBvymgw3ChNDbr/PjJRU5G06bid0kEEdV5vQ5EalT2FQa1rTQYb1gDp6VA4aNwa0VBpwdNJbA9Sq1qt9ju7aljq6W9YJVW3ZMR1ONK1F7dtWdNrNZL/POLo767VpXvMlg0NaLo1oQ1WDZgzxdHe2ov0Yb90J1qKyo7tad/QyWInEaeSmq0VPdx2dHpIhrdl5rVdLjn5br5mWK/05NaM39Kea3FKw6syOJGcDnk62tK4jRW/pouC1xWHpBdrbTNqF4DV7vv/9xms0jQ6MNNXqmA4yoG4JxjpRDtavuo6UIhXj5jpYmqw2U5ruLVEtv84Suit9Wuwv6UjdL1Tr14iO6R4ir1nz8xq2jKo6i1mg6SWnfffaWTDKUFmv7Ku6dW3ruq+YsRqNhX077dZw0IjTp6OzgZcIa3g2M29oojSvV7QvnNtDZS2Xqk67aMd1KLG+OauA1qs64NepWz9VbTj1ZHK2ATo07q1mtq6jfRlttxS1Wnc8RLFa9w0Y00EG1SnQG0n/BKND4+FsbehIyVkqRSSjOR7TtyWa9KKO1J3GPw5axYSwuf2wVI2i/NNjs4vylUbh5y7oPg3288yBu+3q/BM1hAGQFjEFFwVdyNziIRmixv6X8PGeL3PT9oLPKODjAeJu90nQCPo6/DVjhBDI0xLSHolVH4MpTm81gQsqKuHGYpzERspGnHfgJHCjLmWWu0UmyU0yi3/mQ76kt6uNL861T0QzY0Da3+CYCyTxBb2/ZjbjQztKCFMRbiGmgV5bQEHdOGOj5OqZhmr9by0iIiQtX+eBNZmOhzr8OJG2M/iexkAhGTOb3LxLqvEIsVinWfbOyKpgjXuGBWtcGPYoMx4hpJFIunbcd982LNnwJTnkcDJQTfd22MfZIMUh/Z1bqi4WanbtJnH7wi3gzB6OCfHgfMgKkRAC1dO2EI7HYn2Uhdj4dIEZp3yXlSiTyUnS/RrqyEZ3ECvpvla/Rwix20wSwy+kSg2bx6XRTGM7suD3ZqXERzZMcst2625BG2nro4+KmCEm6Ti2E6jsreg0NR4YWp6WR1mcgKauttDrbB1Z2tOGpIG++xaqz26TmcMw38kzaYEtJP6SqEuGENppgw5NM/OvKa21yZyQngFJm2I0ExImbaqnj8mt73ROkxvm/pxIQ6yQOSPd+WHDGWTUj1KIoRl4SuPXeWh4Opfq16iQmbIg6ph07SAWYoNG4E8UP/ZhbDQ9J5M9pL78dByz4ekgPceSsQhnn7pxVQmlh5jEmfM0icUZP2UPq59DEZf9y5DuVzfvmVS0fr8k68GPgeKy6iTt9edOGubNpAHaM313ffLlqe+fkFkjvh4buyxAfmwk066w9q2ksUrTaCI+SYmnYdnoMT94vM5SYNWbnpOF6D+7FFkFT0h9KqGQ+gmwMsaVhYju43/ETTsK3gHd+JAqzmxjwg3qTCyhNCwLmCQAq2cSQ3olnLo6oQ3iGVghCZuhGB90W1OuSF3KKcQTzCS8DD6uU+wOCFwsLxs2ESQzFELlhHY5+hbTdg0ed6nHbRzP1vqVLJq6sLp33UK1EmOIkswtit/SgvvkHdhDeA8NIXooUGDhveE1/vALNblN4sVRF5oi2XwtRD1DmjYq5SBDSAlxMRgjv+hFxBFbzySGMTKa5hhNNq+0kmC+QuznydXvgmjkTGIOpwZ3WS0iZNBweW7DlY4QJy7N0JBlEp0TllvHIaRIC02ZC1ycPGy4iOc2thFIUvJlwvFEOPNRZMXTCyXkLLdaSA+yTNYosJg4HDaeVlhJgg+H5iQMUMYbyYR9HDLIiCvFaESIIx1i5Sk1hk2B7un3cPN2EsbCleMZGM2kYhOPi8mEoEnTiqVZmwLzan0oGUuEuAxNgk+55nBjNDmoY4nSjiXnhwu4HzJPOXrnB1zxjFEhUTokadQkzQEc5tUml2pC2r0g3bqg09k4mTGxI9NiMepobSIceBodQRpCSSKCKirQ3pSmkYbjSSBlOAMzmECS0SwNwuz4SFdCFBgxQpgW49dMmsoVDGrUMzGSrKtkeMX6DDkhvqCPUxv5882npFMN8ymeaQthnlqZS2KRP6t8ekYfBsb1OT0/kqDffn5F1IfA8ZEJNMsk+lXox81omnNZfXsFd4bbIIBAwi8QmFL/vkomLW1GkAjZjsSPSTYkDX69urBShpCyMflrjQ8X528mB9rg2+/CLTsG2ilAJB2HQF/SE5GwXmMJfQ80LPAcWUZ4cVj1GkUgIxX5/ajps0QqsOF7QFooqdrM4jRtRUMgkppsoESCCsWEn7IMDWm5CZ1PJBv3W6INzUpGbYGeM5vaKmo0I0nOo6xJ426F/tPysZIkYQRDZxKJJSHUbtMaCVKYesk3EyNRJB2mjPQXpLIkxpNktKUBIVu/P1iyWsFEMj3JuAte7s/O0UIpKXn5JPNphdhktIhh7HF/Y6Fd65CML219zyGHnwxZLUlYfu37N2v1SGLeJZotSFOGpgHqs/s8YSxRRGIsjlFIDixoOxRdMohsAkzxh3zQfJLuk8z6D21PNXQZbaP6NGGSJh8I2slwSLs3jBOkF+6bBXTAaUdix7gEfyg5yauZPR8OVrfdPQPnrS9Bk+TCE6XMCmqSc0H9b+7dlI55HVLCjDmGIDxZMNt+MkIdbWdOaL+6eSKrOc68kx3TtjnIrKHAoGfp3sLxkAy+mwPX5qdObbpGg3Y7W5d47aHTNmYmARKaHtqhBH1x+zqx1qImaNoWtjltQ9ovv+YDg2J0gbUos2eArGZPwqGbOdeshHMkjEeq4UNdKDanqQ6JKBb0NXMGZK154TxuW9fJXsyOY8bCmDbLnyF+H6rBSGbdLZwo3+6QOCNoErMa1mR9JE+9ZlTBhZrzZ3P2DAZaWAqZaB5t6yK0189Ntg/fP1s0ik5iIRnsEPlcTdg8vgumlQZGTThxmxl4UukoKd3iVNa4DWOEFsYRH88wivHZCsTV6TRc2evlbnITc2aQZCFdyGFBZtrgZfO0HeCDfAbGElTXJOaKgOqKKaTEMrOw1NelahxX68fBJLkuBXxKpFBeCCualUoTLav65OJZhtwv7kQiC9qGpHvtS8p4djBbbnb/RG2McyrdBilJk44H1WqmnyY5ej2jLr59PghqkKjUj2cgVqGOnEnMYVEwzpwplra0aYm2IWWogpYeQIPY7veGSJRcyEszh4QDE09DBChg1O+isO8SZgLUB7Q3Fs/cGYyV5FB2hox0n4VDDg3MaHu+XeOD8ab1u/yxyTt+vweXm8in9AwsRSjbIbT89yA4RzhmKhPoOLxK2k4gU6ejycHMGawveOtPmp/daRiVOKgs3YEtgZHPpkI1CTl0l+zUM1wZ87afJ5PJaoFmSESGVDiNmNNYZZmGoOlLUkFnmLxsGUkmLUnb56CVjh1ZjZtrYGBsQ9aT7GUEicEFo9b2Ol2nAPOU+Hlx5vwM7ZCEoU6TLMSAMX7uNX03qT6MrT9vk2H1QktyrmWY5Db3qlBGNuB6sua9xQ5J1pgbg8zZKT4UG4B4i1+mr5qU5caibWz82LqA2eIzwAX8dO+F9gfLG76/4vdFMFcnlsDAFEL7PIb3gkIn0T4Hs7b6v0GDXWjDVUnLS/gioBC0lFnhMqCFMZNgAYFUrb406AyN4hkGXaYmKcfP8TsZf6Wh09u/XFjp+c/xc/yc/nRu+88knDUaRUi57DMFIrKsMnP8HL+T8eH09tRq239w5tv0TNa10vOf4+f4Of3pHPqzGqAjGMUs9/90JmghzulKFDl+jt/J+D+pnKXCSu+/5dR9JmCl+5/j5/idjP+TylkqrPT+W07dZwt0BKOYhdOVBsKiyOKERbKUcnL8HL+T8bOQJY5P1/TyTO+/hXWf7PMzCTn9yfFz/Jz+nGum646MDxJFPhSNn+iFE5/9LiKn/D3Hz/HPZvyF30OZy4Fncv/9NNq/XMjpT46f4+f051yCc+4yy3InOsfP8TsZ/0yXs1L1dirBXun5z/Fz/Jz+dG77zzScVZdZAizk9J8O/nImN8fP8Tsd/2SfTxd/JfffyT4/U7Aa+p/j5/idjH+yz6eLf67Sn5WEjmIUA4icvp/CUp7l+Dl+jr84dNr+O9PQaf3P8XP8TsZfCJ22/84GWDaj6NIOuYDnGlIwKcApAjrqfPq7fz9OfsvgL5iLdHJcupzk94V/aaXoCgRJxMap3wGSBotVUF1YnW3zUXDp9eLkJffsZGDTLgTwbbWqC9p0sjE6+/BPJgmejkSW468sfpjz1bh+FqM/T9mj/sFCQq9tL6eBpMN7qooNOL79T93/Hgfr02WFQLudvX9XGn+l13+On9Of5bT/bIDlX2aRCNRnW0J8FpAQbV2xIkn2DTdJgpU1ado1n4onyX2ZpOZpT5eTjeLuUhFZkB9zxy338xePKBFCS13qJCsRwgX88bs3cVnbhCpINjWcZFLeWL77tQe48sv/iiFi3sREm7dwz+4LQA0ihfSQgUwqPoMen2L37Q+7hN1WufgVl1EZOA+Xs9O0R9CHtI8hZc9ZjN+Wtk/TG2hPZ6Pl+M88frLWPay69bMI/UmIfEiJJS3QCJcTFxCXBtOdJeoESDUkWQz0qeOVpM8CkH/mjlv+jr98WHxmqAIvevkvUxl4NiHveifv35XGz+nHuY2/0vvnTK6/ToZlaxTDwCs+rVRtCGMEIxFXTjgm0UqdT/SvwUhEFK2hUK55bAsTw4hEGFnD28eVNAVcNr2Sm+kwOanqOcYoRBphrQVjQNdgNG6f1NBWk+GLNSsVPEb1fV/lHV/+MbG49HdrKBA98iO+iyQpgMS49Hxticmnp9l9x/eITQQ2JhLDQ1+5n8qMX6QhDZBAlGghQm5qe9bjZ8EYs2D+Tg9y/Gcef7Wvn8Xoj6uowSdLESIRkTwLc+UXvbAoHCwbzBr3mykMM4H6zGshlWZ6KIjxfxWQeVQeo/L+/4+/eNi4dF1iEFqc+PJhLr/7sVUxfp2Ov9z1m+N3Nv7ZtP46Gc6Mj6IalHkwX2J41zEqM4rOjvDgriEOojSrb+GdWw+gVrF2mpFjuygfBBhnaMcUo/UWtlHhGzvfzrg324QswRAYOuO0xUkuxghwEoCVC/nD976Se971Mj7/3pdy13Wv5J7rtvArgfNP8jOasGacJKGK6KNUr///+arGzP/iWm697hV8/t0v5653v4w7h1/E8xEvkWQki5CHUx9j3x3fRoCXv+Hl3HPdK/n8G5+LqvKVzx3j7/wQJ+YrDBabKEdbPHEO4J8cliuR5fjPFH4HrJ9T0J8JNcyMvpl3bq2hGmN1hsrUdobHBKRBfaqPfdP/htUYbd3Mq7y5QXy5IuLcYiwIEYk5Qtfw7a81+aoCv/gibrzuFdzznpdz19u7eFGk2CNNPv/4ahi/Tsdfwvw/DcjxOwX/7Fx/nQbL91EkNdnY5jGO9L+end1A907e0PcgM01h7dWT6Kd2OOaMLl79+iJTszNQP8Gx/jeyfR3oulfxxtI3mG16O9LCelSxNm77DiAmwtoWERZJkmJbr1HU1B9ByPgYBikj5rv3neAr9lnYrS/mC0Mv4PmQ6LrFaxRCQntt8600MP097kWwm7ZyTS+OeezazB9vPQ/i7zF5nDZnB7WxS+tuAKsUZh4++/Ez85WVwk5XIsvxVwh/la+fxejPdNPS+7uT6E07HDNJF7t+o5/jjTm0PsZfTm5m/bpCYiVA1PtLu70P1hFJgTied2309OPRR/6NeXk2b3n9RfyS9drLX3ghf/jS5xDxb3zzsXjlx6/T8ReZ/6VCjt+h+GfJ+ut0WL7p2ZtwxUaY2WkmN22kW0G1h96t93OsAcY7iGJjhAn2XbOVd13VQ9w8xqFNvXSLINpDz5bDHJt1UrtC2ySLqG+uQTV8j1EsRh7jT66/l9e+/yvsvv5/8dqbvst3vBZSUc+gZk3ZQQX9JPdP/TNiLuTNzz3B7vd/hd3v+wqvff8Rvi5ueAyCEmNQr7lw6mwV+MfHfwRxgYuf9zNOyaACEVy24ecx5jzmnvgRiL9443HAuP4Z4TuP/PDsx0/mL2X+n46PR46/QvirfP0sRn+O1423NCnCGlTH+Og1m/jDqy9CmlPcXzrGB0yEmGchQ84lxvj/kzrCf6Ioxv+z/PLrt3Hgukt53S9YYuNw1DzO7V/5N1TXcNEF0cqPX6fjL3f95vidjX+WrL9Oh2UzirF4fk4E1PkMhksoap0jqah3KDVfZFDeS2/jJnaqYHQ+MS872d01SDNSe1tjTcFPUngSYf3kx54PjFF4dIZ3vH/hgYCOAAAgAElEQVSKB5hvm9DUAV68QvFHfOtRQXmEP//KDwGwxMAPuP59X+fOx9wTo5FTTBZSx1iLlzKimIvOf046BljHUGpMpC3PXLp3C+JZZrEIFqFw9uNnYLmOwDn+CuCv8vWzGP1RE7SCglLjSvMhtszezC4tYLffjH7m03xa51H7b9Q3/wlX1pwlwasqQVMSaWRN6g7jhVZHCSIiQHmc6vsf5CvaQrZ0s/u5q2D8Oh1/ues3x+9s/LNo/XUyLJtRjCAx29ieLVw2NUUdd4GlOXUZ63sAsdjmJxiQ97Ol/gBXrfPEvGsTxaPTNNWCzFJ/sMSGdY4IC7RpFIOvQZAOnGTw73jhBRZjL+Rd730Zd1/3q/z1e0r81vMBHue2r6WmaiHVDFgAq8Q/+AEn1BF7G53PH7/nFdzz3lfyrk2WiP/Dn937qPNHVH8wWH8C4W5pF3BMMEY9Q+xuXoq4SzyxuFtVzvldUK+P1HDISHz24y+AzvGNyfEdwupeP4vRn83rBNRgm/sYkA/R0zzEO7sdI2gQ6Oqiy7dHFB6sP0Qgi+6CSmqJcLdlWoiCOiKSMpKPf5tr3/cPfBXgeevZv/sChNbKj1+n4y93/eb4nY1/lq2/ToUzcJnFMW1WYqSri82TdzJet5j6GH81uZXudTHUb2Rb9zd4lx7mqrWkWsTuLjZNfpYvNAzSHOeOw1tY1xMnZWY1igqodb9peABc+tpX8vn/3stl/pnys+ze3c2L1NI8/l3+ERKzs4uD5n2OjGLO/3kuMiD6HH5reDOXeib00tdt4qUY5NijfJ30LFAb+zqs01aIY3i/9eiPcPZwZ+wGS6yamtzFImqI1Xk9Jf3Xsx8/C8v168jxfwr4CmDDTKeP/PPVv35OTX+6usDOVXhp1wzX6b1cc7E3H4vC+DBm6GBKH4i5pGetHw/fTg1aBtCWohRcSK9gxhLgiRNcfeMsc0bQzVu5e+g/8AJw767w+HU6/uLzv3TI8VchfsfTn3MDzgCj6KbDaITEO7l5fAvX9ERI7zVsrd3ETo2offwqJuVP2WkEiSLECP2VJqKv5ubxS7i212C69rJl7EZ24WIXhaC14NaMKG4yMbh4aDhpAYvF+RyqOGk/IiYSQawhIkaRDLeX6bI+i4ueN4/VZ3PRc9v4UkQMVsVrE10bWklAJncD+/kXPguD0HzkX1AjyYHz9WOPoJHwouc+Oy3TSzaSMLqW/3Dhs896/CwkFxCe5obL8X8K+ALqfXHDfkv3gemA9bMY/YGJj17Dffwpu2QNJjIYEQZG6+iOGxnX7Rh5FiIRv6N/wY07LKoG42OkiihWDc6pRb1lwiTxV3Vmmtd+qsk3KcDmrdz1up/HmcFJrRgrOH6djr/4/C8dcvxViN/x9OfcgDNy69kEqhhZZPtNjnO3MTftAAR23txy0rhVrM4T2xaTe9e5ydt+I7G1tLTFTTu8P0FoWvb2s4AUTPgRAe7//Jf49euP83dEXvqPwAgPfLXJCVX0ec/hF4kwPrC2GEmIvZMgfpZL1/8ckTzCB+981PfH8I/3PeT8jJ73bF4YKlTlPAlmaN+e7hfwUtsimjnG6DEvnhyf5UMPCjEXUuxtH14xAurU3LGAXf+8cwq/E+N4nfX46uUvQI1jcJwUnsjzCazG9bM4/bHsvMnRnZbGWOtuLx66ugfB8KpbFLXzqMZ87eq1zp9awPk2OdOyEUAiV78fHwG+fe8D7L7tO6ARF7/8P3HP5Rd4oVT9AdgOKz1+nY6/KvdPjr88/A6nP+cKyD89Nrtoj43Cz13Q/RN+td7ynxJGCabjhW+q5/08pY2ByCoYTcpwv1nnD2gUl4XFSRsSGdSmRPjrd/0Nf3JEnJ+BWIwaWsSIRCjP5b9dt4XLCGUJxhistYmGUgGVx/jk+47yJYkxRKjGqECBAgNXvIxrN3jnVgFjBJuRemJaRDPT/Pptj3qVdQFRCxJz0cuLVLb9bDIOisPXENNRLBDDzMw5gQ/L32A5/k8D3+3fL5aFHbeCFm9AJ/c6i66k7h+rd/0sQn8CV5f8mO7nkF0pyd6Q+CP6Syre+hCLo1MmKtCysdM2Pv5trv5Uk2+pEjsdI04D4uiL1YiXvellXNu7Osav0/F/8vwvHXL81Yjf6fSns+H7j9eX9N4ZMD2TMHhCy392t4YccU5zJxrJ3CYEIsWrfA1omhtVcQ6mIeCtkzD8JGWUjJdd/kpufPm/d2YgLdAyIJHBXriWT163kcvUd9FrJm24Gh3aLWC4gHe8dzMvi1ybDREGYdsV27h2gyX2fkgCWDuPWM9kqhJRgN7N3HPF83wb5rEmZtsVr3SLTNs1oBq7L+oPK3TN2Y/vQbVD43id5fiOyZrgrlv9VN9/J5W6QUX8nLr3V/P6OSX9kfQl9WYuALGaMomuQNLQN5CQRsHHXhOsjRMjh6pivHYyEoOKQWlh1UVUiCROBd+VHL9Ox1/C/C8FcvzViX820J9zAZatUYxxjJMBH5bCei2gJn8Trl4zt5a9FtAGaVwNLVEKKliJEw4/QFsjvfrYUe1U8tfgV6QkOaSdciGrKUjBsYGR/6Jtpu4Yz8gmmgcymsjYSxeChJMokXyc42w29VfIM9vC5aIOh5kVxejZj78Q0nXw9CDHP8P4CrVhYdctQGkUe+idCC3C/lvN62cx+oOIYwqzVgsgDcbl+q8SmMeEE0SN293q93/GGOKhBVogpBB0+WOz7TDeXbGz9+9K459q/p8O5PirDL+D6U+nw1I1iss3PYfrgeK+ZE3FarK5mz2zpzEuWbfLpiBJISalwpm/4T1UMYXIaQUD0+aZO+dLpAhRyth5iINGQL3pWDUtN3PYRCys3hLyvYaFFbLAiA+8mzKQIcl4hlklLTAwmGIEa22qwhb1bPLZjZ8sNknxnw7k+D8FfM/YoI5JEixY4+S49JXVu34Woz+qIBFZE/VCOqPqaMyCMwPLvPdZjEBjJCo40xUZwVXjzIHk7klG2X6vgvHrdPxTzv9pQI6/CvE7nf50ODxzpmcTIp47X8DEVGzCJATwDJdEjulTaVsIWE1jlvm/GqKqC54hVPfZugspmmgADULkQmSEhSfub6SkC2bBpKtvtpM1wppwTCca8kI7c1QI0uk0DmmycbcI036mMSDjdFwyEHotogne2Y3fDs94HK4c/9T4EvalJ9Jqkqgvbu5X+fpZhP44JhGnXWQ+6TOEA4qUxqinK97MZFgD4vyWCZYHPy4CXlCMCHHZnGZzPik/HcOVHL9Ox2+HVbd/cvzl4Xc6/TlH4AxcZskhhxxyyCGHHHLIoZPgGb3M8kyDiLRx9vn3/Hv+fenflwud3v7lwkr3P/+ef+/k78uFTm9/J0JHaRSzTqRnk0NpDjn8NOFM7ZuV2n+rZd+vlnbkkEMnQU5/Vi8sVaNYWPyVlYdwFX0hl59DDjksDgv3zcn206lgpfffctu/XFjp/ueQQydDTn86HzqCUTyXJiSHHH7acLr7abXtv2e6Paut/znk0MmQ05/Og470UcwhhxxyyCGHHHLI4acPHcconmsR0XPI4UzBmdg7K7n/VsPeXw1tyCGHToSc/nQudByjeC6qfXPI4UzAmdg7K7n/VsPeXw1tyCGHToSc/nQurH5GUUE1JsTNdjx9NoimRRe+H54nn4M0EHJJh4/WZ3Xxz9RlacmWlZZvsfrU37LtyDQw85ttR8l+0faHLrBviuO+LyzXxQNPc2i7fro+ZN9ttfc3C20dsW190TaEp/YhbX5aP7RQ+1S8VAIL+K2k/LY2+4Dn6dyl5Sytf3aBtGdP0ukccnga0AH0R2kBLcIWiDPvtO3nNrpx8vYn7+tPeGfhHs/SCA1v2kyV7b+7cltJUXFbWU9tb/gYZ8toe7m98WGM2rqcPMu2pZUZ6/R5+r5t6//CcbPESfueQp8WzGl2TJMg0pptTw45rG5Y9YyiBUR9yj/FR00PkdRbUHs7RiLECEaEoQmfQQWDFXw6P+uTJWRS8hnbFpVdFKzMu/zOgVB4AcLldzYun2zI7oB75v4CmmaWSQ8H11brCViaWtBndZEWIbuLhhSE+HYqSMj6IIA44tLCj4EV3zaXT9blmxWQFrEAFEiSorcRsjiT0zqTJ9v3xaUujD0Rz/6WIbIWPxcuLyYUUBODtNoORxHx9fplZn12C7GujQJukAsOR1p+0GxS7+L9c+3F14UfP0VzXjGHZcOqpz8KQgEohKRVSQ4Z9dmkNGwNVzFi1ZfpyycV6gRLLJaQMUMJKc0cgxMH0qHG59kOY+GyVxl1mXHCa+JpkGL8PgW0ALHrV+TLCv2UrJApLd9O6/tk/K72fRJSYRpQYiRkxdFM32Tejbsa/6oBKRBlmD8NScEU30eTtMW1z42l2NDbKOmnSMuPjqPrWEezQ/Yul0OcJD1cGCvRVX/85pAD0AGMokvHFyOIZ2AckRAs1K5CdsGYPonamNgeQHe+g3HriFPkJVeLopG4T0HsVpNsVBHrEoSzxlFpyTA3GFefdayT6Jr2dIPh8JAIaRtOnwpIHA9jwDF7Vj3RBNFCKmWKuN+Z90TdMYaB4KkqKlAIB4hI8psjd8bVqJIcFHEgTp4pc/kso4zUbNLf1BNnn9tWsC79IaENxms83AHo0p+ZJE2SIUK14FObGYL20M1Vy7XfSFJWwWsgRcSPieIOO/GHUGtJ/UOMmzc3SO5Q0hjJJvzOIYenCaue/jhuzjM8XrRTp/Fy5bvUgqIxMS33ohHPqJAwvSKSMI7G579N6g+WDjWOkQUQm+xDwS7QS5pUgZgIhE7w9eIeRI42uXe8lk0sFiEW68e74OkWnvbgnqukTJxESVvFFZqUFcAJ4G4cHd/a8nQipGsTxHihWSBKNIPGaQ6DYIoBExMsKCKBPYwwqiRBREzK7FpiF4gYR3+TUcomM84hh1UOq55RjLCeCXPEzEmoijLH6Af+nkr9JrarIwTCLm7RT7LdfJGhUpU6BcBycPg8StVRyrKN/U1HxO1chX5jkKEJlBpXmm1UmzgGrD7KgAjR0DgKNEeLmMggpoCYEqMPiWe61BOkCYakRLXpBNZmpYQpH0DFUq8OUDCCGEHkJYzOOWZpfEgwRjAmwkQFoqFxV97cjQyIOC1F1E91zhGc5v6Xufclor86hwrEc6P0G6EghkgGqNbdWDFRRmQNBYkolL8EOs5Q/yizWMcbuk7R31+lQY0hGaImMTL3CQb699HAH1SBgB8sIxJhjFAoT2CkxnD/jTTCYYOB+iilgX00pMaeaIgvUkAmypjyBEoBaeynJAYxEUaGqJkYGhUG+osMFAxr+qtUh5xmZmiiRUQB21y8fzJ0MGWoRYAYK+EIy007OSwPVj39waLMsH+gn9FmBNJiZn+JbdVvOkZkvOxojzmPl1UeQhnnbTLMQQw6MYgZHkeYpto/wGjdabyalQEGqg85fmtsCFNYg8gaBvafAGJqw0Ik5zmBMhJkaAJB/H41GIlYE+2hhiLUKEuR/U3HIjWr/ciV46iOMyTb2N9wDFS9OoAZOohRQUI5RhDTz+icY6oa1QEkEkxk6N9/wmlG66NsM2uIxLixmQs6W6fxRCcYlm2M1t1wnBgtYcp/42jzJ4pOE2wMYgbY33D84US54Gi2RERSQK78gifsVUrmWYhZgyn0U206Rnxu9CVEBUNBhJeNNFAMjdF+jPkZCnIeIgNUfVzjRHsrOW3KoXNg1TOKqPEaJ7z068yMwhxT8pvs6HKdkESENVjWsqEwTVOB5if40JGP82c7lSkOc9t4AwSaB26H0mWUNnUh9QYP6iS3jTUAaIzfAaUSl23ocRt712ewqu7f2BZu+0IDbBqh3aKIbKV3rRPWm8cOc+nmjU5rsOvTzMeKaowd28Rnx+awUqcxNcBIQ7E6T2NfkV/Z1AX8L8rr7uBNdYtVRQ9sYe9HawizNLv/Jza2WHuQzXccoEmNd3T9FW9oKLEqcW0zez/+RWhUeMkHNjJrn0T1C/zO1DT15ixHJ6+mNyogRhicAOpHmdzcTRfbuWkMrh/dz563KJ+ZvJa1ZExTjQr912+hrjGxjjF4bJZ6vcnRyXfS7Q+Kci0mnnuQ+7duoKs+y1RxEy8CZmaOUdzchegYQz1TXKctVOeJa5ZXD/0NNI9xeHIrf2THedv91zB1eYuJssFoAdVx3t5926L9Kx89TgO8aQcgSsxZuWknh2VDB9AfkYc4fmgD3V2gFHjo6GEu6V2L1kco7RIOqKJa54o7PkrtRJ3ZUi9rLTRnjlPc2I3lBMcPb6an2/Ge9elDbOrtgrlRBl4jjMexw//shxmTORpH+/hYw2lR65UBShu7EDvO27uP8R6NURszXyvw6uEJVBXD/0PPOmf/rh+7n20b1iOiCJtZ16WoKnPHHuCyDT1YGed3u27njfUYjefR2gau/vAEaIMTvX+GWsXGB9j82XEaZpwrez/Lb8w8SawttLaVvR85iPFuORHWm99d3yzK9NRhihsvRtRgXuXLU8UeuIS/Gm+A1pk+1scNDYvVmMa+frat3wjmS5S7PuvaZWPisc38/kfGgFnq3Z+mZRWrY6z/3F8zB7DzM6j9MTZu0ZrYzJ21ZqpNFiG2Ge1iDjmsclj1J6kVTVT3+PQ5ohA3jnAUdT8FU83cPvqvPIjRdfRs+ntmm02qb7mdKz6zl+7mFJODZS75y4M0+CIfv/0NvGHz19nS3QX1aR4YLLPl9r+mIRN87Lbf4A2bJ9nauw4Y4+NdvUjkJOXCrv/Jlt4uMCFCu8E0ZpjSm9nhpdDtt8Il3WsRJvh4dzdRFDmN3K5b2Np7McY2OHpoI71rnSm3eWySF3d3oxN3cLz65/xulzOf2J6NlNSicoLP7ewmMs9CzHvZ/Jl30DV2D0cqf87V67xWr3s9RaBRu4OvHbqG9eZZRHI3rz90NT0z0xwu14jjGD1wJf/v3eM06scpbVzvGKqd/43f/Oxn2frpd7JOvdHcS7z1A3cxObmXHhEiczevve8quutHOFyuOWZ2bIg/vedvODEzQ2n9Ouhaz4sn99Irwoa9h8DGcPAe/pRb2Sl+HHb+D6clnZmir/IH7JqbYaq4jz/a+RDHjvbRsz7GfvEuHhz5H4v27/JD72SdN38H309nitPExyuHHJ4urH76A7Yxw98PbKEXEJ3j6HSR3nUwV/scMvJ77ATQtVx16EZ2XryOTZO/R09B6L7mMKoxZnaaf+jvpUcNInPMHimyaZ1l7sBt6Mi1bEeBtVw1eTM7tcGxQ5vZtM5pRmeO3ceW7h44+AVu5lZ2GmcVkJ03gxWkWecIn3K00QivvtWwoecFUG/wILfyGjEYY9h+C1yyfh2Mf55vjPwlV3UJSAG6NlMUAzLL3TvWIRJxnvkIGz79u6wbv4tvVP6Ma7rXuPHv2UCfBFOxdVreZp2/l1vZKUJBCuy6FS7p7UEZ5yO9PRhxvqXRrlvY2nMxSJNjh7awfq0gtJiZPURP91qYuIOpyme4aq33ne7dSB8RykPcvbPLlSEfoOcz13IxE3y8pxsx5yGRobD9Vjb0XJwy9hoT5ZbnHDoIVj2jaDQQRIsaSfzioq7LuUL28rFx957oBIM9d/KGP/g1BKF3Q8TUxz7M3s3v4aouoTkzRWnTtbx662epVW9j6g0b0SN9bOiBRuMbFDf+Ea/bfCe1fXcz9cZu9Egfm7qhMfohjow00NiieoBB/hPru7yfi3h/mPo09w2OOcZJZ6iU+tm0DmZGP8CRSh1rY1QPMsRlrO8SONHgeN8GugQiGswc7WNjjzNtHTp63BOQh9j/lr1set2rOVH5ENG4EtsnUXuYd66LIIqZnGrgbMlzVN56DVsu3w5W2VNTWvokcc3wgeoss3MP0rdpHcYKalr0beiifmySLb1rgQaV0puQ9/5nbv/YOOFyTaKRk3mGxmOsxrTGIj5YnaMxe5S+Td3OAR+luHktjaOH2NjbBbKdG+08qjNUi44oWxX6Kg3np2gVtTF6y3amjx12B+X0NIc3rWetznB8cjO9aw2RLXD/8YcW7d8Hq99MNDkJ4RXny5RDDsuFVU9/1GBmj/HApi7WAUx8mN+/bwvd3f5mrvdRrI8OIMNfQmQXN6lF4zqVkrKlpxeaM3x943rWATrxYfZObqKn2zAfRagYUMPs/n7MUA2Za3CkuImLATVzzB0psrEHYvMkxX3TWGtRq8Rqsbdsh/o0k8MHsepowr7SpWzqjtDGER4oZ2lmkfVrFSOGyWPHiLFAg+pbrmHz7l+jUf3vaC3G2id5Uu9lb3cLIeLw0Vl/qabBvrdcw9bX7sBdfPMX8WaO8XflCTRuYbVBpdTH+h7hRPUDHKs0sarEOkaZPjZ2RUh9lqnSRtYKYE/QfLDI1h5ADZPTTe/SXWf0t69h4+7tNCvvR8acVtTqJNeug7nRD3JkpInqPKrj7GGAzV3BFD5Pet0ohxw6BP7psVld7N8PHp3VlQSb/Jf88R/GdEhQBIV+rdZVVWP3e+1KhUEd8xhjg0bLtVhnK/2KKeuYHtBByjqhqmNldLhmdbbSr8KwHtAxLTOsNVWNtebqwKhQ0mJpQKt166txddWrJS1Wmr5hYzpIWQ+qqs20L6Kk/cUBrY5XtA/RUqXu3z+og7JHx9Wq1bpWSuEintFSZcbV0ahoCRQjKqDF6oyqzrl3nQ+69lVmkzHZk/iRD2hlVrU2ZIJfuR+Tho4U+7QyO66DlLTS8GNURodrqvMa+har2nHdAyoYRUpamY31wFAYDxQZ1Anb0NFSUfc1srNW15H+fh2pq6qt60jRt1VQZECr9YZW+vt0pK46W+nXgZG62tl9Wuzfp66YGR3pX7x/o3WrrbbVEqfrxrb/kkMOTwdWM/2xqqqzVUcfQCkPa7k0og0bq9VxHfT7h2JFp31b3L6Y1ZH+otv7Cb5RUy7rULGqM6qqekDL/jnFis423Hv91YYfggMJ7dK4odV+306JFPq0MqvaHCnpZaMprStT1lqsWq/26UBlJhnHpL82lIMKBR0Y8XS1UdF+EvWuf17X0WKgl+jASF3VqsbWz4NVrY/0a3FkWlsaq7U1LZtBHdNQZ6inpMX+klZqIzoAWqo0/UiNa9nPkaNngQ5m3mns8+1yfR8YqWusB3RQIk/rSloq9Wm17sY9WT9tiymHHFYGlsL//dNjsyr/9Njsoq4SRuHnLuj+6XCqZwKC+UfdrQaxhub+fj7afYibd65043LIIYdOBSVclPJchXpDAiRhcNxLFlXx9Edo7h/I6U8O5zy4rePdADIPVdJ9lcPKwfcfry/pvVVvel4cbMIkiijoOMNRga6pP+amnfnNshxyyOHpQwhxFW7WG7Eomhx+iV+slQz9WZPTnxxyINzylrCFwMfpTfZVDh0BZ4FGMSvVhydOflELchawwjnkkMPKQBtx9OpEUYtKGpBZvR9guDwVIqVqCBafQw7nLHhhyYr3GvC+o5re2s9h5eAc0iiG7CFx8NLxQZvjJPBpDjnkkMPTAfHZjEIcRQfBjJZmFFFiH9g60B9NsoTkkMO5CuqDvqsRNMtuZAK857D64SxgFL3UL1GiURRaLkhuHkcvhxxyWCa4zB4h+weZ1HEkGT8S+qPOLI1EkNOfHM5xCJlV3W3xNN93EKpy6Aw4CyhZyA5iEydZlweYPI5eDjnksCxQDXl7fYBkDYdeRJL/N9CfEELHu8Lk9CeHHDKuiEnKV8ImyqFDoPMZRTUgLZKcqFiX4F3ydZhDDjksD8QHb7YETWHIMezyEgf642KhmJz+5JDDScH6PWF9nDafICGHjoDCSjdg2SAubVV61d4gpuUdzPPw9znkkMMywQr3RZG/pCJYBBGLqLv7bIGCfx4OPzXORTq3ruVwLoO/aoogKMpLVVP/3jw8TsfAGdAo2uTaO9Z9Sr4H0PS7Jo9s5mfr86mGZ3bBO5l3NSaSAsY7PygQiSAm8i2xiKzBSOTSb+Gc0EWipCwjURu+8b+n+IKIJD0L3wO0f7cusbyk0fbFCIXgrKvuu5hwJVtPXp5ZWF7q7Jt9XxWXxF7SQ+l08PPv59b3cLtw+TcM/Z5c5vo7XfzF278E+uPLaadJcfrxFPTHoi6BO4pKhBNBLajQSo48g0VRY7GkCZsgWNjE9/OpGYPUEILsIKS3pA3tPRAkE78x8pdrvEIztFrSQ1mSO9np92zdSZuSNqS/x5LWb02U/BJcLrNlL1b/mej/qdq/FMjxVw4/rIcWmvgrgkVz14yOguVrFK3f3OJEaBdBQsAKaiyC8Vo/g2jsCb5pW2ZOESiISkq5BESdX5CISZ1gTURLW37ptRAKWI2TgJ6q/lCwEMiPqib4iCHW+PTxSQ+t8N09NGisqHjdQuY7qqgIasP7FgxYazMHXwuN1Y0dAA6fRD1v2uoTgTiOfTtAZOn4J20/LPl7jt95+OH9he+cPvgbvpn15+Cnu35FzKnbvwj9cVrACBElxrjkaRrTEkmI36noTzjcXHctL7dKeA38wacxQpRoSNS/K2qSd1Mm1I/jwrBeCirWfwz0MehjbJZL8ygt34BC5lm6RhyqTerLwlNCkygkJvXEv9LT7uywn+xgD33+CfUndHVZ/V+k/acJOf4zie8C0d9nDFbTJSR+zk+DX81hBWHZGsXYeJ5K/QYXT9RNKjK0wJuGIxJChMt9GY4HFFouzgRWYoclbkElR0gkGYJTQDSQeh/HDH9I6DyxISGugdYZk+KrRkvH94eUMelwJQeXpETVScQ2/S7ZQKM4raM62T1oWZUgUjs1hBunlmOKNZWrs5sz/csS8Bdp/xIgx+9c/PDeQq3c0uu3bWVk/8JS1t/y1u9i7V+M/oRLJwQmEUCihElcjP6A56FCzmdxF1gy2x8RcdYLk96Mdj7TjvHBurZEpuDD57jfswel4jK6AJnboIF+GVB9Cv0KTKLDcZmdRQTlSVomxU+6nRn/7PyrBIbMzemDZE8AACAASURBVJeV2DGJofPitYymkNHM+pFbpP4z0f/F2r9UyPFXBt+5aLipdqvGoN5XMYfOgGUzihGWYDVyUq5jhFTVq6cthYWmZHESZeS8ffDhaYmCqZeUoUS9mjtRW/tAt5o1ZVtPwP13idyhIBknIQnFOaNIMIwtig8nPaCSZ+ralPzuNafBrJ0I6woauXZYcVoJQowpb68SK8SC93UKfLZpry8BC368T42/SPuXADl+5+L/pPeWXr9ZUH/4tNT1t7z1u1j7F6M/LgtvEJi8uTmzZxelPx7doohEoE5DIkk5oCou83kbHdBUUBMv8WqW5gAy7xhT5l1/jJCaxFteW+m/Gmmjf+IIY4Z+QUTgvQpEC03toV0L149Nx0LV6V+NL1hD5/044y1CIR6eWF1S/cvq/2LtP03I8Z9pfIMGzbaQrC1ZYFXMYXXDGbn1HCRLpeA/W0dUPTNkkyVhUgLkv4sNtwklkWIF6zQMXpoNBMbaIKE7ouwk9hZWjSf2GWk1gCRCK6reqBEYtKXgZ3CzWpHEHCitJCV8MhiyJlTtDi/jx6cVg8aYcNCI16AY9xmj/oiK0lyYmbpTKS5oeQpLwj9V+5cKOX7n4mdN18sBazUxwZ7O+lvu+l2s/aekP15YdGbsCPWawkR+XIz+eOrl9mvs2hwE1yBZivtumU81bDh8x2C6x7HNaFEU0DXu8NQ1zAPQQmWNV71ESf+z9MsxqJ5++baejH4tPMgXrp8ETAuxmvpOe/xQrwrEvk4bmAT1o2Jk0frPRP9P2f4lQo6/MvgK3oXDa+E17Buvtc+hI2DZPorhHiCZv9ln+Ccq4giS8b5JeP8dExJexYhGqRbCeGILiOfERLwpyziiZLFEPMndt36NP/+exahxRpGtG7ln9/MSk41IOGjEmaa8TXsp+GFbLNTqJGp4Lbi2S8R37n2At3/1X/xz0C2XcM9rn+sPHDcuQZsaTD1KjEzPcPkdD2NUUWu4+BVFbnjJeSDBaV0y9QaJLvIH4OL4p2r/UiHH71z89vUjT4/ga1AKxd4MHHlN4E9//Z6q/YvSn+T6sXjBzNk3TGDyFqM/nlmJBQq+GHD7++H7DvO7f/sjbOzKcWDcIRgZXnLFK7i219ej2nahDSPEgOFf+Nwtf8dfPmITbd1FL/1lKi95jtOAJns4paeBMbZYDD/mrlvu588fUe8TabFbNvDXu39pSfQLCokv40np1+5fIFJIc6G6WoPWFjl1/SY0+Gn2X7zDQCfvv3MZPxVyvHwjbiVHIqhGPE2+NYdnGJatURS8dKlAbNCJ4eQW8vA4XqI3jJUFs8ZJmldOkKwgnXg7kTEUpMDweEZ6J73FGJgq8T5+wdwR2f9D5f0P8JlHQG1Ey/gFeGSKV9/8TR4mLHDjzEOm4FaryJLx2/p6kkM2FhB5nJH3fZm3/+2PfcR540xD3/tn/lHC+FiMSRm35Ib1dJ3dtz/snO+J0EiY++r9VKfTd5PJSnzUvO+WtE4L/+kyCTn+2YEfRU89dJdeN55BdPsJQMzprb/lrt+TtX8x+qOe/iAu93J9tMRLRr/pmbAl0B9v1TAatCNOCxkaZzVCjA+Qo+ehEiMCUaxJIG7FMUZixJcpxLSIeJzK+77OXz2qWFVinNbmoa/ez69//rE2JtEJud7fUtyzKP4+1fdN8mePqmOADUQKcvQ4l9/8Lb67QAF7svXjXnksoV9GnfCb0C8E6y1BgdEzAmLnEXliCfUvr/+Ltf90IMdfCXwLzKOG4C1G5DXSeYrLzoEzEEfRYjDOATo6yNCOI4zMxlzNKKWeYSb0U2w/WOY1poZt7QDGGDJDHLQ382uMMbTjG+ybtew1Vfq73s6YfpJdeDOQgWDPSH1hnEQbqYHv/28eEkU2bOHu15/v/QMfZd8Hprj3ke9x/xMv5HW/IHi1hMMnxhItHf/89k2xcJNE+ij7rj/OvaLI817Ap8oX83wkCf7tIMZ6DYr7ZzDGYnmc0Tu+gwIvfdMruLbXwvQ0u29/mL+9/Qj9123h0uzNv6DtUBCJsfxgCfjt8HSJRI7f+fhPz/R88vWHtIj5PvufwfV78vafmv4ctDfxqnCDt1nhv1xzGLvvx04jysTi9CdlRd3WFeu1IMovXfBzqDzM2pcWuWHbzySM3OG7vsqfHP0ZXni+668zu4nXbjpP7YgC37m3wb3GEF9wMTcN/0d+iQh94pvs/cQc3z4yx+decj5XnG+cNi+jmrECkRr0+/+bh4xBNmzhriz9uv4Y9z7yMPc/8R/5jeee/EJI8l0fZd8HjnGvsciFL+LGoYt4vtesJlcQxF+6I8O4mTXoE/+6pPqX1f9F2n+6kOM/0/hu/aoNzIajB84rOPdT7BQ4Az6KzhxsNEIbDY6WfoMd3QbbvYvfLD3ITF1h+y3op3YAzpQgGGIBTswyVXoTr+my6LodXFE8QnM2SsrMOL14V0Wnv45wmjzOv5jKe17B51//C44IaYzKhVzx8n8H/JBvPi5kV6LTInhjhgDnX7Q4PhD0f5rEafM+Vgrf/dq3uJcYNm3hzqG1PF80IbKa9KPgTTXOhylEujDHH+GratAtm7m2B6ct7d3AH2wWjD7OoeOavpzUH/x8CpjjDy+On4Hl+qjl+GcfvgJocvcXdD7xJWoLy8JT1190/HurYP2emv7MNgMJaDLyljvYMriNKLiNNJZAfyC1mYH3Y/T/1m/knvf8Kvte8mzEX4VRHmPyQYgu/CWKF/gCrKNDqvPJZRFV5VtP/CuqP8tvv/4FXBi0tOdfxB++4tnE8mO+8zgL6F8MRAn9k+euPTn9esXPAj/kW0+k5uJT0i+1sHGro18ZIVcxhCG3WNS2EouOAvLzL1y0fvVzJAJqY2ft947q33nsR4v3f9H5Xzrk+CuErxAlapMg9ORMYifBshnFGAi34MzsER7YtIluwGg36zY9wHTDBOMDzf0DiNmFqX2KnQCzMxzevJ51YkB76N46yfGmJ2SQmqcz/8KzKPnBMZ/O7zFCeIS7/uZfgefwovNdvTHe5ybcTMweAEvATxa1d2731zFBfszh4z/AyoX81vPmeMP7vsJr3/dlXvv+Kb6u7vZzjCGWVqKRILQFw3cf/yEAF13wHMDdhkaU0vrnoQInnvghSuZmYWaswfLtJ360KH4WlnupIcf/v+y9e5RdV33n+fntc4vOJL2m16wA0+SJVfdWSVWSnGSttlUP2aRJsCWZh3nYdGYCyQJVySa2ZEPIhEAyC2KHYLDqloyxZQiPJI2f4IfqIUOHBKySnem1GqyqkqruvSUgvSbNo5NZ3ZPpFeqe/Zs/9m/vc25ZVglk2RK+P5Yp3XvPPvtx9tn7u3+P7+/Hr3ygoyl46zQFgUCMBj6b+Xeu5+9668+xRlhPWvvfzhev+Rzv3uRZdcEOpssLZ7T+nF4Cf2oMvpHj3+Vr4vm5gZ/mZxDzzYr00xGA5gjCtje8ioc/cClvfilUNEY1f4d7v/L/IfwEP/tS63fpvx9l/Tub9Sv4pQpZCkQM/wtBSLpu/aZ8JZDnGOA1sHDJmy4/o/6f7vn/MNIt/8KW78qFK2dtes6i1k8VJAuHZ7UTp2UqiNtQ9caj+BthZly4ziufcIUmI3o+eUhEtXFhEgm2Z+cEr5oUjeHkm6H8E4/c8yR/9j1wuUCmyOArufqlod7MnKedWOReVDQKsE75SKKNgsuyUnmP8t/59n9xZHyfP/8PCk5xvATx3+WWD/533v6ubbzxp0GtwsxV8O0cdcUO5J3nF1/6kzYGkf0+OONnSnKoV4HMOXzbJyVNprpu+bI4584qoKFb/sewfPkWauTIZmoU02Cdzfw71/N3vfWnAkjjTt724LV87kgvOuFxueJFLJAOq/vU6896YFENdEUg+NTx7+L5n/nVgZ8Kd5OglRMJ/tkxcrhYu4q1SPz3qN9ynL/Gw+aLeMtLi/7+qOvf2a5fV7809AEFyQQ138sY9BOadrr1N+TBdmT0OMcPfDTdUxqHZ+//uvP3h5Bu+Re2fFcuXDlrjaJKOGGoy/F9GxleWKQhILLM0tPbGKyp+fYQKBjwVAdHebq5jK9tZmRhiYYqKsssHxtioC/vAHJxUkY/xfBf2AkETFEheMnJcsVJXMiKFGCJg0ySsqSQdcqHzDIenC/1AVQd8l//X74lDu9ycK/g9z/war7w/u38/lYB90987qvfN6Ab/RM1aRcET44Geg6LmBQ83hNO6hJShIUE6mGpVdQ4qQiLv1+//LPJhefr0i1/7sqbpokctVjU8P5lZz3/zvX8XW/92VT1NGceYO7oTVRFqN18lCdv7mN7vYX0rr/+rDuOGFcjDpW/58ljLmjDflrxhohdWqicAdpABqMQPuPg+3/Hvj85xld8G/fyKne98eWpn2ez/p3t+iU+gPYY7a0W3JPW0fXWXyqIZkCbNpHHwptl363b//We/48q3fIvbPmuXFjynEQ9B9JaxfUOsOXIg0w3gMY09z+5lb5eQWbHcGOzCbA15+fY3NeHq1YZOHIfsy2Q1mHum7uYvl4pRTtbHTYpI4+iSys55vLwk7xp7DV88Y9+jS+8fwuvEo8cO8bNX/sn0goLaLvgVEvk3+uU91oMkzfNJIRTsf/pn+IXRBH9V/z2+Ca2hVgufuXqGpfjkGPf4f+SPGxkKKtRZa9xw3AIGd/+zv9InXGuHTZTVTLbhNKm6AMFRTzR51ll3fJRVDvToP2w5oNu+R/P8tHvNwCdDJGMIj0cZz3/zvX8XW/9qdYcvTd+DfU/wPs2S5OXMXr7Ekf2VvG13jNaf04rUuSalhP/yJdpI5t/lktwOMviEn5WvJmcUeNZtbHR769w850NvtnO8Vu28sU9v8C/Ji+0nWex/p3t+vWUKw4OmiK5o/h16zfFIzmOtuYgnjz5qZ1Z/0/3/M9UuuVf2PJdubDlOQhmgZDVpAf8r3PX1AD7+gXpu4mtU3dzpXi48i6m3S5EMpxk3DK4xN1XgrKTu2cGubFWwVX3cfH0nezApcWsc03SZMaCSAJr1RMmrgDiXs6+66tcpJ6Vxe/x99IuSF5LJt+YR3q98v9FAqZLJ3kC0AwsFf+SV75M8fwUr3h5IJ5FoKI/EXxunOCpEGlFHBQLrQg//9P/U/DF+v7/sDRa4LXC3z79XVSUX3zpTxQmsOJPMh393Ev/xbrlUxHp3HQvFB6ubvlzW15ESiTINsN8JVkBznb+PS/z9zTrz85SxLKQ4dp5CIQDhF1nvv48i/iUD9rx1OJ3qGTwqxv/F8NBxp2qOWrUWCErU5GCwC8d402fOElTHbr1l3jENGlOOwmnf9T172zXr3bcIowSqC3lh+nWrf8/m/Yz05hC0aVgQtEz7//5+v50y3flxSBnb3oGom+Td8DOu/F2ev7ElcGsoDiuvCtHdRXvlSN7q8EcogpX3oVqjtdV7txRzuVcNM0TTsKSFSfpDJh75Mu87oOLPIVNZCv6d8e/x7cc8NKf4hVUzPTlk0+WuVjz5BfXL/8zCmLBKBUXnbZjjtWf4NKBn8TxHW75wvdDBirg7584wV95j/6vP8HPp0ECZ6Y8Il3Exn/Nq7wix77BxIng/+GWFrnlhEP9zzG80apRBTxOJJmdFJAzKF+WC5OHq1v+3Ja33MXEzcC0ROYmcrbz71zP3zNZfwDEB0Bc3fdVjuztC/nn8We0/pxOHJ5ADP09npjPIf8ZhgfCfcJa4SkThweq6uAN+Z+f+FvedN93yb1w0a9ewiNveFlyS0lZqTi79e9s168NGlqAHXazSJEj8ORDf7Vu/T9XslOLAXA0R/H831/7j2fU/9M9/x9GuuVf2PJduXDl7HkULXtA4FENpLYCtjjEE7ASc6oWp3u7ztQZudhJM3q6izetn+LSfToly8HxHT78wb9HCw9rALz8S37r8peF9cZ1Fo6eMpnKuuUjlUeImlaiY46KQ3C84rINvOqvj/GVhQXeMH8MVBEXtBKXX76BnwWQNlAh5ZPWSFz8Mvb9u5fzlXu/y9/c/xX+hpDDNUP4+Vf/PJcSNpzo3xU3GyWMDbp++bXyQvumdMufX+UVEO+Yvs7x2oOCDt+OHnkXuIrNuLObf+d8/q63/gDhfZXS3TwVXAKY8Ozrzyma0Fl9jBg/8T2+Robf8nJ+BY94R8gI49KaIVY3OPS//h23feW/4Q1Efutv5njDX0u6p0PZ/uZ/y00bz279O9v16xVxMEvjENZvj7r11890vYaxDQeSDPn+t/jTv/lveBu/Z+v/zZs6+3y+vT/d8l15McjZ+ygae74TA392eky3FpImL/6WppoU/2VrvzM/ljQxhYIHzExkl77p13jfIASjSkamYcEXfQXv+8AlvPGlsRkhM0vZrwmBS9746nXLx+YomswrZQ4o4eXse/9WLrPTdNsBXrj8LZeF9F0AVIKPh7W/QyPSv5lH3hp5IBxeHduvfTWTIz9lJqpIPF5ETEr08XHrl0/1rPEx+WGlW/7CLh/vUf4LNpfcLI8eDCbRbO5BJlumOVDS/BOKXL8pVPUM5t9zNX+ftf3rrT923+Kdc5TXpvXWH03frbGfm6Yt+SBa3vZXbXpZuJelxQs+eUFyVWJ6imThsFursdaoClmes0puMT0GnijWjyhh/XOonOX69YGLuVyDxrXtgh/pq665vLR+FfMvDQ+Ooat/dd36AwNjGB+vOaKl8bLBPF3/19b/o0q3/AtXvuzi1ZULU+Qfvre87tN3Cv/qZbXnoz1nLEkFrtiGEsktnHHD+UKDeQp1+XNWnqAtVC0pMJ6trc/6XRu0gkpoQVb6vH79z0X500u3/IVd/vT3DFqv6euFXXcBo/vRr96ASjBTujOa0+d2/q5f/7mUAGy+KhkgbDd6l6Sck6gxM1PpWi1kUL91/A1+m6X2r1lv4ueQQ6qS+nrKPq9ZvxTFaRaAmdltTlve1q9E8wjPWMvOqv40Cc5R/89AuuVfuPJRm/yVTBCBV+V58ZzLk64rL4j84/cbZ3TdBfWU4mQt/7stFklJNGd7VFbpODXHk3tpksd/n215tGIuPMEnKXzX6Qp/2vJxUySsoxkhb2xZ83puy68v3fIXdvlTlenQsAns/MQq6hX92j4KndEzy699/56P+Xv69p9bURx4wYuQi4b33KKGUwMtb7RPjY4UQPEugW1BRGjbJQmkE+/jUhFvZtpMg2dQ7GuRK7uQteuX0yytX05l3fLJ+8h58tgcIWlBn4v6z2X/z0S65V+48mKHh0wl8L2X9tULDH68qOWCelIi8ozNIlFoeAJAUwf0cKqoxVNtLmdbXoXAQ0bIaVqw7uT4juX2WcpTQclLu6KzbBOwtgHnovwPI93yF3b5siQzkjdQ4EtmUiNYXovUTvX+PZ/z95Ttfz7EKZkGywoaeQgJ7VMQycAH7VmwSBvoSWDSJf7ISuSs9KvkFMwLaDEE4splC3nW9Us1jVWoxdavMyivxKwpjsz5tA5mtM98/Txd/ee4/z+MdMu/AOU1hG/lomip/PP49nblOZALwvS8nso78CKKbTEVvJpbFJ0q87I25Dkrb6YUsY01qNqDg33cbNevv41QeebbI539P1fl15Nu+Qu7/KnulT4TT/1BI4TGQIfCLLT++3du5+/p2n/OxcygfyM9qCiiipcQCBfWhwC0jSM8rCAKufFchyA+SWNs7ppg5SGUw7BWdIDxEr533jgixeGjfx/xvkV5TWuW0EZ5CZa6lNOXF8BLyHDjCX1zSgj+UV23/JnVf277fzo5k/Z3y5+78iphc4zuxpcbzdKpDqJdef7lTE3PZx/1/DzI2o0hfo4bj3PhBJvnihOjgRCP5uH3LMs6nHGf0/ISaG8Qj8+NRsK9BMGTa47gTl9eIXM9ZnLJEQoaHfV20j+X5c/gc7f8hV2+/PkZ7xKEU7+BnEzcM9bv075/z8P8PV37z7UEv0kDzuoMDAERJKoLFDkGrJDg9ed8AN65eJxpIXMBJbPUiIrSg6PdoR1VAkDKIAR4GMzK1Zt518bCvkeUXB0ZanHVIW1hGDnsCPzs5QXFabwOYhLFzACx6tnV3xY9t/1f7/l1y7/A5cMhQrADAUGD7cgoeaV25TyXC0KjeHrppKAoxJGoOUobzDM3m7MrH7LhmkM4xg1pkZjx1HS68mr/J3Lq34RzW/5MpFv+x6f8qaUcuJUjZKYdt6jl093b/u/5mr8vhKjmeMnMfxKS2o3CRK+aI1LK3Uyp3T7ktBYy6OhLG9UMEUmA7hm9XLs6qxY7LgS1pbrS84qXBZWmqDtt+Vzo2LLVfpc0+GdZP+7c9v+HlW75F668Komss4sPzwv5sdIonl5ceWUGMrworrTJrfWrei7LB0gYnfHLEY/RhHf68kWENYiERVVdMITLKco81+XPRLrlf3zKrxWP4kyjGABbVpQ7Axfm53v+Pu9iY+IA1AWzqYNkeDMwFsctnDdtMxXTu4hYkEe5LyFoJ/o1JzLyDmuFPHNPPs36JbZ+BZO47/jt2cpnGu6RgDpxIzfweJb1h+d6Lvv/Q0q3/PNePh04xQjtT2G16Mr5Led/MItCh6ZP4x//jN+8OKPUsNN++s0nzYXGPLZFqfB9tHlIiMvS5Ghd5HLtjGYsfa8QzsR2L7ATeshCUG53jkX1lX5TFUQdKQND2ckbgHYoE3kkS/cL2gxJ/VWngexXSaa92NZyeE6exs/G0qu1fc2YpaqKcVr7fTE+pXaV7t/ZZr/mt9OXL+oqtVc1tTP8m2fW1fGcQx1t+7EIMorzojPoSDvmVYmLMv2r3fG5g94ujWFRvt1RRzvcvzyHlKKvcU7YdR1jYwEGWq7Piqfn6YsynWXDNyH1W6evUXIgKrf3TEUgvDG2lDg5I4D5nJU/1yKlP2ImNCBGb8qpwFggdSzArhRlSxcVf+P1awD1D72ZSla6zxmOYdGhUC59/hE281PU/7z2vyvnpZTfZ/lR5lVXXnA5j1bkZxE72aaNLxzZATvdq/2milMpSIKJv0Fa9BSi9i9uoJpOvVaPbdrhPqWyhFSE0S8RdbZjF3UFpYyC+VrlODRqaCSAhwyL61QHkpFL2KyDFlM6QEx5kw8Lrpjm0qf7RfOWWF9EQ0YILxZAkNoaYwxDOZfaHfcFDZqAcn+09DuEe1J8FlatTuwZEXw7NXBlITEnbRgPlTjexea6XvnQRwKQljwAIhEzqXnTgOSByy0CMFXQSgGo1CG0Q8SleJxFpfqUmSNLqC8ogwLo1ziHFDPJRnHF4UCDX2v0s9KyuU9D+YqCpjoq4VAunYA8RqjmUTOlFTu3BNNeaEuIEJbY13hIUXDxfXAeWLU2pl5YqzVpkOI7YIrEYpJ5Ce3VvAN8d6UrXelKV16ccv4DxaiZK+LhKE7zPp1+I7LL06ZtYEoL3YoWl5Gnzb4AiTELVaKVKGl+4t9w6vV4yQu/Kwl1JT8bCc77WcSUqqDOqHd8IDM2FVJGaLMzk4/EHBEqCSDjM0Q8ucS8vC74AOEQ0WCuI+7zwY3caRwrbyafLI2d4sLQJORj31nfws1K9BYG5BwGPE2FltMToK34gHs0mJ+KuqJp3j6btkxKQGS98iGDhUVMakamYT742G7rm0SzIKvm80QBpgUDWQbuzU/G2TOOz7yA/Q4xr4z4m1gUewSPbdFi/DWAfU0F7E4REEqYYwkcGljDgH3oXwDhyQ9ObN56V2hjJPh5qWXR0OhbKzavNQLvnnSAcJrZUBaHKxXSPLKqStM9RvNmazSNXelKV7rSlRejnPdAUVWD8ziFpjCa67xpbgINA2nzD2QMZv6IICxpTwLIySAByUQDUra8lABEBJrBMTu0y7HWl8tFqFA4sRv4CP9uhywX3jRh0SdHIfMAbQMEwWcnaAkNIDtFvSOL2riyJkiD6can/hvFqQh4V6j6rZ8xujFga28avAgWDITGdmvqoGm2ojI1jGJmGrMMF8M8U0aPqFVTG+egvctSu0UUL3oG5SsUoCtqbKPvVAgeirA1+Lv1hOcTHelxRlcU+xjiMykdCBRFNE8HhaLhHqGNlMBblEp61kIupZ8NsQWtaHGvpEm1eRZ/VHsYzgY9XaNBw5y72M+I3wsNsoiZnEv9EU9hxvNqwNjmSQLYbZLGGJsM8YDgyqbqrpGoK13pSlde7HLeA0URSRqg4I8WzKhIOzXesr0GLVhUrQEB1UWPKwNJUSMY9UcSgWYABQClnxB8AoWquY1YYbpL10fzopmSVXPCVmumxcgT52IkIAWYLN1TcXgXTcRmIkUQB9A20BeRXdBsKgY2TTOaMiK4wiRa1goGQJggY+Gf7AuIHQdAkzG8ADAF8AxjHTWmam2Tsn0aiLQi8dqQxSYLbVmnvEQtXjKzB/ATwVvk80pa2gjrk+NgMFVHv8NwhYvYyg4SSi7xMGJ9k6hMrQQf0AQc42HDZp+5AyDtBHBjAIPY8wyawNC3NOplMO41aaVhNSLpAPw1aIhzwehXpBgPMIDpkkY5jptnFXUSQH0JEIaDlOsgNI6Kc8EAur0jspaxuStd6UpXuvKik/MeKAaAYH57IpBoKBy68nFGJZh6RQJ/4btmw6XONE/lwO4IkgJwKTbBLIGySgBQ4tPmWVBgmNkP82ODpKWJm77TQCocNuGMwrxYaOeSOTmOfNTSmS5QfPSaLDQ7RbslaSjVQKgjC6DJReBkvoQazYoGVZNboNFZmNk0KdASCDGTvAEt8WJ+bWVg1mlKLUcyBpBcAh8azOFBcxmBukt9Wa980vJ6Kcq6AhxFjXHQsCnRhQCXFePtC8d4ETtYuFJAjbqUkzZAufiDMzYISZ9TpzQcHEQxn74sAVw1ypAACksmXomk7mESifVPYwCTClIYn9OcgwAYk78rPt1bzJciPVuJRvke+2feoT1NGvQEHm1umjoyaFfjD3SlK13pSlde5HIBAEXznVPTJJn/Hzhk+Rsc2T0VzHyq5I2P8PVH5UaO9QAAIABJREFUp2wTl46NLmr4UhDMmjqSaS+CKELxFA9b4lp00XfLzIbKajKNRvAlCemQNurYpAAcTHspJYBnZuQggZfRF4gVJJLVOsQLEQQHcOfMRN82I3jsb9CAlXBB8K8sAdEEPk3zFYIiolYyav1cAThsABPoBVTaJNWVUAoGikCuc9zFeWvD6ctHk7c604RG7a1gpuXCfzRpO+05JV4360N0YUgHAImPSDvAoJg2T0nK7HTPoM10wWxe8uNL5bVwS3CmeZRStLpGvk2n6bkXIDa1rJi6UbO6hrbGWViUQnGQSqV9woOiPSUtMSkQJpitAzBOpmqCNjEGQHVxYle60pWudOUCAIpRCSJJOyam9Wg2Fhge7CtA0FKTSn+/mWaDnxjNCUZGRrjcVZCRj1MfE5xk7D5sSKA5yTbncE5wMkx9BYRZ9sgQ9VZOpjm0JtiWOWR8uqRJbKPMskeu57D2IDN7yMangBUmRoc50ApIpzE5yki9iccjU9cHrZII2ye+jQLT4xnigras4gQZmw79aR5gRDIyJzg3xjRiqswsjQezYzgRnBOGDyyD+xJjo3fS1AAspsczRiYn+R25jHrTxqhxB5dJBRl7HNXD7JHtHGgaaGnV2SZCZWwGgObkSNDUipC5EeqtGIAipgFtUh8Zpb4MaIWTBy5naLIRxujwGM7GdaT+TeBxrndjTJOj0+PI2ONAa93y4jIuqy8DcHj8JbhMECdkIsjYbNAsn6wzKhUqrgeRPUyhwAzvklcx2QTwNOrbcNc9jjLNdTJC3XhGWxPDuOtMDd2cZLs9C+dGqDcDCPzm/uGgtXYZI5PfCuCqVQ/abJchbjv1VjxpmHlbZtgT63FCc3IIt2cGUWjUL8NJeO5OhsOzUZje85LA2ecEyQTZ/WV7ZqFdmUioqwlKm+bEMM5lOFdhuL5iXdiOk55wDzfMZCtoWeNByXOY8ewyJpsh2Gq5fhk9YzMo0KpvJ7P5KdkIk83y8aIrXelKV7ryYpQLAigmXkGJuj4H0uTRB+Y4uq8WNl3JqDy6g6/uq0Lk4JIMXT7O3NwA79NpxuZuZPFqZXrc05MLyDR7avfxG8s5XhU/dTE3fWQKmsvM8yQPPnYSRGhOP0Q2NMTQwEYKG24FbS3y9FAfNYHW8gLbBjbhWWLpyCC91QAYGotH2NpXJVs+wMhVOTPq8brEW+6/nRkaNOaH2L8cNKLL+0cYHehDmGV3bYE/1DxkhZh27Noza1oo0w41JhneKUyrZ9U3ufb+jzLrNzDIPC0BmpPcMj/BZ66Cp5njganlgItnHoChYYYHq0izwQJzfP7QCuBZeexB3PAo2wZDFh7Z8Vm89zY2W7j/0MloBzaNaZOFo4Ns7Atfn1g4wuaNtdS2Qz4n98u8+YEPc7hxnGNDm+nXjGbjGKMDfUBj3fLeN3jTgx9lWpdZPraN+rLi01hVUWbY07vI+3SVXNvoTJurxg4DGW3pp1oNWr2Vxae4ZLBG0MJtpr8WfDubi0cZ3lQDZtlde4BrlmN/f4mbbzuM0uTExk/jNUf9YbY88DAtHuf66kNcs6xoruTTA+z7yOMdGuygEd1Kfy0AyOWFJ0M9ArLrM3hV1Ct+ZjP3HWqhNGgdu4SPNXO8VxofGwmHIJ3iur77eXND8V7xM4PcdNthRL9Ns++zqFdUp7j4/ila6tBd95BrjvocndrKfVMtmzPBXSP4NPZTrQZ9+cmFObYN9gIef9WnQx3eo1NbuG/q5Dl8qy8UOXXkd1B+t0u/r+WtLH9fdnMI5QoI3snHGu4d3vOCB7UoU6S7i+XaSfutrHbUXa4y8o1q+Yc1n1M70+9+zTUlWqZS+8sVdWq3S+1MdRT3K6qyMfKl6ywYTMv3iBaI8vnlGe0p97ncdhu/aKFYQ//0jGfQ8X17zYXFsynz+XZ8V7q+c0SeOYadY1YmtPLpfh3PoNyU0vPSNc89jWu6rLNs6uMactyOOVIaI4+Crn2e7c5uleeJlqnenjm/ynyz0aW88Kdurynb2fdney+7cm7kAgCKZtpLFB/mE6hLLD3xTqZUybWN15z26x9leKIFYAEIysnleYYnfpfXtJaYH57kvTtaLB8bob9f8TOP8PT+z3BjNdgXpa+fYc3wjWMcGRtn4KHHaPJlbrv3jVy75Shb+l6Z2qCquN7NbD16M1UnVPc9gYrHNZt8Y2gLG8kQVmjMj1CrQevwfej+93IFilDlxrk72MEyC3MX01cN6QKXl44w0FdFZx/mU/JJdkhP0FjtvDuZTeMjW5l6ANn/bq5EqXARe584yK+7Kv2DT3OieZL6b32eaz5zA7WlY8yNXcfmBw7RZJaP3P8m3jJ4lM19G6C5yBNj7+CXHjxEk8f5kweu4a1bn2BztRdlij/t7yPLsqDJ2nU3g/1VM50HSh+/ssjC0FZ6AZUVGvNDDG6A1vR9yP7fZScCUuOmr97NFbV+Bo/uo+qEvn1PoS6Hxsq65YUqe792kF2ssPDkZvp7c5ScxokjDPRXcTNf4CCfZJf7F4jLcDs+jWTgm8ss6Ce5SkLWjB0H4ZdrG5Dl4yzwSXZJD5kIO+6BLf1VmPoiixOf4sbePJiK+/q4VBTxDR7Zuck0gP8nmz63lw0zD3Fs4rPcWCMcXvpqDBHN1eZr2mrwdQ6yUxySCVfdI2yu9gKH+VitL2lqZcen2NrfC7LM/NzFbOoNB5Hl40cY3PSLcPgRvj7xaW7ckAdze+8Al7IKcoKHXtsftH/yx/R/5gZ6meVjtdDWzGXIznvYXLNnZuDet5ZZ5M/YJYJUKuy4R9nYFw4nH6nWgmY9c7hdBxnof+Xz84qf79Kx4RWme3yIyA97n0PUF587othjIJj56lIpBWmV+FglRLGLSPBXleA3Gu5TAV3jIoEHrSSXEeix9lpwk226wb0hcsyWwYIvuWqA+OhSQepTcY35Npu7TXGPIiAwuLSYxSNF/TvzUw6fIrsA5iYSErOYa0pkPrA0ksnv1hfcrjE7TmIVSO4/5efTxogOYiOBin12xjFbuHJoGoIS/6n1IXClRhefYuxExDhw47OVwOQAxADGOPhZBwgL7c/LLiJSjFm0ViUwZXUES5bNEwNRMc1ialUKusPuHV2UYl+K51Z260l+PgnAldChFCDdoZZtzBdzJsYASOnGcUwSpVhk6nDhLFCab4mQTALRv0g7Pa+ibHlsirHtSHTQlXMq5z1Q9FjQg4s+VbYINhvMD2+lFx+ZVfjm0glcXEiNcLpx/EkG+vpwzePMba2ygQYLRzexsTfoKZ88HrRpKsvU3/YeNr/xSk4uLzK66b1cPfAQh+oPMX/NAHpsmP7+OLGdcfW9mru8x+fLTIw4tvZV0eUTHP2lXjYATP0p+45uYbAa5nmGoupo1EeRPVNIc4WF4QH6AWGFE/NDDPSHBfTS/Qt4XQ1aJ6/4g6/BuFKIwQwYdUxz8nJk7BCZQt+mHhZv+zD7Bv+AvTVHo3GMoU0388aBLzA18Sjz12yExWEG+oTm0tMMDbyf1w8+wNTkw5x4Sz/+2BCD/UJr4hYW9i+Te4/XKXbLdrb0xqF1ZLRxjRMc3fJKqgDTt7Hv6CYGauFVFovObU1uR66fRbmSg34V1Rb1Ec9grQatp9cvXx9C9hzCt5b5xlAfGyRDtEnjG8MMVMMiPjxxnNyvornidZX8E69GGsc4OjbNqq6ivsH+4SE2VoGTyxwZe4RcPbk2mBgeYlMv4IS5+W+iUkHdSQ687Sa2XL2D1oFbyadDQJX3c+y9CJz2cHRxibBEN5l8++8yePWvBW2hJyxoy4s8OT5FrhrqH9rG5j6hUf8j/lO9GTSUOsMehhis5UizwbGhTfQpoE0a8yMMbgja8/84/03Tkje542172XL1VTTqt+IOebxXVOfYV/O06rfy9ESDtubkfordXMJAHxbME6KvXfM4R8YeDeXyFhPDI2ypKa2JD7M40cBrjs8PMaZDbKme98vDORdvxPiKT9yl0V81dyQNSgDjcUNsJ5AXAGFEbGtSE1qapsRfikWx5xgKCJt9OxHdS4l2yZfa4oDVBD6VPG3mymoCVBrT+hHBUQGMlHaIE7PWCd6C8AJYxEtBJxX9vUsAyMUc4WrBUJIZUA3BganXYsFa0fnXWZ8TkNAw3gKogdMYeGa3aNv4lhkRott4bkGJLgvXC74DP4U3Si3o0KdnR9Qymh92uF3QwkcCfkljEHzas1hOCCeHRNtVIVKfpbE3bW8EaBkGLuPcQYn8HaIVEE+eAKIdVJykdb8AST7AMC18nJU8ASyNvtCSdWpplQS6U4IA43wNgX3tNP+iu1Xh6VzyjVZSAGccx9RRMFCsxMQFLlqjvFoAZtTKOyqAasW4esOYxHvG5BFxGnikiBXoyjmX834niIsIHrIUyevRxhJzc/vodxmuEqKea4vv48jeV9oCAdBkcf4SttaU1uIxhvr7kGaDxZFBer2iO97L/vkdwS9M+rnvrSe46wpoLM4xuPEXqQ4qN92kfGCfZ2FuM4MbsJffm2LTMquIIP4SNvWC9A0wdNdVwe/wMRjb1kcvnuqNH2DwphqZEzbe9xs0391kpLYXfctr6FWABktPbKHWK3DFe3nr/ZusXYJzw8FfLounWkfv3t9ny75eRDJq972RpYM7UYEN/YMcvMdx6K6rAFg5/hQX9/dy0YBy880/4A9vEBbmBujvhcaJoCWtDeTs2+t53z5l8cjF9Fahd9/72byv38z6H2Jx2NvBPgR0eAR6tzJy9+twktHzMOwZ+hV6gere9zO4t4oToe/eN9O46wp7HhXwOapDDFQ9VDevW75631tp/N63uKy2F7n2ddQURFosPLmZWs3Bznfz1vv6qUgFqThERjnQ7KG5fJyhgRqZr6ByghNzW6jVlOWlebYN9NuCtsLi0a30V4EdN7P/+BXmo1fj3muXufs1nt5db+L4LqFivnvDk8uw82ZuX9hJJhkiNe69psE9VxTR7F5yWo1jDG/qs4WuycLcZnprUN37x/zS3qqN6x/xjRElb93BSO0m3FtfS6+AssTi3CAba8CV7+G246/BuZcgrsb9b21y1xVQ23UN8zujj6QwPNGgd+/vsWVvjR7JEPkTFoYdIjmRakdxNJaOMbypal8tsjA3SJ897y03BTcOl93K08Oue2In4BlPnoB2BBRKOCwBCbAkrZSvEOLHDZynE0SxwauE9zkgi8K0KRIRSBFUV4naaiEAMALI0HRg9EAIrFIDaUWAXsH6kDQy4vFloCeF1gwi9tXADxq1Zs7onox1ooR9bUMP7Au56yTlD0AjRtm3w/IhMYCtrAAzq07SfEbgbcF78VqBChULrotAwajRcGREgv2izxITFUSQnbJZhTHW+DyM6F+IkC20o425Mjkt0VlBtG5JfPYRmBLBVgzYA9GeABjN4q1l7bCGJ11kZwp/swQ0C4YIZ+gzxTxG7XEEsFJigSByyWIHkix9r6bOLbhU05knzdWktbZn5ezZpKA+S9lIDDYFA5hQpnKrqNj4hrIq3oITHWgl9EHVxiSefdr4lBu6eBaxPw4pWdm6cq5F/uF7y+tuB07hX72s9ny055SSFidbGJ3GaNOwAMX0d6EjbcTokBMlTZpoNuljRKcd3jNi+j4lcu4VvH+RjsfjcWReyZ2lC7RVImwS7c5FsXT6iXUUp/lwOo1ve6g2nt6KLDG5FKfWaBrwpmkoE36Xf29NDPOnm+Y4eGXQAuCko485mjae+OJSanNxv/Jpzdk4FNlHRIJ2tNzuwnTjg4mifM84xvZcCnMZZ1De2+nXynhH7sCtWQjjKhOT0EezWdBCayK1Do/atJZRE5JMa6U5koaplM5PPOJdOkGXg+tjEzw+kIiX+h3nnkcSFU/5GRTPPgd6UPI0zzXOtVJ9RR9JG18yE6rxLmKBX/YMCyOVK81rgsk0PaeSlqnUtxevxLlnU0SMyzOuPbO7yXZ90nZZx+6ZnLuvCO9zYXIu9tKw7viOd6fTpIxpW6yOcv0EzZREEzOUkBamamkwsf0dyGe+yo01bxrBzvt3rI2Eg8Ta/Nqd8ypqcUzHZeAkFyVLM7N882geLJH9J0wU31lfescs7aX48qxeM35xXSxpUuM6qzlRg5mLL6+MqCpestI6GsbTi5YosTqWGcrm+Q5diobxEsnCmlraXyLRfQKQZTOvV3B5Adq10CKntLHpXSutQ6XnHtKUFs8palKjaV/Fd/xWXju1NI8kZYdyqa0SGS1KzyattzHxgYR9de3eRmoHaVxDWtXSe9LxPKyvPqDdVKeGA/Yp97UOKbtAdOVs5R+/3zij6857jWI4UWThFIcLmyfx3BdPdMUmWQaJgZImnOrEVO1ttHQE9OFl93ZSiiTHdtoKJtCCjifDgwiZFzvlqS1y4LVSelEtVZ211OXRdyn6W0ogQw4XF2uetTGKiwAlZpCRcBenGcSTaTIxTbPHVaid+AB3X0kCieE+BLChFJyItjAEDUhhhin4ueNyHReyEj2LCLkWp9jAgW29VsglmjLivax+4mk2Lg5u3fLx9B2es0uLRFYGifiw6ESqGjNzlDe/wvRFB+AWI0mHuMg72wwKkBh9qETCvZMvFXmBtTWaVXKrNWowXGoBOBtVMwGVFrv0iH1PALVkqT2SjtnFJpaKKsnkJBTmoUyjNj66S9gCqxYBHQnGddX6XPgLqR1SOjfMF69E/04cCXApwOExsl3CTK4WVPQo2Y7dHO7YINsFAJAYeBJNlGGMxeZigY/Kn10BIhRUewibf1wbIJoMQ9kGi0f72VjNEwAQe5EiQ2g84Kh4vGTFRo3VG9fS9I60UbytvQZsCYZZKbcbT8rClDL/FKbf8noSiffDe1oAjQhE47qEFqBbjMA2vTdxDBOhfnjDKP0nkoV1O4HKgOrie+jRAD61BBK1eB8iUX88OGHaVEGJaU7Da9oO64ES0pDG5qmGtd4sYwFPio1HobAQmyveDnmFWdjWvxIdVrGFFYe/8npQrO8U+0lKlOCSf2Rcj2Nhj8OzauuEpjEOGuOooS6LJWOwhAlo2DUkrS8uFUjlBNCcSA9WNDscjEOby/6nfk2lAcB2zR3Pr5z3QDG9ADHThS2MrmP2lE9CsUx8aTvBW0UzxGsBkgRTg2OnoLbpdYq0akmfYwAkgDxNnIleNLjcxFzGJdMM6pCsDBa8ESyHdubWn3DyzynyE4c+xfy9Edjkph2L+CaCIdGd3KVt/N07wsvvYnYYM4/ZaiSRVJvSQhM1m7aBqZ34ysBX0t/wXUZ04sfuq+ksmNEO4BkN9WvecYIWtQVY/BmUp1TWcnkLqQ8xa0w0DxaE52FelDVkKX91HI/S6dinZwwhKKAwy8Q83AG0GthVkpYb5+35OCCzdljKQi3mcLFwF476yRTpCq1KzKxTtMfqLmnRU5cAzeN3ZV+wuInFyEebN2AmKGfBFT2mBSjqQiBbG7z6IpaClj5Gzjqgycc/dJzJxkGuAAMhV/IJvZsrdJrxkUlaClBh6jphpD7J9fIq6ift8NGaYFR6cOOH8cywR7YblZGHxp1slx7k+kBTtTQ5HFxZMiHLLqfeCOuaUMz/5uR2RIThPY+ycGnGw9srSCbsmQFkmf2jQ3x8RRG/Squ+ndF6E2GW62ScaXK8zHC9ZIzPOJj5HaNuygK1lX6b+vAIky3AK407tzMy2URwHB7LGDvwcbaLIHIZBxouLCetCYackLnMKKDsCDO7h4oTXKWCjM+CQLP+a7gsBH052c5EIwdmGMuGmTwZgFKrPoLsOQzMMiaXMbkSnkhzcgQZezzU2ZxguzgLPBthshFAVGv/qNFFCcMfb6LqaDfrjLqXkIlDKqPsXyGttdGq0JzYFspJhrhhDjTCuqQz42RSCSB0fAZVaE5ejnNhzCW7jPpKG3SK691oeF5krNRHqIxPh/tPj5tbkWNkYimsL42Pc7kTKlbfZIuwN8y8y8ZGeMnuL4V3e6XOqPXVZduYaIa1vDl5GU56ECdcNtEMa2tzklFXwWUVxG3n401AnB02KsFX2gV6th73EpwTsuv+A6hjdszR4xySGZ2XzcmV+nbE9dDjHBV3GRMt4OQdjA5fznD2ErLh/dTHg2vMnmnz1V2pc5kILquQyXVMo0jzDkZklDuaGdN7hOtmAfky14ljaKLFSn3ExlQQdykTTdvTjVe3K8+PnPdAMWiccgMVMSVeoY2CqGkK1yaH6zWRXCJZkSYt+kcA5ci/AEgqODU41HFaN5OksyzSnnTydF7shJwZJYNda/eItABxISoUST6laCvqd2kTILbLAIASTN8p20oEAREx2Mm/8FvJiI7VnTmrSX1P1aQ6vZ34pKDiSCbKnkLzUNbUeoVS9JtSAYn+NBV81Eb6YF71EkMS3brlJWpVrH1Z0g6HtkVtQTKAmY2vfIwoHPsL8BUj+OJzTWDQTvFpoJJfV7iPuOC/I2luRU2hpOcdtCCk+aYdjSnmhoD59JvLgoG75LtVArKFhiI+u6iNiL5u3rQW8RKXNNSFO4TYdbl9DFrmou9RO+HJS2edF7MkSiHz20pznhM8zVvY0VvyoZKg5xap0c8CTQFaB7j12AR/vsvxdY7w4GNNPMrJQw/A0DaGBmq4xkm+IXPcN9VCcDSn/j358CjDG2vBN3vXX4agttyjU4OBtsjqzABadX773jfTVOVzAwscfWqRjZ/O0cYk87dOcNKvcOLoL1O7yJG7HprzRxjsr0KzyfGhAfo4yYGRW9jY8Nxdm2D7Ts+UV3JtcM39H2GG4ywe3Uq1qqhTWk8fYXOtCixzfEH45L1tPuNz8uab+fzHpkFnGa/dz1ubntwrfnqQm277EjQnuexD/SyqkufTjB9r0gTY9Um8b6M+x89s4oGZk4Dg5GL6Lgrj2liYY3iwiveeTPrZ+MoAc1rHjjK0uQo6y1jffby50cbrKv7QZvZ+7DDQZGnTX4TgsXyGrX85y0mZ5ndq93FNI9CS+ce2cPNtMxAtBKa9lNf+ZfKd81NbuHf629Ca5LI/HmDZt1GdYvf8EisCuuPPwnvlFX3sYu5/7JuEwJ1N1Gph/W3OP8XwwEZYrjP6WmVKFd9u8OYHb2NWZtjdfz9valie+OkB9t02A81Jhm/tp2E0WL+1OM+Kfpmx6v2h/V7JD/2ytX+FZv+fBWqsfIZND07TZJax2ud5c1PJ81V0pp99tx22NdMSS7SWOTY0QTNXcp+zXB9m28AvINJkaWGY21uKz5XmxDCj/eaCtutT4Xl5z+r0APdPL8PyMeae7OcP/CF2H72Z469XpsbU1rRp9vSe4H02RqvTsOu6Wei9kSOHBvn3M4dYPjbMxqpnevwWNjbaHN13EbrzL1Gfk7cVPfTLPDS1XGhLLwT48mMiF8ZIW0RZNJGlDVLLG2qhgg+TKGTAKCy5PpUva4uiL5tGFb/tyj7eN4GOaMYpaeEMVOQuUFqYZZpC6xPNOK6001Nqt0vax8IMTMkkWfQxgRyrN5po0r0jCPWFNipu9NEJOYApn9oQfw2SW43BMR180uSVQStEAGhjKaClqM1wWTSNObu+DGYdzrt0ddD+FZCk8LML4xPTKRbPkKSBLLdfyiaW2J708Msa1PjRFZtCqX/x0JDGRTqvLe5VjMea4SmAQzJ/lb8umRLL90ptKbIC0VGuKFuUX9OPaE6OP5bnXKnO6NSe7pd+L8Yro/z5RSyqJH9oSHNKW00W1ehQFNAcv1LnsvEZoI+Nm49zorFM/W2f55rP7GVD4zhPju1m4IFDfMt/iT954Fqu2TLH1r4qNOd5cmyMzfcdpqFTfPTBa7l28xNs7ttA7ma4rboBMe2T7PwEmzf2JoucAq1DD9L/h3vpBUQ9l97+WfbWHOgqXpXV5gmODw2wQSBjieOLowxWgeY8Txx9DzVX44E3f5a9vUpr5kHy+s3sVBCq3HjkLna0Vpgf2kQNQWhwYn6Y/v426ArHuZ3luRvoFcsWpA5mH+ZY/XPs7Q15xqW2mRFymofu5Ym5m+l3QkUe5XVzN7CBGf60L3Lh9iA77mFLXxVtHGde72aHEeDvvAc291VxK9/imH6SKzJH5hxXfkq5uLcKsw+zWP8L9lmkvtQGGUJBmzyyozdoAN0HGfjzG9gw8yjHJv6CGyOLQ99mRnLQRFMDuBk+Uq0SaazcroNcXN3A0tQDzB29iT7ncPIYVz+xjw1M89G+jaZlFNxr72JLrQqtBvP8Ga81zd+OTyqDGy+iMfMQ3P5eduJR18vNX72HK2e/yML+z7CvCuDJ+7Yy4oXG1P0cPbKPPldB5GHe9MRN/OLjX2Bx/6e5sdf2oL4awyrAMl/Y2Wck/Lcw+OnfoXf2CyxM/Dk3vdI0Fb1b2SZ5yZcyPDIXD7c4mgtzbKlVUZqcmBsMYB3P0uJRBjdWUZ3hw7V+KhK0rdnOT7Kl1kdr6QRD+/8PdjUbzI8e4D07m7SODTNYc+jMIxzkLnZZooHKzoM4lWCJ2fUJ/mj+tdx0dI6bahmPvv6r7Ks6lMf5cF9voPvKBHfVQQZrfaa0KNrflXMv5/9OELU2AsnPggLniPnFJP4pKJn7LIjA+JrEG7CLACfVYdFWouSmASo0itkaTU54mbT0XZZMypC8J13It+wTgLHfDDBJAre+c5N2bdNKOgpQEQMdijo95ldY0n4FLrKgUQsnRjNjAyTzcfHIo6kW2mD0CclnL+axxnIWK+bbFgE3xXjb9cb2QaEVjZq4krYMwOUd+aM7AXS4czQfS9Qo28gGbXIeYG1yIcDAvTlQR7P5GiDXla78sBJosEq6VdP4Su9VvEneze3TZtKXxxnvfZBrf3cHCvRtarNw20fZt+UD7K3B0vIxhgfew+u2PMijdzzK8bdsQI6NsKmmLDePsX3ju3nt1s8xdcdjzL+lhi4MsbnqODn5xyx+rBk0W/k0exhhoBotGz69lxUUfIND9x/lqRPzeHJUJtYAAAAgAElEQVSWph8ke8su+k4e52uDG+gDmNnPTXO1QBXlHcMTx9GljyI338bjIkFjZ7yFzYlhsvEZWFrkqc2bqAF+5nbec3QLm3or6OxDfFJ67JDW4sBv3sjFb7gSgKPzK6a1brL/7fsYuHonOGH8UCSpb/PH9ZN8c+JWFvcvGc3To7yTIQZqCq0GR8ZmjZj+JPuHhxjsB218nafGDodEAL7F5LYRNvYHbfjc/HEUT84K+39rL1vfsJPW5C3IjGdVc1Tn2Nsb1omji0soOV5bTPzWjWx+0w57vGE9adRv5Vi9EcjndZZ3yjADfVChzW9PmSZyWvnQ5DLN+h8zXz/BD9SjOsOYDrGpH3T568yNP0auitcG+4cD5VXkyQRHsz5Kdv0M5FmgalOAFe78zX1sfsOVODLGDim5/wE6nfGhA0s4n3F0sWXr20lu/+13s+XqK2nVb0Gn2+S6Slv/mhtrDvGOucVlyARhhdt/ex9bX7czWRsUj5yY54mtfbxSwbNMY36IjTWHNE/wn0YHAn0ZTVrz29jU61mZvJWFesPGdIrdXMrGPmge/xoD/RvIW4vMbXolVZp848lBqlXFiTK0vxmesw8JLvK7rkQ4ycRwxhevnmE3Y0w393PslgM0gdbEB42yS1E/zTv0Egb6ND0j1e4C/7zJP3xvWdf77//57rK+kOJVNdd2+JB7Va+a27fhr32vqurb9k36pSS5es3DZb741WuumltFp7gm17bGm7Xtm+J+Wro2T+0N34Vy7XT9qa+LvfPxO7+q5Qt8qXy8yJqa+pouz8P1vnx97F9sU6le9WHocl++fq3kqS7vS3Xmqppb231nQX+KDz7dJPazaF/oY14UzL0W47va0RSN9XVUEu4RWrNq496VrpydlOd68e7H921G9zgUKiqM6sRyaQ7PvENhXGc1V+/bOrUHvW7a6/Ltw4rs1mk/pWO8U2fU69SY6PiMaqM+qsIendFp3c2YTqlX72d1zDkFp8iQDo1covWGV+9LbVk+oCOCimSKDGt9/5gKTmX4gC6rat6o63A8446/U8eG69rQXBv1YR2eWFLVXKfGRN85rao6q+Px2pG6NlRVm5M6AiGEfnxMx0Y+pkuaa6M+qkO7x/RSq3tof1PDu7qkEyOVqPDUkfqyDeGMjgdnB8UNab3hVXVKx0CRTGGbjoxs1/2NXBsT/0aHJxphnP0h3c2YznjV5sQ2/TeTJ+zBzOgYYzqlql6XdGIoU0emgtOh/XZNc1KHYvg/6PBEQ71v6uSQKIQ2jty+HNakvLQu6eNhHBwK23VoZFjrDdW2f0zf6TI7827TiWVV72d1nPCdyHYd3jYU+lAf1qH6ks2Jx3SPPW/VGd0jLrRp+HZdUlXVpu4fFptLTrfXl8Pqlx8K19qYTTa8qjZ0/0jok4CO1JuhyY39OhpCjlRAt00sh/sOWT8EHd3fKLZKVdXc6/KBkTAuqqr+kI4xpjONuo7EsVFV76d1jD0668Nz3JN0JkM6Orxd9y+3dP/QNq03vDYnhnXk9qZqY0JHh2/Xpqqqb+hHh1Ghx+bFkE5M79cRhnV/Q9W3JnR4eEJPqNfZMXRselW9zuhuyTTY3Eb10pFRnWh61bSHlfbFrvxIcib47x++t6wXAD1OQRNASeMVFHOe5uR2+vb+Lco7mNJPsFOl8DOzA4dShDWEQIRIbeNNje2SRioFyXiheccofXufRGWMGX8nVyKgHmJUrsfoMgoKCe2glCjoD5K5nGherVBQuhRUEcFXDEK0ZGHuatZHqd10BGQ3s/lBft2yIJT96bRESVCmFDoxsZ2Bm4+i+g5m9W6uKNFDeDDi0lIWBhsFT5ss8qtJG4wItqyIbk6MUrv5CI7rOJTX2UEPidIlBXicihqnHGQCrfoI1ZvmcDrGY3onOyL5rF0TqIJi3W0gRO9l8XkG9UW4ZdI+S1er2JWzkvReE+duMSfDH01ax0R7BCzVt3N739e4e0dxLx8tFeSmwS+5CZTqK1xpPKJG3mz+pHgwz5DgKO0FnOLV4aTFxPD/Tva5Oa6vSnhfEvtBG9VAZhObWVp+zHpSthZgUcYFv1/qtw3IoXHhkauVe64EtT6ReBaN4qqjTBFtH+hlSrQ/uQ9BfwoxUjhGIMeML+Lj98QBKDxarJ6CKq3MilBcb1xhxVpZooaJfr3JAhODEqOZNtGyFOMaPMwLOi68Mz9m1zFWRWCZK8bWCLQFQbyNn+1JkZo9tatj3yr3iY7vw/yJa394yOWxLPbG6PNfSQGATiWZpAuSomJPSMGI5fFUiucDp5jT8Tm1jUi8NNFL/QjzN/rcW+YiV/TFU6bOKY0jXTkb+fGhx0kEZtpJE6JhsvTeeIRcV9EZz66xaTNXtg04xWstCMIXL1Vkr0+mawgvm/neqROqNx4h139Gp5Qd4zOEYBEDI3GNEcHHTAjBlT28LMkES+KusjAYIiEviZew8GOLC2rgrDK/TIHqvr82c4djx54ZoxIwR2F7pcV8OUMaMHup1LFx3xF87vGzypXjs1jLwqJRjqS1+nLCkGTGkh/qKEBiVBUA9O77ajAlHfpndu75KwBWkRSYg0Luy353cREKGSMiOe+GvUdQr7SnPbv2PB6uL4HgRM6jEMlgowekiNENCYnKJGwC656ButKV00o6/EE68IX5H7NRGMVKdJnQKa4Tx6bF9wWaqriZY3hNIKY288l1xHykaRMzdQTXjYq9ozHIAluxvbkzC7gc9c5YF5osHt1Kb7V0qHJq7AcVvAjJBUW1yGwRwQzQkR7Oqa2nvqPfaI7nMI/d8w6u3hGpwALhdgpcMx7UHCyQzkCiD+trZu4oPq6bWXCDycUGyijJAoCxe7pyNpYIFGJUfzyAFiAxge4SqCQz5QAB5CXgV37mQsl33NxbjJUiMQgYU0SZpksAcYWLUIdl1NZXb20uqMvMlOqMDst8zBPzgRYcs2KUbGXf9eCeJMkNSWzt15gG0ImRcTlbe0nreDiEhH0jOFDkySQdx1bic6A4LIX+GDCW4NEsxGfsKeZ8AIChXRUjes/tWRE9pIhruaqAr4Q9yUWKpkCNF/xfi7rLbBJdOfdy3gPFBDhKICj49TmkOcllIiEX8RdhbKERKCkad7DNOaNE2Ea9BfA4Y5XdzAiwUmd0+yQrCjTvZFSykONWtjF50l745gQjImTSgzzsGV9oscyXuH7kEyyRGwdYDs0DbB+dpEWgRIlR0np4T3DQzgQZ/xJQhB2I87jp6wLlQUUCTYQuMTm0nf0rARA3J0YZPtAEvLWlJ1AhPJKze36JFuCadbZLyM2byTjTqGkKi2heWrczIoEawn3BMb5wkqYsM2F0F4KjVR9h5MDJsCjM7KHHVZCKINdNAcvcMTLMgWVAw7Wj9eXw0rbqgcYjE+SRl7D72CJNgZ5GnVGJtBJjPO486Cxj2TB1O8Cs1P8tbmw6jMjJOxi1nMzuEcfY/HFOevAn6wyJBAoLGTIKCMhnrw+Lm2TI+OEwpnGRNB6yAPa7QLErZynl3VEgN15EMboupJL4KkOWpl3cqZ787h14yRNoCL7S8UgXIv+jRi1o34N2J4WOGediAKgVlFUDmRAPYCEVXZYMHCKv5qDezQ5KjAUWvATGoZr4UEObo+UlKMvCITb+rAGNBkouy9EcDusZTn6du/N72ElGzMahqgZQSSAi01WrKdRbEFp7a5NRWoHRjQX0IFJwPiaAQwSDYUy96fM0Ahu1aGWgzLPXoX1SF8CpWKYvxaisSkGS9tiRyHEZfcVL+acpcIsvUBtJ+yelfooP+4VEHttSburE2WjXG6l2OdikAGqevNSeMljGtIGaAGaRn7piWW/Kq6HagBRgyxkzCBT5lh0Fb6SlWDSkrhF8lgbCqXFy+ggOg5YwajpFXYdWMNafxjqgTop0meGy3AWw3hYjD040Z91gludLznugGN6QHKFtanOLOtQZ9tTu4y1Npa0efYPjns2b6JVpdvc/wP+25EOu5KlfYd9HpoHXcNcU3Fr/OONvEz79xF42yCzX1e7nmobH+5z88MXs/ZMp4HHGag9xzbI53b5BuXugRl9jiaePvouNUsFJxthshjaPcXRwgA0YlgWktZ+RD/WxrDnqD7Nn4USgysBOm80Jhm/dRMPnaD7F+HyTpiyz+NQg/Zbft7l4hMFaFWWWsdoD/EZTafscfb1wcEsfvfI447XjvE/baK78YFbYNTaT8l6H2mYY6/8Cb2msBsqF1zsObuqlVxuceHILGzfkeA0pCwdqF8FKne0f2hSoH/wUu59ucpJl5ud+mf6+sEk1FubY0t+HyDS7a/dybeOfAyXEG3Lu2dpHr84w1nec95vTsk47dhpfWuYvZmMtBMecWAx0FzDLWPVerml6VFfR12ccHBzglW6W63vv5981PG2/is5s4abbpvErE7zqg5tY8TmqjzE+f5ymLR5A0j52pK/qSlfORowsOaQxq9j+VCa9LtK+lXGl81mJxzUcXKJm3fksaesQsY3RKLEFMG1iFKGHyM4QN1n1DkTD4TmHZApMWqWgpUwAQQrezkh2nTZxAzUqMXANM/+FpAQRuMWeB22ljYtRWwV6sEITFv6RFWVK2jHKgKIUhR80gpq0RgHIFQA7qaFsL4ia0QSMnRAtQilg0H5THz5nRh9GtEAktBLalhuPaxhPo/TScK030vp4MI30aBFYh5oqqbziwpiU6iwzSURNoEIJ3McfXen6sJ5VSsGRidAcR0GOXqY1K+HJaDnycZxj2bbpKIvkEaR0jqWEDzhQH59OotaK80rNihfrjfPKx3+krvnO+WGXawzA1NUCtCvgwvMSdVQsg5ZPZO5deb7kvN9JAyF14AM03SIAMv0wT9c/zQ29Nu1rGxnb2IvOPsrCxGe5oWZ+gH01RqUHcLgdv8e1993L4GdvpE8dTH+Rpyc+ww3VcGe3YZARyfAzD7Aw8elAMQFQ28LuzRdBa5G5sVlUlfb0Hj718Ayt5eMMDVxUekcczcce4Ojcu6lJhpOHeO0TN9KLnWwVVg49xNEj+6hJD+Ie4XVzv0O10eIbQxtDZCJNji8Ms7WmyOzDzNc/y/UbzFRUHWBsUw2mv8BBOcguV8E5obLj7nDaj7lWcbiZR1i4/TPsqwZTLX0DvHPLRcjKMk9v20iVDCdNGvNDbKlCc/oBjhzdR80Jzj3MG+b28spWk8WhPqqAZ4nG/HY2Vn2go7j989xQtUWltpmxTX1w+DHu4SA7XNCmVnbejZBBc5ljchdXipBJhasOejb39aEzD7Ew8Vn29prfSa2PsYFeZOZRjk18lhuqQTNJdYARdaxMPcQTR29kg8sQ9whvOLKXqnjLNlDSpOp5P7W7cgFILpEmytlmXZzE4oaWUqSVfhczDxf+fZFUHwLI8mn/DJkvIGQmKQEB2kSAWmhorLyGg6mYjkZjfmgxFoaoBfJRsxTEJbqpghUggprAASmJcSD5Egsk/2SFSFav1vegiQuaoJgWs8AH5iCSnBFjhiqPuoK+LGleox9jRNTiScwTvtB6RV/w9Gw6bJFlNoUAPoO5fq0GqnSYlKKtWfSl0wjkbNyji1DU7Ebgm25RmOhDd4oMN9HHPmrq0jOwjFXKaqdrFZS0m/GwQRrXpFVLipOyRlTS8yjWREdxuTeNazA/x9ltmRaKhAWJWzd20NlY2yEpjXdwkyiPe9RAJ5N2xxibltUXzyo8VwXpSawkkc0kT/VEE3zsZ3eNf77kvB/plE+z49ugEj+62LAT6jL1tz/IxtduQBSenP+mvRFN6m97N5uu/nXQFfaP/Cb8wZu597bH7TbC3MIJW6Sb1N++j01XX4kAR+eXrd4md77t82za1U/r+CJDgxeFoh4u2dxLa+Eog/19qYH6/7d3/sF2XdV9/6x9rkhSD2QmsbBjMMGWnmRFtpvOtGDJP/CPQLHdFgJTnOlMcZuAhCcBDJl02mkKw6+hnSlIclKKM8y0ddtpYwyOqfWDlsE2xg+bvwq2ZOnpCRtD8A8ZaAvhR949e/WPtfY+51496T3pyfK7763vjPTuveesc/b5sddee621v8vJqn9vt3nU2t3w8Z1HoCoNaKVl+15FdY7hXuHjO2fJs4d45OKNRkWw99/yh9OXsm69dZSv7Z9xBfwEu/7Jn7P5xvUowlanlWhV0WEmf/r6OkBYW5TpAwddCX+LnTffxcU3bIRDh3j4ko1cKKB7/w3v+dolbJiyC9i2N6OtknfDx3bNkA4f4KubN7GODF/8BO/52kVsWJ+gFaYfP1SPfds//iybblyH6F+zdecRtG3JWRlmpb3976Izj/PQtj1OSnuIP9myhU1TgCam988CIMzwJ2+/i003rqNNmen9Mz7bPMyum9/PxW9+A6ot79jr9BT3wkd2ftvfiGwegxJ2l/F3JhA4eTQjKtInI9VNY5D+tvp7L9xZ9u/sAMrALXjZOh+cZeSgg7pfT7DbPjJQz7OdVJvbb+P8+/ZSY+q/NLKP9K9BxprQ27+Euke2y9hx6IV76Y5ZjcKK1L/M7rjjq4BGnsfYNVaDsXt+MibTb+IxbS3Gm3Bse495P/r3p3sXrM1dudB6HD9oYs0x7Rk53vi96r0XZVypz7eeY/Rd7MuWHMn+jeomROM3pLdPPfc871H/PPVa0zzX7c8hjcvY1q5YbJn4MHKv53t2gRcYy58ex6koWvtcSFOyHtadW0WFgULSbXts76xHdOdWLNlFCh3Cvbqdy3TnrMnu3oZu35tV8+ERGodKx+BUCzilwrbdRseye5t9F5IK23S3zuqOy40KweTUqXvuNfoAwegqZjvKHs1Gp7DNil0qpV2zO4yCApTt79DtW3c4bcJh3bFVbD2JoL+3tzVqjPykfnJrr4yqGM1An7pH9Yh+cksXxHnnXm/j4V16hRcoTNu26fYtu3RWVVvdY5QQgsIVunNGtZ39hF7u91J+9126/fLb9JC2qnqotktA37kvGy1PntVPXO7nLNc/M6eHd15ZKSvavE+38Q7draqaj9gz8BSb7bsLbcOM0TqAwsBktdA0JKuiKFt156xWaqNhpS5pj6HrCQQCgUAg0GHF0OPUnB/Jno3hq9HEPGdWO7i3c/JFJrKmJ9s7ln8otBbGWeE5N/1ct/Kdbvm/Mkei8TrQTr/ieTwWlsgjcuaC72haek3pGoQ71D33osyT+hQySqkDDIV2wtqyxqIIqVcYUFtULKW86bWjbEOb3v6ZIcKAUoJw9D70KW3qMbLd47Ku0BLxxy6u3l87XveC9a6j7FcT1Xt0DFlAhrSypks18G32TAvJcalHPezyaqR7Z3psJYFAIBAIBHpYMfQ45l43Ayxh3GOW36Aj2y31w5kQxQyozsDpclNKfkfNpUlGSlGNxFoq0I8ruRqnZpgZP1kJGagbKyLZkrNxF5vTAPRzZ5Q5N6Is16cVM5S6/BfL3WnFjKGSB9QZOx03mbDGjpmsDnSXpW6hmyZ75RbphWDdoNOyvyaamnLc5XxkUTfAnUpjNL6EkvwOdWXjilFcPleOMuw5iOdYtf481EujicvkklNFAhEzEtWpI+oF9JO+Wko5xULdY7WKh5TQeyQ8BwKBQCCwNCx7Q9FgBkH2pFhLdlWGFGMq9XI0eukMZUWZl/ez5G4soVoVK9ouDHJHKtuRXRcKhy5xXCn8V4Urq1ijbqCmXDnXRKSWs6sL8jyxXJzwunHjyYxSI9hW8eR02p5HrEejAZDbakBJ8QCmtkui9jxJKSWaAFvdltCmOFC1GqTqOZ+dA7KwRTb1ekoCermnnQdwWA3Ejgq3pSOyBZzUyKRKYnWxPhsnW6Ualki2lctjtYs776wTxY68G8W76At3hJ53OBAIBAKBwKlgAgzFQtHZcTAlX6wwcHfbaDhXqxFXVomVkLCWBNpa9cBX4/lKsErAzcCMKgY9g7FvdCQ7jyRf5l88Zz0Pm2qXL1y8aJ7QV0wlZ92oxmCuBpolAxd6iEILUSq+aGqMmLVHcWHXV1bVOWeZgGQzpIzA2+0nP0fhPKseuHLuYoALNbxuv5VkdZyOI6M6cCu61GP26jm952e8a/hKuFTchyUBsd6n7EZ3oVRQVciFlBxfkTlHf0KQUSSLk/L6M8rmz9VJeL0DgUAgEFjGmIiRtObaUTx+xQvWGXA6QtpaCiOlzruVzauoPcb/ajX5EhXBvHZWmaScNIGkUaPDDcJChVFy67rtlgtYGPRLqNW4yMyAVD+HFiZ/3GjV0WNpKWskbha5saclr7J6zTxE7jl/2cO9WsLxba4VYkr4GO3Lj15HDTeLhcJLqLjehwYPufv11lWIzjvWu1edq7IxT2kq1WxSNfbKU+14yYaImGfUjPKh7+cM/VrqDQhdmTE/axJ7Z6IySyAQCAQCS8IEGIrJh/8MzvJfecfoeY0qAWihQLAFGsV4smjkgEJI2hHhUnMW7TBeXWCMfqHk8JkXrKWGpQvtTc/oaqXplv5LIURtgORVHHwBh4eHC2r4uzupG1MDX4TjTPdkJPe4uEqeXjXISr5eF4GVpk/dYfezVnmoHjrL0ezyBc1wLmHgEoYuuZOdp88zHb1+tHl/fRGOG+O2ryKeZ5roPIDFXKycYAm7nkrkq873JUhbjPzyvK3KhRUMGNRboLTzUGgEAoFAIBA4GUyAoUhHMitr3MirW3rh0vJf9116Xq6RDb1tMr69GppjIW169YrpG109ci//3Mwj1z+/6mhDpb+fG4fzonhTPVzeHaXPtWZta+oO6ZinbAbfcXiwpHe/YcTYKvxoxVDv3/MRPrh5rqM+D7EcyP75+p/7jt7xdgl4+QvtyXpKgozK1VrX80CX6GmcdPnASUB7f/oTJLpIwEkfcsLfn5AP+ZPaf2Qx6an3m8CLh8HCu7z4UM/PA07ZSzR+jP73kA/5lS5/ouMFTgDPrc3S0BQqp9ybqC121FOtUQpBPDfkJO5/yIf8hMpXh4Eqkgr92uJPHXjxMRGGYn9gHP+7GIzvu5RBOuRDfpLly+cwEhcHS6loeEik0kK1AqkmCy98HzNKI4msnWel1DSWRYyYIR/ykyqfxSJQye3Kq1olS0vSxlKVwmKcCEyEoQiMDG7jg12lZznBd1UlpbTo/UM+5FeSfPm+1LDTaoMoNFL4WZWszqpAuZcnvp9lwVUZZMvAWo6iIR/yK1gexByPak5JKPnpxyRlBZYxJsJQ7HsRx39f7PeQD/nVLF++n6w3crWjcJkmzEh8XR6CCKrHqcEcCAQ6uAq6rxFKhTKAqJo1WZiIxSzjA9tSvCJL9aiEfMhPsnwYiaeALLRiYTTElmKJsKiRbiHjPeRDfiXLG+uH0qjUKlwQRuKkYSIMRei8inDqIbSl5maFfMhPujws3dhcTRAyJCWpDXbmSfRqS4u4jUvNDQ35kJ9kefUqXK2os5/1Vz1H5axJwcQYiuMv6Mkm8y8FIR/yK0k+vIqLh/bosvr8rRZ2XtxAt9Rwf8iH/KTKe3oijQopw2hm4sSYH6seS85RVPxlUFsBpQqkUl+4vBQ2i6jk0mK/4ZVTCvlyIc+W/oGdiNlqHVuJOstvcIJm+Qmfu32aO55rSF6271XXXsZtV5xVzyEiJufVVlSNjFlJRtTs+RLfffDr/P79P7JWZ4FLLubut6z1FV4+4Pr+1k4n0z54gDd99llEM40mzr/2MnZe+Uv1Hlknyz15p9lwAu8zI3/qBkfIr2755YwF9Y8aEbzSkgpxfY/cvY5aSjX8rFdbwr2U30dyEktFptWkP0L/hPwpyvvflad9Vg+WbtKXl8eVsXxxG400iDTcsq/s4+EagSO3XcmWXQcpkZt92weINEh6CQPZzhdRVFtqNbse2XJGQLJX4YBWjrLrQ1/nPz8rSG5tZaIq373vEd70+WcoiixnU+ytH1PEFLlQlPxRdn74Pt5934/s2CrQZNrnfsJ36RSjldKznItSBUYOPsab73y6fh8m+PZ90+x4vHSLnqtdW5ChG8JFyb7Q8v1HpSN/T/5Rh/xqll+WWED/KKYF/te2NTTSkESQdAtfFOvX7L6FlBKShG37jMw+9SjzO/YbJYsyLMs33XBc+foj9E/Inx75wORiyYZi8da1CCJfYtsNj7JjpkVnb+Ob17+LPVCnFHL4T7n51q+aYtaE6CyHH7ucXbN/Tc5DWr2d12N5EBl8EPB6zllpUqreRdHEM185wpeToudM8acfvI67/9XV3PP76zg/C7r/23z+OfMIGK1IZiBe9k1TKT/iSv6bPKCQz5niUx+4jr/4wDV8/o+v4553/TqvVDuXAknWgHOpIUMyR9n12edQFa7+nWu4+wPXcM/bfhUF7r/rcR4x90a91ZJeAgz8GjKiz58B+d7DTl21lVPp7CG/uuWXIxbSP3ulBZ7k8f2Xcdvhlqwtmm/nDQrCPm75+99gx6EhengXj12/nT1SZqheKtNvkxl36j7JphpPK19/hP4J+dMjH5hcLNlQLC/MAIHZ/Tx2+T/ixvUJLngjv7PlG8zOFqalGXb90//Kxe+8ArKzsx/5AndOb2bjuq7ub6NAFhoFEbXZOVa7uaDM5P/y6E9RfpG3v/UVvBJBROHsC/ij1/8Swo958occy4creBgb0CHfe/Bb3E+ivWQT92x/FeeRQUGyWnhbchfqJpNpaQFyQzp4lC+jyCW/ya3r3dOw8WL+2cUCPMv0ofnzOoqhy6HvvSjysPQ8tZBf3fLLBQvpn5nZBma/wN3Tf5ML1gEedRABZmf431vexo1TCdb/PW66/Jt8a3boPd28hjXE3KMWtlrjrFr9Efon5FeK/ggsDqfBo6geTsno7EEe3rye9ZJp0xRTlz7MgRkLGs/u/F3uvOm/8EebtCra9sgBprfu5yOSSM1LkG37TDEnsX00uXdRQSBnpWbHAq956+v4iz/ewlvPNi+A5Tge5c4v/Qxpz+LVv+LJ5tlmxrnMglTJAq38lIcO/GM85N8AAA6YSURBVITEudx8zhO86UNf5s0ffoA3fWQ/jyTp3R7LdVS13KXGPZJPHf1/kJUL1v4CiBuqmti66Twktzx19Ed4wBxVJWsLal6KVuA7z//0DMiXS9aRWeDJzghDfnXLL1cspH8OzoLOPM5DWx7nYwOLVqRb9pgKmTnIwxdvYD0ZeDUbf+PrPHZ4gAgkbWp6zHiOlQAtSpafrQL9Efon5Feu/ggsDkv3KJI8qdtn6p4knoCkCRGQ2dt4+13/kDvevQ5ttCaYN2/4DPqf7uA/6M/RuTkObv4o79zXhXv8BJ4KTve7FOWdSwQZpQWe5RMffpRpoP3NdbxlbfJZvRubWo4nJG1pdI7vPAeiz3DHl/6qhqgTz/CxjzzC554vSexjt0nNSzogIQnOP/ssG6xUPA+yNWO3t1ZISthbEkpLQ6ZpOaPyXfNPfhVbyK9u+eWKhfQPGbjhdtr/+BnuaG2wm9n0cW7ZUw7g1W5yIicQza4zLIjRDz37B1DzYCb9+arSH6F/Qv5U5QOTjaV7FDFlOpSWtP5SLts/w6wmYIaDj23hovWZmT2f4+GHbmWjCFO3TjP9vimuuO0ISIb1FzKlFlpuRNh/8IluCu8nKIpWUuMzGQvhKANLENcEP3iK9334cb4qibmXn8+/f/NaYNg7hpIGCUU9dCLo93/Ik+rBoHQe//xfXs3nPnAd/2LzgIH+nDseeH6kLUncZE0Whsqi5qxscvV+NtpCaiwHkyHa8ypIKmS9jSnVRl5w+ZFnJSdXI/uYZx3yq1p+OWIh/bNpo5J1CBsuYJ2nt4gI35w5BBsuYuv+wxwhI+kIM4/+HTZPeR407kEU96YkKPVtVbAoxQ/+74rXH6F/Qv50yQcmF6eByMhm3w0NTK1j0/R/Y/cRkNk93Dl9MVNTial3309WZagtszuuYMvOw0y/Zz3s/QNk2z5UGjPe8hyXXnQhWiLMTleh4OFj8w5aw22GK5rQ55/kD//dEzyZM3nzBu551zpeAVT2n+KJVEXEuNA0JeTsX2YdkNNLufmW3+A1ojQKr3nrRi6XDPuP8kghBc1UGgwtPwCJNTz1zI89/AVI414JM2TFz68kz3TKvvpRGGR9weXH8WLnpoT8ZMsvP5xY/2y8UGj2/QGy/X8a8wLmNbx040ZYv4HN0/+d3bMNHP4f3Pnw32LdFKYnALQF3JuWzato4VVFk8CvvnTF64/QPyF/OuUDk4nTUOu5n4dzA5/Z/QVkquFWMtt2KzcASJ8nsTfLvP5T7LmnIQmIKJfvOMiDb7SsoKyQpGfHJkWzmpIC6urngwf47TuftsUvl17K3W9ZC3QKWSq9Tqo8irZ9iPIyXnmOMHj2ZZz/K0oWcUbHROOey3p9aUj281tlBuGVa8+C9Fc8+dwcJfEd4JEDTwPCr7/cucQkI6oM1VdS+jHPPfcMyTuWmlcS8qtbfnnixPrnjQJc/2n23S2IJBINr911gOnrAW7gz+69F5lKvFdg271FXznDoQgotDJEBMrtKyutkZfOqz/aefSHSkvO2uONTbzi7L+Byo954tmfgb7smP776rXWf23Ftczb/ydBvuDFfn9D/kWSF3rThsJ/7ByiS2pR4EzhNOQoluoENlvnhk+T85Csyu3Xe0qPqp8qs+69XzNvostd/+kW1TnanHnwvRuq8y8JKHPA0I0+e7lwIw3g6Qe/zj+483uIJs677m9z11vWWi6RgmaO+xKW9giJ124+iyF/yUfved7CJmSeefAJ7lOFc8/iVVo8AAlpzYNJCyItTL2CKzPI49/gk4d8leOhx/jXjw5Q+TW2blA/X3Jj2W+5e0dl/a+dEfnR6z71Dh/yq1t+OWIx+gfgDX/WotrS6s+Yfs+FVPL+Gz9lCzWycvsNUDyUNoR5Pp4OUDXvXzleFgV+kdduPotWn+aj93zfGBsUnn3wSe4nkc55GedTQtiWm520cQ/dHLLxPF5HIh18bKT/fvzRl6Ccx2UX2dnG88NMdw6RqXMnQn5U9tQR8pMon0HnkFRcRMl/FWcCCEwC5AdHZxZ8+knhl9dOnXAfJVsY2HWKlOIHHka2/3qzCMVXNnvOg7ZmDPnv4t/7jUvSoLm1vKHnv8X7PvUU364hkjkUy43JtIgoV73tWt5/Uafk+vxPXa7FUXZ86FHuT0LKzg/mL/CVN13H+zd2bU1J3Ctp21sSzcED/PafP0tOmaQgNAyZY93VV7DjqjKjLrlRDbmEtTK0KdMcPHgG5E90/YtHyK9u+eWM4+kfI+fXXn5VmbS6U7DqGxMyf5lUvVN+/4oMUJTXadtFM8jA911/KCkPUBm6ToMrb/ot3r+hHAjP7WtLg2kF0x93Pu3RD9O1c5JH+6+3IaWBFQ+A0f6/3OUdKSVyzqf87oX8hMorPJAETXB1a8tOGzLqi10DLx5++PzhRe13GostduX3JJfk74z08wzxkleuVcyAdA+g9Elsu1xEI8guM1s1jyEZdEDy1XUpz5F9IFDJNiiQi49hXtRBM5/Nez94CdfkFpWhhYgkcdVN15iRWC6qzKaqhxGarOjGTXz+prNJNGQVMi3X3PR6dly1hozWgaEMQALGoybQaHrB5U90/UtByK9u+eWH+fWP/ei6RMSjEZmeskHINWPQazlR6jpbhajkxqZ/lt45dS3v++ClXKuADJ36q+Gqm641/SH0QhtWOED9vE3G+u/bXu6TQFs1PNp/czVgjaJknv6/rOU7aNXjp/buhfzkydduJh4QVO+pqogMjy8YWFY4bR5FFLK0NesgIyTP3s45oymR6oy+yCSQIZYqmc0Yk0K+7Waeexbnm/ELRskgSJ3hG1VGRiW5zHGa67MirefS2t6R3CIy6uek752gDEQlQd6O20qmKeHhpJR6sLUd9Tq6erIvpHy9jrFZ4MnOCkN+dcsvexxH/2TRavyhAzPmXN9IFu8jUHN8Fa860qW6AHwlWR3p4lEsLkuVnv6onTT3mwVgeX3ej7W2EGp9+37/1eS6UHreTn9mCOoRExiMej6Xofy4/l3qexfykyevZL4iaxDJXJW19oPAi48z5lEs8287WEPhJRNsCqFkUrKKK4KYciXRUhZfDCgh6aJAy4FFLVxjB7R9ks9sTTFl8zIKZlCSqvHmjZi/zb2X3cprdWdXxa5Bu0Mk92OaJ6B3UE3UEoOSURnaLBucRyz1wu6Yd9AHFvMA8oLLFyzVSAj51S2/XLGQ/kmlslNuvO8MfHu/j5guKsT+ben82vUf1dSZf5LpDLzk+Yvj+sOOK9pL2JduUickyEVfWf+l9F/JkMrkt7tQM85ahAb1XMflLm/3ROvfU3nvQn6S5TOSfZzUro/pCeNdgeWGpYeetQRmuplCN7dOddZcqrGozCFAA9hiFUCTlbySBnUl24orH6j1mZMIkMmitALogLKwxQzKoX0veYbaveS2z7E8UKYMy/e204zSra62EFNL04gZpGX1tBtt5i1ICANKSF1yUaJQjN9B+gX6qzQTZ0r++Nd/Mgj51S2/LLGA/sFUhhmFRVf0cqUFusVh3q0HNKZfiqFDRlPGUq7dAMTPJVTSf7Tt5pHShbfVF/JJ8sbgm1Kv/5LM0yne7gzFBM7Smp6SpqMS84o0y10euklKqRV8sgj5yZZXUe87ped4XDAsxYnBaQk9W5ShH0Iu3kL37imW5O0z7ExPudKFcEoyupTfPTRk0VZB1jTkYe6isJK7AYGeR1uLAditiIRuoByFJdUi9EK8vTZBDf9Kcnnfz5JyAYZkHZD6xqUfx2RbVBpfDNMe294XUL4/F5j/+hePkF/d8ssVC+ofN3hqhZSxft6FmEf7S/9YD4gggnsPpfpD6kQ4ZZosZARxIzEnswWzCMkTs2vuI6AiiC98aRWa3vEtgqE+ifUFAK6jsu9RqsUsZ/k+CmH5+OfFIuQnU14wMrqBwJVeA72OuSfVgsDpxmJDz6eBRxGfRZdDpd7T70LAUrbLuBuz4zkcfXGS7yh1kqqtr7hKXd6dnV9Gvyc58faR74l0zP7NyPe04PHXHHe7AJIGC7TnhZNf+Prj+2r5XlesrjAsqH962YMmwNi+aWz/se3Zc/NU3Ui0usaixWDMSC7mqC34AKpTUbQMqf3/7XcoxhVVrh+UK5Jlux6zx/KW70PnOe7JIOQnT75k8A68/xTHjpTZUliKE4HTYiieScznFYnv8T2+L/574CSRlCu0rXmIxftYFtYFAoGF0PfueyrGyCQtsJwxEU+pP9DFoBcInBqiH5087Db5IjrKIhVAU89wDAQCJ4anoJU0rrKILDARmIgn1U++Hw+rBQKBE2M8BD3+OXB8lHxDdTobWyyDZ+1NhPoMBF5U1JFaugVj3okCE4KJ0XRhGAYCpwfRl04OSlsXwljOYZfHHAgEjg/VsuDLvImFakD9X2AyMDGG4rgHZKWu4AwETifmo8MJb+LiYYObVY3q9E1ZrrEyFwcFAqcLVpktG/1dv7/UhS2BScDELWbpIwa8QODEiD6yNNS7p+VbNrqbHhdjIBA4HpJNVpM42VKpFR0e+UnCxHgUA4FA4ExDy38eKsuanEMuMU5oHwgERqGAiPaYcBJC0/WrwERgQY9iUsg1oXuFVXUIBAKBE0Dqf55eNaL+Yp4dCJwInXE4+mO/XwWWPxbUdGYYpt5n6HJzYkYdCAQCgUAgsFKxoKHYolg6QUs1DPV4lQwCgUAgEAgEAisFC4aeGwRth/yf738HZY6u0HsTq44DgUAgEAgEVjAWNBRbBJEBqi3QGYiqRoiUNMLPgUAgEAgEApOEvMg80UXQ4wyNYLaWrlKSCMoQEaGNjNRAIBAIBAKBFYmFDcXUkLOClKLeZeVfQ9aWWLoUCAQCgUAgsDKx8GqUrHXH5PmJqkpSSBqLWQKBQCAQCARWKhZdmSWP2ZQtGs7EQCAQCAQCgRWMcAkGAoFAIBAIBOZFGIqBQCAQCAQCgXkRhmIgEAgEAoFAYF6EoRgIBAKBQCAQmBf/HwdvrKt5OfBCAAAAAElFTkSuQmCC" width="650" height="245" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="91"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например, завысили сумму фиксированных авансовых платежей, неверно отразили доходы.</em></span></p>
<p><span data-role="phrase" data-phrase-id="92"><strong>Что делать:</strong> <em>найдите и исправьте ошибку, правильно заполните строки 040 и 050 раздела 1 расчета 6-НДФЛ. Сдайте расчет с верными данными.</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="93">6-НДФЛ с 2-НДФЛ</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="94">Раздел 1 расчета 6-НДФЛ за год налоговые инспекторы сопоставят со справками 2-НДФЛ с признаком 1. Данные проверят по контрольным соотношениям из письма ФНС от 10.03.2016 № БС-4-11/3852.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="95">С 1 января 2020 года акционерные общества обязаны отражать дивиденды и доходы от операций с ценными бумагами в справках 2-НДФЛ вместо приложения 2 к декларации по налогу на прибыль (подп. «б» п. 19 ст. 2 и п. 3 ст. 3 Закона от 29.09.2019 № 325-ФЗ). </span></p>
<p><span data-role="phrase" data-phrase-id="95">ФНС еще не обновила соотношения с учетом новых правил. Но показатели, которые нужно сравнить в 2-НДФЛ и 6-НДФЛ, не изменились, поэтому письмо можно использовать.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="96"><strong>Строка 020 «Доходы»</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="98">Сумму начисленного дохода по строке 020 раздела 1 расчета 6-НДФЛ инспекторы сопоставят с доходами из справок 2-НДФЛ с признаком 1. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="98">Инспекторы сравнят доходы, которые облагаются по одинаковым ставкам. Контрольное соотношение № 3.1 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="99">Строка 020 раздела 1 расчета 6-НДФЛ</span></td>
<td><span data-role="phrase" data-phrase-id="100"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="101">Сумма строк «Общая сумма дохода» раздела 2 справок 2-НДФЛ с признаком 1</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="102">В строке 020 расчета и разделе 2 справок покажите все доходы, которые физлица получили в течение года.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18804962" class="inimg aligncenter" 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" alt="" width="650" height="528" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="106"><strong>Что делать:</strong> <em>найдите и исправьте ошибку, правильно заполните строку 020 раздела 1 расчета 6-НДФЛ и строку «Общая сумма дохода» раздела 2 справок 2-НДФЛ. Сдайте отчеты с верными данными. Если отчет с ошибкой уже сдали, подайте уточненку. Подробнее, как уточнить расчет 6-НДФЛ, как аннулировать и уточнить справку 2-НДФЛ.</em></span></p>
<p>&nbsp;</p>
</div>
<p><span data-role="phrase" data-phrase-id="107"><strong>Строка 025 «Дивиденды»</strong></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="109">Сумму дивидендов по строке 025 раздела 1 расчета 6-НДФЛ инспекторы сопоставят с дивидендами из приложения к справкам 2-НДФЛ с признаком 1. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="109">Контрольное соотношение № 3.2 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="110">Строка 025 раздела 1 расчета 6-НДФЛ</span></td>
<td><span data-role="phrase" data-phrase-id="111"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="112">Сумма доходов по коду 1010 из приложения к справкам 2-НДФЛ с признаком 1</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="113">Участник получает доходы в виде дивидендов на дату, когда компания выплатила деньги. Неважно, когда организация начислила дивиденды и за какой период.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18805046" class="inimg aligncenter" 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" alt="" width="650" height="493" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="115"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например, сделали арифметические ошибки или забыли доходы акционеров показать в 2-НДФЛ или 6-НДФЛ.</em></span></p>
<p><span data-role="phrase" data-phrase-id="116"><strong>Что делать:</strong> <em>найдите и исправьте ошибку. Правильно заполните строку 025 раздела 1 расчета 6-НДФЛ и приложение к справке 2-НДФЛ в части доходов по коду 1010. Сдайте отчеты с верными данными. Если отчет с ошибкой уже сдали, подайте уточненные. Подробнее, как уточнить расчет 6-НДФЛ, как аннулировать и уточнить справку 2-НДФЛ.</em></span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="117"><strong>Строка 040 «Исчисленный НДФЛ»</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="119">Сумму исчисленного НДФЛ по строке 040 раздела 1 расчета 6-НДФЛ инспекторы сопоставят с начисленным налогом из справок 2-НДФЛ с признаком 1. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="119">Контрольное соотношение № 3.3 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
<div>
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<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
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<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="120">Строка 040 раздела 1 расчета 6-НДФЛ</span></td>
<td><span data-role="phrase" data-phrase-id="121"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="122">Строки «Сумма налога исчисленная» раздела 2 справок 2-НДФЛ с признаком 1</span></td>
</tr>
</tbody>
</table>
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</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="123">Суммы в отчетах должны совпадать. Контрольные соотношения не допускают расхождения даже в 1 руб.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18805031" class="inimg aligncenter" 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" alt="" width="650" height="534" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="125"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например: завысили сумму вычетов.</em></span></p>
<p><span data-role="phrase" data-phrase-id="126"><strong>Что делать:</strong> <em>найдите и исправьте ошибку, правильно заполните строку 040 раздела 1 расчета 6-НДФЛ, строку «Сумма налога исчисленная» раздела 2 справок 2-НДФЛ. Сдайте отчеты с верными данными. Если отчет с ошибкой уже сдали, подайте уточненку. Подробнее, как уточнить расчет 6-НДФЛ, как аннулировать и уточнить справку 2-НДФЛ.</em></span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="127"><strong>Строка 060 «Число работников»</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="129">Число работников по строке 060 раздела 1 расчета 6-НДФЛ инспекторы сопоставят с количеством справок 2-НДФЛ с признаком 1 (3). Контрольное соотношение № 3.5 из письма ФНС от 10.03.2016 № БС-4-11/3852:</span></p></blockquote>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="130">Строка 060 раздела 1 расчета 6-НДФЛ</span></td>
<td><span data-role="phrase" data-phrase-id="131"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="132">Количество справок 2-НДФЛ с признаком 1 (3)</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="133">Строку заполняют нарастающим итогом. Всех физлиц посчитайте только один раз. В том числе если они получали доходы по разным ставкам или дополнительно работали по договору подряда.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5444364" class="inimg aligncenter" 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" width="650" height="194" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="135"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например: неверно заполнили строку 060 раздела 1 расчета 6-НДФЛ, не на всех сотрудников подали справки 2-НДФЛ с признаком 1 (3) или подали лишние.</em></span></p>
<p><span data-role="phrase" data-phrase-id="136"><strong>Что делать:</strong> <em>найдите и исправьте ошибку. Для этого пересчитайте количество физлиц, кому в течение года вы выплачивали доход. Правильно заполните строку 060 раздела 1 расчета 6-НДФЛ. Сдайте расчет с верными данными. Если отчет с ошибкой уже сдали, подайте уточненку. Если по ошибке отправили лишние справки 2-НДФЛ, направьте аннулирующие. Если же вы отправили меньше справок, то подайте недостающие. Подробнее, как уточнить расчет 6-НДФЛ, как подать, аннулировать и уточнить справку 2-НДФЛ.</em></span></p>
<p>&nbsp;</p>
</div>
<h3 style="text-align: left;"><span data-role="phrase" data-phrase-id="137"><strong>Строка 070 «Удержанный НДФЛ»</strong></span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="139">Для строки 070 раздела 1 расчета 6-НДФЛ нет контрольного соотношения из письма ФНС от 10.03.2016 № БС-4-11/3852. Но на практике инспекторы сопоставляют сумму удержанного НДФЛ по строке 070 раздела 1 расчета 6-НДФЛ с удержанным налогом из справок 2-НДФЛ с признаком 1 или 3.</span></p>
<p><span data-role="phrase" data-phrase-id="140">В строке 070 расчета показывайте только НДФЛ, который смогли удержать в налоговом периоде. Если организация начислила доход в одном периоде, а выплатила только в следующем, то исчисленный и удержанный налог нужно отразить в разных периодах.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18805034" class="inimg aligncenter" 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" alt="" width="650" height="488" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="142"><strong>Внимание: </strong><em>соотношение необязательное. Если показатели не сошлись, это еще не означает, что в отчетах ошибка. Дело в том, что показатели в этих строках формируются по разным правилам. В строку 070 расчета 6-НДФЛ попадают все суммы налога, которые фактически удержали в течение отчетного периода. </em></span></p>
<p><em>Например, в эту строку за 2020 год не попадет НДФЛ с зарплаты за декабрь, которую выплатят в январе 2021 года. В строку «Сумма налога удержанная» раздела 2 справки 2-НДФЛ включают удержанный налог на момент подачи справки с начисленных доходов за отчетный год. То есть в эту строку нужно включить НДФЛ с зарплаты за декабрь, которую выплатили в январе 2020 года.</em></p>
<p><span data-role="phrase" data-phrase-id="143"><strong>Что делать:</strong> <em>если расхождение обоснованное, составьте пояснения в свободной форме и представьте в течение пяти рабочих дней после получения требования (п. 3 ст. 88 НК). Если проигнорировать требование или ответить позже, компанию оштрафуют (п. 1 ст. 129.1 НК).</em></span></p>
<p><span data-role="phrase" data-phrase-id="144">Причина расхождений – ошибка? В этом случае, скорее всего, нарушили контрольные соотношения из письма ФНС от 10.03.2016 № БС-4-11/3852. Найдите ошибку и исправьте, правильно заполните строку 070 раздела 1 расчета 6-НДФЛ и строку «Сумма налога удержанная» раздела 2 справок 2-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="144">Сдайте отчеты с верными данными. Если отчет с ошибкой уже сдали, подайте уточненку. Подробнее, как уточнить расчет 6-НДФЛ, как аннулировать и уточнить справку 2-НДФЛ.</span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="145"><strong>Строка 080 «Неудержанный НДФЛ»</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="147">Сумму НДФЛ по строке 080 раздела 1 расчета 6-НДФЛ инспекторы сопоставят с неудержанным налогом из справок 2-НДФЛ с признаком 1 (контрольное соотношение № 3.4 из письма ФНС от 10.03.2016 № БС-4-11/3852).</span></p>
<p><span data-role="phrase" data-phrase-id="148">В строке 080 укажите НДФЛ, который не смогли удержать с доходов 2020 года. Если налог с какой-то выплаты вы удержали в январе, в строку 080 его не включайте.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18805038" class="inimg aligncenter" 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" alt="" width="650" height="484" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="150"><strong>Нарушили соотношение:</strong> <em>в расчете допустили критическую ошибку. Например:</em></span></p>
<p><span data-role="phrase" data-phrase-id="151">– включили в строку 080 формы 6-НДФЛ налог с декабрьской зарплаты, который удержали в январе;<br />
– не включили в строку 080 формы 6-НДФЛ неудержанный налог с материальной выгоды уволившихся сотрудников.</span></p>
<p><span data-role="phrase" data-phrase-id="152"><strong>Что делать:</strong> <em>найдите и исправьте ошибку, правильно заполните строку 080 раздела 1 расчета 6-НДФЛ и строку «Сумма налога, не удержанная налоговым агентом» раздела 2 справок 2-НДФЛ. Сдайте отчеты с верными данными. Если отчет с ошибкой уже сдали, подайте уточненку. Подробнее, как уточнить расчет 6-НДФЛ, как аннулировать и уточнить справку 2-НДФЛ.</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="153">6-НДФЛ с РСВ</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="155">Инспекторы сопоставляют сумму начисленного дохода по строке 020 раздела 1 расчета 6-НДФЛ со строкой 030 подраздела 1.1 приложения 1 к ЕРСВ. Такое контрольное соотношение предусмотрено в письме ФНС от 20.03.2019 № БС-4-11/4943@.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="155">Доходы в 6-НДФЛ без учета дивидендов не должны превышать доходы в ЕРСВ:</span></h3>
<p>&nbsp;</p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="156">Строка 020</span></td>
<td><span data-role="phrase" data-phrase-id="157">–</span></td>
<td><span data-role="phrase" data-phrase-id="158">Строка 025</span></td>
<td><span data-role="phrase" data-phrase-id="159">≥</span></td>
<td><span data-role="phrase" data-phrase-id="160">Строка 030 приложения 1 к разделу 1 ЕРСВ</span></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
</div>
</div>
</div>
</div>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18807611" class="inimg aligncenter" 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" alt="" width="650" height="622" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="162"><strong>Внимание: </strong><em>расхождения возможны в обе стороны. Главная причина – разница в порядке обложения выплат НДФЛ и страховыми взносами. Например:</em></span></p>
<p><span data-role="phrase" data-phrase-id="163">– декретные, пособия по уходу за ребенком и суточные в пределах норматива не отражают в 6-НДФЛ, а в ЕРСВ показывают в строках 030 и 040 подраздела 1.1 как необлагаемые;<br />
– компенсация за задержку зарплаты освобождена от НДФЛ, но облагается страховыми взносами;<br />
– оплата сотруднику дополнительных дней отдыха для ухода за детьми-инвалидами, обучения в его интересах облагают страховыми взносами, а НДФЛ нет;<br />
– подарки или арендную плату облагают НДФЛ, а страховыми взносами нет.</span></p>
<p><span data-role="phrase" data-phrase-id="164">Также расхождение возникнет из-за переходящих выплат. Допустим, акт об оказании услуг по договору подряда подписали в марте, а вознаграждение выплатили в апреле. Это вознаграждение вы покажете в ЕРСВ за I квартал и в расчете 6-НДФЛ за полугодие.</span></p>
<p><span data-role="phrase" data-phrase-id="165"><strong>Что делать:</strong> <em>составьте пояснения в свободной форме или представьте уточненки в течение пяти рабочих дней после получения требования (п. 3 ст. 88 НК). Если проигнорировать требование или ответить позже, компанию оштрафуют (п. 1 ст. 129.1 НК).</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="168">6-НДФЛ с Отчетом о движении денег</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="170">Между расчетом 6-НДФЛ и отчетом о движении денежных средств нет контрольных соотношений из письма ФНС от 10.03.2016 № БС-4-11/3852. Однако на практике инспекторы сопоставляют сумму начисленного дохода по строке 020 раздела 1 расчета 6-НДФЛ со строкой 4122 отчета о движении денежных средств. Если есть расхождение, налоговая инспекция вправе запросить пояснения.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18807612" class="inimg aligncenter" 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" alt="" width="650" height="603" /></span></span></p>
<p><span data-role="phrase" data-phrase-id="172"><strong>Внимание: </strong>с<em>оотношение не обязательное. Разница в показателях не означает, что в отчете ошибка. При этом инспекции иногда требуют пояснить расхождение между доходами сотрудников и оборотами по счетам 50 и 51 в корреспонденции со счетом 70. Расхождение возникнет на суммы:</em></span></p>
<p><span data-role="phrase" data-phrase-id="173">– страховых взносов. В строку 4122 включают не только выплаты работникам, но и взносы, которые начислили на эти доходы. В 6-НДФЛ взносы не показывают;<br />
– переходящих выплат. В 6-НДФЛ попадают начисленные доходы, а в отчет о движении денежных средств – выплаченные. Например, декабрьскую зарплату, которую выплатили в январе, надо отразить в строке 020 отчета 6-НДФЛ за 2020 год. Но в отчет о движении денежных средств за 2020 год она не попадет;<br />
– детских пособий. НДФЛ такие выплаты не облагаются, поэтому в 6-НДФЛ их не включают. В отчет о движении денежных средств выплаченные пособия включить нужно.</span></p>
<p><span data-role="phrase" data-phrase-id="174"><strong>Что делать:</strong> <em>составьте пояснения в свободной форме и представьте в течение пяти рабочих дней после получения требования (п. 3 ст. 88 НК). Если проигнорировать требование или ответить позже, компанию оштрафуют (п. 1 ст. 129.1 НК</em>).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="175">6-НДФЛ с перечисленным НДФЛ</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="177">Для строки 070 раздела 1 расчета 6-НДФЛ нет контрольного соотношения из письма ФНС от 10.03.2016 № БС-4-11/3852. Но на практике инспекторы сопоставляют сумму удержанного НДФЛ по строке 070 раздела 1 расчета 6-НДФЛ с суммой фактически перечисленного НДФЛ. Если есть расхождение, налоговая инспекция вправе запросить пояснения.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5444369" class="inimg aligncenter" 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" width="650" height="194" /></span></span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="179"><strong>Внимание: </strong><em>соотношение необязательное. Равенства может и не быть по объективным причинам. Показатель в строке 070 не сойдется с суммой налога, перечисленного в бюджет, если в отчетном периоде вы возвращали сотруднику излишне удержанный налог. В этом случае должно выполняться условие:</em></span></p>
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<td><span data-role="phrase" data-phrase-id="180">Строка 070</span></td>
<td><span data-role="phrase" data-phrase-id="181"><strong>–</strong></span></td>
<td><span data-role="phrase" data-phrase-id="182">Строка 090</span></td>
<td><span data-role="phrase" data-phrase-id="183"><strong>≤</strong></span></td>
<td><span data-role="phrase" data-phrase-id="184">НДФЛ, уплаченный в бюджет</span></td>
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<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="185"><strong>Что делать:</strong> <em>составьте пояснения в свободной форме и представьте в течение пяти рабочих дней после получения требования (п. 3 ст. 88 НК). Если проигнорировать требование или ответить позже, компанию оштрафуют (п. 1 ст. 129.1 НК).</em></span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sverit-6-ndfl-s-2-ndfl-rsv-i-drugimi-dannymi/">Как сверить 6-НДФЛ с 2-НДФЛ, РСВ и другими данными</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить декабрьские выплаты в 6-НДФЛ</title>
		<link>https://enterfin.ru/kak-otrazit-dekabrskie-vyplaty-v-6-ndfl/</link>
					<comments>https://enterfin.ru/kak-otrazit-dekabrskie-vyplaty-v-6-ndfl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:22:06 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21872</guid>

					<description><![CDATA[<p>Зарплата за декабрь &#160; Как заполнить 6-НДФЛ, зависит от того, когда вы выплатили зарплату – в декабре или январе. Если срок выплаты зарплаты по итогам месяца вы установили с 1-го по 10-е число, выдать зарплату за декабрь нужно накануне праздников (ч. 8 ст. 136 ТК). Если срок с 11-го по 15-е число, выдавать зарплату заранее [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-dekabrskie-vyplaty-v-6-ndfl/">Как отразить декабрьские выплаты в 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Зарплата за декабрь</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Как заполнить 6-НДФЛ, зависит от того, когда вы выплатили зарплату – в декабре или январе. Если срок выплаты зарплаты по итогам месяца вы установили с 1-го по 10-е число, выдать зарплату за декабрь нужно накануне праздников (ч. 8 ст. 136 ТК). Если срок с 11-го по 15-е число, выдавать зарплату заранее не нужно.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="5"><strong>Зарплату за декабрь выплатили в декабре</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="6">Зарплату за декабрь, которую выплатили в декабре, включите в строку 020 расчета за 2020 год, а НДФЛ с нее – в строки 040 и 070. Как заполнить раздел 2, зависит от даты выплаты зарплаты. Зарплату за декабрь, которую выдали до 30 декабря включительно, отразите в разделе 2 расчета за 2020 год. </span></p>
<p><span data-role="phrase" data-phrase-id="6">Зарплату, которую выдали 31 декабря, отразите в разделе 2 расчета за I квартал. Крайний срок уплаты налога с нее – 11 января 2021 года. </span></p>
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<p><span data-role="phrase" data-phrase-id="8"><strong>Пример<em>. </em></strong><em>В организации пять человек. Стандартные вычеты им не положены. Ежемесячно за всех сотрудников бухгалтер начисляет доход 150 000 руб. НДФЛ – 19 500 руб. Зарплату за декабрь 2020 года выплатили <strong>30 декабря.</strong></em></span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="9">Декабрьскую зарплату бухгалтер включил в раздел 1.</span></h3>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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<p><span data-role="phrase" data-phrase-id="10">Раздел 2 можно заполнить двумя способами. Отличаются они датой получения дохода в строке 100.</span></p>
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<h3><span data-role="phrase" data-phrase-id="11">Способ 1. Дата получения дохода – день выплаты зарплаты.</span></h3>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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<p><span data-role="phrase" data-phrase-id="12">Способ 2. Дата получения дохода – последний день месяца.</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" 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<p><span data-role="phrase" data-phrase-id="13">Оба способа допустимы, и налоговая инспекция обязана принять расчет. Но при втором способе дата удержания налога раньше, чем дата получения дохода, поэтому инспекция может потребовать пояснения.</span></p>
<p><span data-role="phrase" data-phrase-id="14"><strong>Пример. </strong><em>В организации пять человек. Стандартные вычеты им не положены. Ежемесячно за всех сотрудников бухгалтер начисляет доход 150 000 руб. НДФЛ – 19 500 руб. Зарплату за декабрь 2020 года выплатили <strong>31 декабря</strong>.</em></span></p>
<p><span data-role="phrase" data-phrase-id="15">Раздел 1 нужно заполнить, как в предыдущем примере. В разделе 2 за 2020 год зарплату, выплаченную 31 декабря, не показывайте. Этот доход нужно включить в раздел 2 расчета за I квартал 2021 года.</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" 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<h3><span data-role="phrase" data-phrase-id="16"><strong>Зарплату за декабрь выплатили в январе</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="17">Когда зарплату за декабрь выдали в январе, сумму зарплаты включите в строку 020 раздела 1 расчета за 2020 год. В строке 040 покажите исчисленный с нее налог. В строку 070 налог с декабрьской зарплаты не включайте.</span></p>
<p><span data-role="phrase" data-phrase-id="17"> Удержать вы его сможете только в момент выплаты дохода. В строку 070 раздела 1 и раздел 2 зарплату за декабрь вы включите в расчете за I квартал 2021 года.</span></p>
<p><span data-role="phrase" data-phrase-id="18"><strong>Пример.</strong> <em>В организации пять человек. Стандартные вычеты им не положены. Ежемесячно за всех сотрудников бухгалтер начисляет доход 150 000 руб. НДФЛ – 19 500 руб. Зарплату за декабрь 2020 года выплатили 10 января 2021 года.</em></span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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<p><span data-role="phrase" data-phrase-id="20">Операцию по декабрьской зарплате бухгалтер включит в раздел 2 формы 6-НДФЛ за I квартал 2021 года.</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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<p><span data-role="phrase" data-phrase-id="23">​​​​​​</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="24">Производственная премия</span></h2>
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<p><span data-role="phrase" data-phrase-id="25">Квартальные, годовые и ежемесячные премии в 6-НДФЛ показывайте по-разному. У них отличаются даты получения дохода. Для ежемесячных премий это последний день месяца, за который начислили доход. </span></p>
<p><span data-role="phrase" data-phrase-id="25">Отражайте их в 6-НДФЛ в том же порядке, что и зарплату. Для квартальных, годовых премий дата получения дохода – это день выплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="26"><strong>Пример.</strong><em> Сотрудникам организации начислили годовую премию 50 000 руб. Сумма НДФЛ с этого дохода – 6500 руб. Выплатили премию 30 декабря.</em></span></p>
<p><span data-role="phrase" data-phrase-id="27">Сумму премии, а также исчисленный и удержанный НДФЛ бухгалтер отразил в строках 020, 040 и 070 раздела 1 расчета 6-НДФЛ за 2020 год. Срок уплаты НДФЛ пришелся на IV квартал, поэтому выплату премии бухгалтер отразил в разделе 2 расчета за 2020 год.</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" 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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="30">Новогодние подарки</span></h2>
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<p><span data-role="phrase" data-phrase-id="32">Включите в расчет подарки, стоимость которых превышает 4000 руб. в год. Подарок отразите в 6-НДФЛ в периоде выдачи. В строке 020 покажите всю стоимость подарка, а строке 030 – необлагаемую НДФЛ часть. Читайте подробнее, как отразить в 6-НДФЛ подарки и призы.</span></p>
<p><span data-role="phrase" data-phrase-id="33"><strong>Пример. </strong><em>Сотруднику организации 28 декабря выдали подарок стоимостью 5000 руб. Других подарков в течение года сотрудник не получал. Сумма НДФЛ – 130 руб. ((5000 – 4000) × 13%). Исчисленный НДФЛ бухгалтер удержал 30 декабря при выплате сотруднику зарплаты за декабрь</em>.</span></p>
<p><span data-role="phrase" data-phrase-id="34">В разделе 1 расчета 6 НДФЛ отразите полную стоимость подарка, а необлагаемую часть включите в вычеты.</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="36">Выдачу подарка бухгалтер отразил в разделе 2.</span></p>
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</div>
<p><img class="dynamic-hint__image no-print aligncenter" 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" 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<p><span data-role="phrase" data-phrase-id="38"><strong>Пример. </strong><em>Организация 28 декабря выдала ребенку сотрудника подарок стоимостью 5000 руб. Сумма НДФЛ с подарка – 130 руб. ((5000 – 4000) × 13%). Других доходов ребенку организация не выплачивала, поэтому НДФЛ с подарка бухгалтер не удержал.</em></span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="41">Даже если удержать НДФЛ не удалось, доход нужно показать в разделе 2.</span></p>
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<div class="dynamic-hint__wrapper">
<div class="dynamic-hint__circle js-tipped-image-dot" data-id="1">
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</div>
<p><img class="dynamic-hint__image no-print aligncenter" 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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Отпускные и больничные</span></h2>
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<p><span data-role="phrase" data-phrase-id="47">Отпускные и больничные, которые выплатили в декабре 2020 года, покажите в разделах 1 и 2 расчета за 2020 год. Срок уплаты НДФЛ с таких доходов – 31 декабря. Это официальный рабочий день. Даже если организация в этот день не работает, переносить срок уплаты не нужно. </span></p>
<p><span data-role="phrase" data-phrase-id="49"><strong>Пример.</strong> <em>Сотрудник уходит в отпуск с 11 января. 28 декабря бухгалтер выплатил отпускные 18 000 руб. НДФЛ – 2340 руб.</em></span></p>
<p><span data-role="phrase" data-phrase-id="50">Несмотря на то, что отпуск начинается в январе, доход в виде отпускных считают полученным в декабре 2020. Выплаченные отпускные бухгалтер включил в раздел 1 расчета за 2020 год:</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
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<p><span data-role="phrase" data-phrase-id="52">В разделе 2 расчета за 2020 год бухгалтер указал:</span></p>
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<p><img class="dynamic-hint__image no-print aligncenter" 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" /></div>
</div>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-otrazit-dekabrskie-vyplaty-v-6-ndfl/">Как отразить декабрьские выплаты в 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать уточненный расчет 6-НДФЛ</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-utochnennyj-raschet-6-ndfl/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-utochnennyj-raschet-6-ndfl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:16:46 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ликвидация]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21870</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Когда уточнять &#160; Уточненный расчет по форме 6-НДФЛ подавайте обязательно, если после сдачи первичного расчета: изменились данные о суммах доходов и налога (например, налог был пересчитан); обнаружили ошибки в первичном расчете. &#160; Смотрите, как действовать в конкретных ситуациях: допустили ошибки [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-utochnennyj-raschet-6-ndfl/">Как составить и сдать уточненный расчет 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="2">Когда уточнять</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Уточненный расчет по форме 6-НДФЛ подавайте обязательно, если после сдачи первичного расчета:</span></h3>
<ul class="c-list">
<li>изменились данные о суммах доходов и налога (например, налог был пересчитан);</li>
<li>обнаружили ошибки в первичном расчете.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Смотрите, как действовать в конкретных ситуациях:</span></h3>
<ul class="c-list">
<li>допустили ошибки в КПП и ОКТМО, расчете закрытого обособленного подразделения, доходах;</li>
<li>доначислили налог по результатам налоговой проверки;</li>
<li>удержали ранее не удержанный налог;</li>
<li>предоставили стандартный вычет, имущественный вычет неправомерно;</li>
<li>вернули фиксированные платежи по НДФЛ иностранцу с патентом;</li>
<li>восстановили ранее уволенного сотрудника;</li>
<li>пересчитали материальную помощь.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Ошибки в КПП и ОКТМО</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="10">Представьте уточненный расчет, если ошиблись в КПП или ОКТМО. Заявлением о корректировке реквизитов первичного отчета тут не обойтись (письмо ФНС от 23.03.2016 № БС-4-11/4900).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="11">Расчет с ошибочным КПП или ОКТМО придется аннулировать. Для этого подайте уточненку с этим же КПП или ОКТМО, а во всех цифровых показателях проставьте нули. Это необходимо для того, чтобы убрать из лицевого счета ошибочные начисления.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="11">На титульном листе в строке «Номер корректировки» проставьте «001» при сдаче первого уточненного расчета, «002» – второго и т. д. Об этом сказано в пункте 2.2 Порядка, утвержденного приказом ФНС от 14.10.2015 № ММВ-7-11/450.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12">Одновременно с нулевой уточненкой представьте первичный расчет с правильными КПП и ОКТМО. В нем заполните все показатели. То есть перенесите их из расчета с ошибочным КПП или ОКТМО в новый с правильными кодами. Такой порядок применяйте до того, как ФНС утвердит новую форму расчета.</span></p>
<p><span data-role="phrase" data-phrase-id="13"><strong>Обратите внимание</strong>: <em><strong>если расчет с правильными КПП и ОКТМО вы сдадите позже установленного срока, вас за это не оштрафуют.</strong></em></span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="14">Вы уже перечислили НДФЛ и в платежном поручении указали неверно КПП или ОКТМО? Тогда подайте в налоговую инспекцию заявление об уточнении реквизитов (п. 7 ст. 45 НК). Такие разъяснения приведены в письме ФНС 12.08.2016 № ГД-4-11/14772.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="15">Если первичный 6-НДФЛ сдавало обособленное подразделение по месту своего учета, то уточненки сдавайте туда же.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="16">Ошибки в расчете закрытого обособленного подразделения</span></h2>
<h3></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Уточненный расчет сдайте по месту учета головной организации. На титульном листе расчета за закрытое обособленное подразделение укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП головной организации – в верхней части титульного листа;</li>
<li>ОКТМО закрытого обособленного подразделения;</li>
<li>код 9 «закрытие обособленного подразделения» в поле «Форма реорганизации (ликвидация) (код)»;</li>
<li>ИНН и КПП закрытого подразделения в поле «ИНН/КПП реорганизованной организации»;</li>
<li>период предоставления (код), который указан в первичном расчете.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="20">Такой порядок – в письмах ФНС от 03.02.2020 № БС-4-11/1617, от 03.02.2020 № БС-4-11/1617, от 12.12.2019 № БС-4-11/25600@. Приложите к расчету пояснительную записку.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="154">Предоставили имущественный вычет неправомерно</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="156">Возможна ситуация, когда компания по уведомлению предоставила сотруднику имущественный вычет, а впоследствии выяснилось, что человек не имеет права на этот вычет. В этом случае компания не должна доудерживать налог и корректировать отчеты 6-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="156">Доплачивать налог в бюджет будет сам сотрудник. Для этого он должен явиться в инспекцию и сдать декларацию 3-НДФЛ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="156">Такие разъяснения в письме ФНС от 10.07.2017 № БС-3-11/4662.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-utochnennyj-raschet-6-ndfl/">Как составить и сдать уточненный расчет 6-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как сдать справку 2-НДФЛ в инспекцию</title>
		<link>https://enterfin.ru/kak-sdat-spravku-2-ndfl-v-inspektsiyu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 12 Aug 2020 18:13:26 +0000</pubDate>
				<category><![CDATA[НДФЛ и страховые взносы]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21868</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Куда сдавать   Справки по форме 2-НДФЛ нужно сдавать в налоговые инспекции по месту учета налоговых агентов (п. 2 ст. 230 НК). Организации представляют справки в инспекции, где они состоят на учете по своему местонахождению, а предприниматели – по местожительству. Это правило действует и для крупнейших налогоплательщиков (п. [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sdat-spravku-2-ndfl-v-inspektsiyu/">Как сдать справку 2-НДФЛ в инспекцию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Куда сдавать</span></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2"> </span></h2>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Справки по форме 2-НДФЛ нужно сдавать в налоговые инспекции по месту учета налоговых агентов (п. 2 ст. 230 НК). Организации представляют справки в инспекции, где они состоят на учете по своему местонахождению, а предприниматели – по местожительству. Это правило действует и для крупнейших налогоплательщиков (п. 1 ст 83, ст. 11 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">При этом учтите особенности:</span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<ul class="c-list">
<li>для организаций с обособленными подразделениями, ответственным подразделением, ликвидированным подразделением;</li>
<li>реорганизованных организаций;</li>
<li>предпринимателей на ЕНВД и ПСН.</li>
</ul>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="8"><strong>Организация с обособленными подразделениями</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="9">Если у организации есть обособленные подразделения, куда сдавать справки, зависит от того, кто выплачивает доход сотрудникам.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="10">Сориентироваться во всех ситуациях поможет следующая таблица.</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="11"><strong>Источник получения дохода</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="12"><strong>Куда подавать 2-НДФЛ</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="13">Сотрудники головного отделения получают доходы от головного отделения</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="14">В налоговую инспекцию по местонахождению головного отделения.</span></p>
<p><span data-role="phrase" data-phrase-id="15">Основание: п. 2 ст. 230 НК, письма Минфина от 11.02.2009 № 03-04-06-01/26, от 03.12.2008 № 03-04-07-01/244 и ФНС от 14.10.2010 № ШС-37-3/13344</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="16">Сотрудники обособленных подразделений получают доходы от обособленных подразделений</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="17">В инспекцию по месту нахождения каждого обособленного подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="18">При этом не важно, кто именно перечисляет деньги – головная организация или обособленное подразделение. Например, головная организация со своего расчетного счета перечисляет зарплату сотрудникам обособленного подразделения. В этом случае зарплата также является доходом от обособленного подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="19">Основание: абз. 4 п. 2 ст. 230 НК, письмо ФНС от 25.04.2019 № БС-4-11/8062</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="20">Сотрудники обособленных подразделений получают доходы от головной организации. Например, дивиденды</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="21">В инспекцию по месту нахождения головного отделения.</span></p>
<p><span data-role="phrase" data-phrase-id="22">Основание: п. 7 ст. 226, п. 2 ст. 230 НК, письмо Минфина от 22.03.2013 № 03-04-06/8999</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="23">Сотрудники одновременно получают доходы и в головном отделении, и в обособленных подразделениях</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="24">По доходам за время, отработанное:</span></p>
<p><span data-role="phrase" data-phrase-id="25">– в головном отделении – в инспекцию по местонахождению головного отделения организации (с указанием КПП и кода ОКТМО головного отделения);</span></p>
<p><span data-role="phrase" data-phrase-id="26">– обособленных подразделениях – в инспекцию по местонахождению каждого обособленного подразделения (с указанием КПП и кода ОКТМО соответствующего обособленного подразделения).</span></p>
<p><span data-role="phrase" data-phrase-id="27">Основание: письма Минфина от 29.03.2010 № 03-04-06/55 и ФНС от 14.10.2010 № ШС-37-3/13344</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="28">Сотрудники обособленных подразделений получают доходы от обособленных подразделений, которые находятся в одном муниципальном образовании, но на территориях разных налоговых инспекций. Ответственного подразделения нет</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="29">В инспекции по месту учета каждого обособленного подразделения, от которого получен доход​​​​​​.</span></p>
<p><span data-role="phrase" data-phrase-id="30">Основание: абз. 3 п. 4 ст. 83, абз. 4 п. 2 ст. 230 НК, письма Минфина от 21.09.2011 № 03-04-06/3-230, от 28.08.2009 № 03-04-06-01/224, от 11.02.2009 № 03-04-06-01/26, от 03.12.2008 № 03-04-07-01/244</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="31">Сотрудники обособленных подразделений организаций – крупнейших налогоплательщиков, которые получают доходы от обособленных подразделений</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="32">В налоговые инспекции по местонахождению обособленных подразделений.</span></p>
<p><span data-role="phrase" data-phrase-id="33">Основание: абз. 4 п. 2 ст. 230 НК, письмо ФНС от 19.12.2016 № БС-4-11/24349</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="34"><strong>Организация с подразделениями в одном муниципальном образовании</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="35">Организации с несколькими обособленными подразделениями в одном муниципальном образовании вправе выбрать ответственное подразделение и через него платить НДФЛ и сдавать отчетность за все обособки (абз. 7 п. 2 ст. 230  НК). </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="36"><strong>Ликвидация обособленного подразделения</strong></span></h3>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">Если к моменту представления справок о доходах, выплаченных обособленным подразделением, это подразделение было закрыто (ликвидировано), справки подавайте в налоговую инспекцию по местонахождению головной организации (письма ФНС от 22.05.2019 № БС-4-11/9619, от 07.02.2012 № ЕД-4-3/1838).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="38"><strong>Реорганизация организации</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="39">Если реорганизованная организация не представила сведения до внесения записи в ЕГРЮЛ, их подает правопреемник по месту своего учета. Если их несколько, обязанность отчитываться по НДФЛ определяйте на основании передаточного акта.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="39">Такие правила – в пункте 5 статьи 230 НК.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="40"><strong>Предприниматели</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="41">Предприниматели подают справки 2-НДФЛ по местожительству и по месту ведения деятельности – в зависимости от системы налогообложения. Чтобы разобраться, куда предпринимателю сдавать справки 2-НДФЛ, смотрите таблицу ниже.</span></p>
<div align="left">
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<thead class="sticky tableFloatingHeaderOriginal">
<tr data-role="phrase-row">
<th class="bdBottom"><strong>Кто и где получает доходы</strong></th>
<th class="bdBottom"><strong>Куда сдавать 2-НДФЛ</strong></th>
</tr>
</thead>
<tbody>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Сотрудники предпринимателя на ОСНО или УСН</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="44">В инспекцию по местожительству ИП. При этом неважно, где предприниматель ведет деятельность: по местожительству или нет.</span></p>
<p><span data-role="phrase" data-phrase-id="45">Основание: п. 1 ст. 83, ст. 11, п. 2 ст. 230 НК</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Сотрудники предпринимателя на ЕНВД</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="47">В инспекцию по месту ведения деятельности. Это налоговая инспекция, в которую ИП подал заявление и встал на учет как плательщик ЕНВД.</span></p>
<p><span data-role="phrase" data-phrase-id="48">Основание: абз. 5 п. 2 ст. 230 НК </span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Сотрудники предпринимателя на ПСН</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="50">В инспекцию по месту ведения деятельности. Это налоговая инспекция, в которую ИП подал заявление и встал на учет как плательщик ПСН.</span></p>
<p><span data-role="phrase" data-phrase-id="51">Основание: абз. 5 п. 2 ст. 230 НК </span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Сотрудники предпринимателя, который совмещает  УСН и ЕНВД</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="53">В инспекцию по местожительству ИП – по доходам сотрудников, занятых в деятельности на УСН.</span></p>
<p><span data-role="phrase" data-phrase-id="54">В инспекцию по месту ведения деятельности – по доходам сотрудников, занятых в деятельности на ЕНВД.</span></p>
<p><span data-role="phrase" data-phrase-id="55">Основание: п. 1 ст. 83, ст. 11, абз. 1 и 5 п. 2 ст. 230 НК, письма Минфина от 26.06.2019 № 03-04-05/46818, от 27.07.2018 № 03-11-11/53003 </span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="63">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="65">С 1 января 2020 года отчетность по форме 2-НДФЛ с признаками 1 и 3 нужно сдавать в налоговую инспекцию не позднее 1 марта года, следующего за отчетным (п. 2 ст. 230 НК). О том, когда подать сообщение по форме 2-НДФЛ с признаками 2 и 4, читайте в отдельной рекомендации Когда и как уведомить налоговую инспекцию о невозможности удержать НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="66"><strong>Реорганизация. </strong><em>Организация, которая прекращает деятельность в результате реорганизации, должна отчитаться за период с начала года, в котором происходит реорганизация, до дня регистрации прекращения деятельности (п. 3.5 ст. 55 НК, письмо ФНС от 26.10.2011 № ЕД-4-3/17827).</em></span></p>
<p><span data-role="phrase" data-phrase-id="67">Если организация не представит справки до момента прекращения деятельности, отчитаться за нее должен правопреемник. Отчитаться правопреемник должен в обычные сроки – не позднее 1 марта года, следующего за отчетным (п. 5 ст. 230 НК, письмо ФНС от 17.01.2018 № ГД-4-11/582).</span></p>
<p><span data-role="phrase" data-phrase-id="68"><strong>Ликвидация.<em> </em></strong><em>Организация, которая ликвидируется, должна отчитаться самостоятельно до момента ликвидации (п. 3.5 ст. 55, п. 5 ст. 230 НК).</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="69">Каким способом сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Каким способом сдать справку 2-НДФЛ –  в электронном виде или на бумаге, зависит от численности физлиц, которым налоговый агент выплатил доход:</span></h3>
<ul class="c-list">
<li>более 10 – только в электронном виде;</li>
<li>10 и менее – в электронном виде или на бумаге.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="73">Эти правила применяйте с 1 января 2020 года начиная с отчетности за 2019 год. Это следует из пункта 2 статьи 230 НК. Аналогичные разъяснения – в письме ФНС от 15.11.2019 № БС-4-11/23242.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">На бумаге справку 2-НДФЛ можно сдать:</span></h3>
<ul class="c-list">
<li>непосредственно в налоговую инспекцию;</li>
<li>почтовым отправлением.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="76">Это следует из пункта 4 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566. </span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="77"><strong>Как сдать по ТКС</strong></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">По телекоммуникационным каналам связи сдавайте справки 2-НДФЛ через оператора электронного документооборота. Это возможно, если налоговый агент:</span></h3>
<p><span data-role="phrase" data-phrase-id="80">1) располагает сертифицированными средствами криптографической защиты информации, совместимыми со средствами налоговой инспекции;</span></p>
<p><span data-role="phrase" data-phrase-id="81">2) имеет возможность:</span></p>
<ul class="c-list">
<li>сформировать сведения в соответствии с утвержденным электронным форматом;</li>
<li>обеспечить шифрование и дешифрование информации с использованием шифровальных средств;</li>
<li>сформировать усиленную квалифицированную электронную подпись при отправке и ее проверку при получении информации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="83">Количество сведений, сгруппированных в один файл, не должно превышать 3000. Если количество сведений превышает эту величину, нужно сформировать несколько файлов. При этом в каждом файле должны содержаться сведения с одинаковой комбинацией реквизитов: ИНН и КПП налогового агента, ОКТМО, отчетный год, признак представленных сведений.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">После отправки налоговым агентом справок по форме 2-НДФЛ налоговая инспекция:</span></h3>
<ul class="c-list">
<li>на следующий день подтвердит дату получения электронных документов соответствующим извещением;</li>
<li>в течение 10 дней направит файлы с реестром справок о доходах и суммах налога физических лиц и протокол приема справок о доходах и суммах налога физических лиц.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="86">Сданными считают сведения, которые прошли форматный контроль и зафиксированы в реестре, сформированном налоговой инспекцией. Датой представления отчета является дата его отправки оператором.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="86"> Это следует из пунктов 4 и 12–21 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="87">Справки, которые не прошли форматный контроль, нужно уточнить и пересдать. Причем если часть справок инспекция приняла, то пересдать нужно только те справки, в которых были ошибки. То есть надо сформировать файл только с уточненными справками. </span></p>
<p><span data-role="phrase" data-phrase-id="87">Выгружать все справки (и правильные, и ошибочные) не нужно. Иначе инспекция повторный отчет не примет.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="87">Это следует из пункта 5 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566, и подтверждается письмом ФНС от 05.09.2013 № БС-4-11/16088.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="88">Чтобы аннулировать справку с ошибочными показателями, отправьте эту справку с кодом корректировки 99. В ней укажите только реквизиты самого человека (фамилия, имя, отчество и др.). Данные о начислениях и выплатах в справке с кодом 99 не показывайте. </span></p>
<p><span data-role="phrase" data-phrase-id="88">Подтверждением правильности аннулирующей справки станет стандартный протокол, где в графах «Сумма дохода», «Сумма исчисленного налога», «Сумма удержанного налога», «Сумма перечисленного налога» будут указаны нули.</span></p>
<p><span data-role="phrase" data-phrase-id="89">После аннулирования ошибочной справки составьте новую форму с правильными сведениями (если это необходимо) и передайте ее в инспекцию.</span></p>
<p><span data-role="phrase" data-phrase-id="90"><strong>Важно!</strong> <em>Аннулирующую справку подавайте только в том случае, если сведения отправили ошибочно. К примеру, передали исходную справку не в ту налоговую инспекцию. </em></span></p>
<p><em>Сдавать аннулирующую форму 2-НДФЛ перед подачей корректировочной необязательно. Кстати, раньше программное обеспечение налоговых инспекций не позволяло принимать корректирующие справки после того, как первичную справку аннулировали. </em></p>
<p><em>В настоящее время эта недоработка устранена. Теперь после аннулирующей справки на того же человека можно подать корректировочную. Для этого составьте новую справку и укажите номер корректировки, следующий за тем, который ставили до подачи аннулирующей справки. Об этом сказано в письме ФНС от 10.06.2016 № БС-4-11/10398.</em></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="91"><strong>Как сдать сотруднику инспекции</strong></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="93">Справки 2-НДФЛ сдайте лично или через представителя организации. К справкам приложите реестр справок о доходах и суммах налога физических лиц в двух экземплярах, один из которых останется в инспекции.</span></p>
<p><span data-role="phrase" data-phrase-id="94">После проверки сотрудник инспекции и налоговый агент составляют протокол приема справок о доходах и суммах налога физических лиц в двух экземплярах, один из которых передают представителю организации лично (или направляют по почте в течение 10 рабочих дней), а другой остается в инспекции. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="94">При таком варианте сведения считаются представленными с даты фактического представления в инспекцию. Это следует из пунктов 4 и 7–11 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="95"><strong>Как сдать по почте</strong></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="97">По почте справки 2-НДФЛ сдавайте с описью вложения. Опись вложения заполните в двух экземплярах и попросите сотрудника почты поставить штамп на каждом экземпляре. Один из них вложите в почтовое отправление, другой храните у себя.</span></p>
<p><span data-role="phrase" data-phrase-id="98">Датой представления справок 2-НДФЛ в налоговую инспекцию считается дата отправки. Дату отправки определите по почтовому штемпелю. Сведения признаются сданными своевременно, если они отправлены до 24 часов последнего дня, установленного для ее представления (п. 8 ст. 6.1 НК). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="98">Такой порядок предусмотрен пунктами 4, 7 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="99">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="101">Если вовремя не представить справку по форме 2-НДФЛ, инспекция может оштрафовать по статье 126 НК. Штраф составляет 200 руб. за каждый документ, который вовремя не сдан.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Кроме того, за непредставление или несвоевременное представление справки 2-НДФЛ по заявлению налоговой инспекции суд может применить административную ответственность в виде штрафа в размере:</span></h3>
<ul class="c-list">
<li>для граждан – от 100 до 300 руб.;</li>
<li>для должностных лиц – от 300 до 500 руб.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="104">Такая ответственность применяется к должностным лицам организации, например к ее руководителю (ст. 15.6 КоАП).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="106">Ответ зависит от того, какая ошибка была допущена в справке.</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="107">По общему правилу за недостоверные данные в 2-НДФЛ полагается штраф в размере 500 руб. за каждую справку с ошибками (п. 1 ст. 126.1 НК).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="107">Недостоверными данными считаются те ошибки, которые:</span></h3>
<ul class="c-list">
<li>затруднили налоговый контроль (например, инспекторы из-за ошибки не смогли идентифицировать получателя дохода);</li>
<li>привели к несвоевременной или неполной уплате НДФЛ;</li>
<li>нарушили права физических лиц (к примеру, инспекция из-за ошибки отказала гражданину в налоговых вычетах по НДФЛ).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="109">Штрафа не будет  в том случае, если налоговый агент сам обнаружит ошибку и своевременно (до того как ошибку найдет инспекция) уточнит сведения. Причем досрочная подача справок от штрафа не спасет. Допустим, организация сдала формы 2-НДФЛ в феврале. </span></p>
<p><span data-role="phrase" data-phrase-id="109">В марте инспекция обнаружила неточности и известила об этом организацию. В такой ситуации, даже если до 1 апреля организация исправит все ошибки и сдаст уточненные справки, ее все равно оштрафуют.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="109">Такой порядок предусмотрен пунктом 1 статьи 126.1 НК. Аналогичные разъяснения есть в письме Минфина от 30.06.2016 № 03-04-06/38424.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sdat-spravku-2-ndfl-v-inspektsiyu/">Как сдать справку 2-НДФЛ в инспекцию</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить справку 2-НДФЛ для инспекции</title>
		<link>https://enterfin.ru/kak-sostavit-spravku-2-ndfl-dlya-inspektsii/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 11 Aug 2020 20:57:48 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[ЕНВД]]></category>
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		<category><![CDATA[прибыль]]></category>
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					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Кто и когда составляет &#160; Справки о доходах и суммах налога по форме 2-НДФЛ составляют налоговые агенты и сдают в инспекцию. Как правило, это работодатели, которые выплачивают доходы физлицам. Составлять справку нужно по каждому человеку, который получает доход. &#160; Составить и сдать справку [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-spravku-2-ndfl-dlya-inspektsii/">Как составить справку 2-НДФЛ для инспекции</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто и когда составляет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Справки о доходах и суммах налога по форме 2-НДФЛ составляют налоговые агенты и сдают в инспекцию. Как правило, это работодатели, которые выплачивают доходы физлицам. Составлять справку нужно по каждому человеку, который получает доход.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="6">Составить и сдать справку по форме 2-НДФЛ в инспекцию необходимо и в том случае, когда организация должна, но не может удержать налог с выплаченных доходов (п. 2 приказа ФНС от 02.10.2018 № ММВ-7-11/566).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Например, если вручила подарок стоимостью более 4000 руб. человеку, который не является ее сотрудником.</span></p>
<p><span data-role="phrase" data-phrase-id="7">Кроме того, налоговый агент обязан предоставить справку о доходах сотруднику по его письменному заявлению. Подробнее об этом в рекомендации Как составить и выдать справку 2-НДФЛ сотруднику.</span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="9">Нулевые справки 2-НДФЛ сдавать в налоговую инспекцию не нужно.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Не составляйте справки по форме 2-НДФЛ на физлиц, которым в течение года налоговый агент:</span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="10"><strong>1. Не начислял и не выплачивал облагаемые НДФЛ доходы.</strong> Например,  сотруднику:</span></p>
<ul class="c-list">
<li>не начисляли зарплату и не выплачивали иных доходов, в том числе по причине отсутствия деятельности;</li>
<li>выплачивали только доходы, которые полностью освобождены от НДФЛ, – пособие декретнице по беременности и родам,  пособие по уходу за ребенком.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12"><strong>2. Начислял налогооблагаемые доходы, но на момент представления справок их еще не выплатил.</strong> После выплаты дохода подайте справку 2-НДФЛ за период начисления дохода. См. также ситуацию Показывать ли в справке 2-НДФЛ зарплату, которую в отчетном периоде начислили, но не выплатили.​​​​​​</span></p>
<p><span data-role="phrase" data-phrase-id="13"><strong>3. Выплачивал доходы, с которых получатель платит налог самостоятельно.</strong> Например,  организация выплатила доход:</span></p>
<ul class="c-list">
<li>гражданину по договору купли-продажи автомобиля;</li>
<li>предпринимателю, в том числе участнику договора инвестиционного товарищества;</li>
<li>самозанятому.</li>
</ul>
<p>&nbsp;</p>
</div>
<blockquote><p><span data-role="phrase" data-phrase-id="16">Эти выводы следуют из  пункта 2 статьи 226, пункта 2 статьи 214.5, статей 227 и 228, пункта 2 статьи 230 НК и пункта 2 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566. Аналогичные разъяснения приведены в письмах Минфина от 02.04.2019 № 03-04-05/22860, от 08.05.2013 № 03-04-06/16327, от 02.03.2012 № 03-04-06/9-54, от 07.03.2014 № 03-04-06/10185 и от 29.12.2010 № 03-04-06/6-321.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="17">По какой форме</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="19">Справку о доходах и суммах налога физического лица для налоговой инспекции составляйте по форме 2-НДФЛ из приложения 1 к приказу ФНС от 02.10.2018 № ММВ-7-11/566. Эту форму применяют с 2019 года по доходам за 2018 год и последующие периоды.</span></p>
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<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="26">Какие доходы отражать<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></h2>
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<p><span data-role="phrase" data-phrase-id="28">В справке по форме 2-НДФЛ и форме из приложения 5 к приказу ФНС от 02.10.2018 № ММВ-7-11/566 отражайте все доходы, которые облагаются налогом. Таким образом, учтите все суммы, которые выплатили гражданину, как по трудовому, так и по гражданско-правовому договору (п. 3 ст. 226, ст. 210 НК).</span></p>
<p>&nbsp;</p>
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<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="30"><strong>Депонированная зарплата</strong></span></h3>
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<blockquote><p><span data-role="phrase" data-phrase-id="32">В справке 2-НДФЛ отражайте только выплаченные доходы (п. 2 ст. 230 НК, п. 6.1 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="32">Поэтому депонированную зарплату, которую выплатили на момент подачи 2-НДФЛ, отразите в приложении к справке в общем порядке – в том месяце, за который ее начислили.</span></p>
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<p><span data-role="phrase" data-phrase-id="33">Зарплату, которую не выплатили на момент подачи 2-НДФЛ, в справку не включайте. Сотрудник не получил доход в виде зарплаты и, возможно, не получит вовсе. После того как выплатите сотруднику депонированный доход, подайте уточненную справку. НДФЛ перечислите в день, следующий за датой выдачи зарплаты (п. 6 ст. 226 НК).</span></p>
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<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="35"><strong>Пособия</strong></span></h3>
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<blockquote><p><span data-role="phrase" data-phrase-id="37"><strong>Единовременное пособие при рождении ребенка, пособия по беременности и родам и по уходу за ребенком</strong> в справке 2-НДФЛ не отражайте. Это государственные пособия, которые не облагаются НДФЛ  (п. 1 ст. 217 НК, письмо Минфина от 02.04.2019 № 03-04-05/22860).</span></p></blockquote>
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<p><span data-role="phrase" data-phrase-id="38"><strong>Выходное пособие при увольнении</strong> включите в справку 2-НДФЛ только в сумме, которая превышает необлагаемый предел. Код дохода &#8212; 2014. Если превышения нет – выплату в справке не отражайте (п. 1 ст. 217 НК).</span></p>
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<p><span data-role="phrase" data-phrase-id="40"><strong>Больничное пособие</strong>, в том числе пособия по уходу за больным ребенком и при производственной травме, облагается НДФЛ (ст. 210, п. 1 ст. 217, п. 6 ст. 226 НК ).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="40">Поэтому сумму пособия включите в справку 2-НДФЛ. Код дохода – 2300.  Аналогичные разъяснения в письмах Минфина от 16.04.2019 № 03-04-05/27097, от 06.04.2017 № 03-04-05/20728, от 29.04.2013 № 03-04-05/14992, ФНС от 21.10.2016 № БС-3-11/4922.</span></p></blockquote>
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<h3><span data-role="phrase" data-phrase-id="41"><strong>Выплаты по договорам комиссии, аренды</strong></span></h3>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="92">Как заполнить справку</span></h2>
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<blockquote><p><span data-role="phrase" data-phrase-id="94">При составлении справки по форме 2-НДФЛ используйте Порядок, утвержденный приказом ФНС от 02.10.2018 № ММВ-7-11/566.</span></p></blockquote>
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<p><span data-role="phrase" data-phrase-id="94">Показатели заполняйте на основании сведений, отраженных в регистрах налогового учета по НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="95">В общей части формы приведите данные о налоговом агенте. В разделе 1 укажите сведения о физическом лице, в отношении которого заполняется справка, в разделе 2 – информацию об общей сумме дохода, налоговой базе и НДФЛ, в разделе 3 – предоставленные работнику вычеты, а в приложении – расшифровку доходов и вычетов по месяцам.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="96">Если в налоговом периоде сотруднику начисляли доходы, облагаемые по разным ставкам, разделы 1, 2 и 3, а также приложение заполните для каждой налоговой ставки (п. 1.19 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="97">Суммы доходов и вычетов отражайте в справке в рублях и копейках. Налог показывайте в полных рублях – суммы до 50 коп. отбрасывайте, суммы в 50 коп. и более округляйте в большую сторону.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="97">Такой порядок следует из положений пункта 6 статьи 52 НК и подтверждается письмом ФНС от 28.12.2015 № БС-3-11/4997.</span></p></blockquote>
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<p><span data-role="phrase" data-phrase-id="98">Справку по форме 2-НДФЛ удобней заполнять в следующей последовательности: общая часть; раздел 1; приложение; раздел 3; раздел 2.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="99"><strong>Общая часть</strong></span></h2>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="101">В шапке общей части в полях «ИНН» и «КПП» укажите ИНН и КПП организации. Если справки представляете по месту нахождения обособленного подразделения, то в поле «КПП» укажите КПП обособленного подразделения, ИНН головной организации.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">3</span></span></span></p>
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<blockquote><p><span data-role="phrase" data-phrase-id="102">Если организация является крупнейшим налогоплательщиком, укажите КПП по месту учета территориальных ИФНС. Это следует из письма ФНС от 19.12.2016 № БС-4-11/24349.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="103">Организации берут ИНН и КПП из уведомления о постановке на учет организации. Предприниматели указывают только ИНН. Посмотреть его можно в уведомлении о постановке на учет. В поле КПП поставьте прочерк.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18803418" class="inimg aligncenter" 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" alt="" width="650" height="315" /></span></span>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="105">После заголовка справки укажите в полях следующую информацию:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="106"><strong>Поле</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="107"><strong>Что указать</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="108">«Номер справки»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="109">Уникальный порядковый номер справки в отчетном налоговом периоде, присвоенный налоговым агентом. При подаче корректирующей либо аннулирующей формы взамен ранее представленной, в данном поле укажите номер ранее представленной формы</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="110">«Отчетный год»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="111">Год, за который оформляете справку</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="112">«Признак»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="113">1, если справку предоставляет налоговый агент в качестве ежегодной отчетности (п. 2 ст. 230 НК);</span></p>
<p><span data-role="phrase" data-phrase-id="114">2, если налоговый агент сообщает в инспекцию о том, что невозможно удержать налог (п. 5 ст. 226 НК), например при выдаче подарка;</span></p>
<p><span data-role="phrase" data-phrase-id="115">3, если справку предоставляет правопреемник налогового агента в качестве ежегодной отчетности (п. 2 ст. 230 НК);</span></p>
<p><span data-role="phrase" data-phrase-id="116">4, если правопреемник налогового агента сообщает в инспекцию о том, что невозможно удержать налог (п. 5 ст. 226 НК), например при выдаче подарка</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="117">«Номер корректировки»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="118">00 – при составлении первичной справки;</span></p>
<p><span data-role="phrase" data-phrase-id="119">значение на единицу большее, чем в предыдущей справке, – при составлении корректирующей справки. Например, при первоначальной корректировке – 01, при повторной – 02 и т. д.;</span></p>
<p><span data-role="phrase" data-phrase-id="120">99 – при составлении аннулирующей справки</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="121">«Представляется в налоговый орган (код)»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="122">Четырехзначный код налоговой инспекции, где стоит на учете налоговый агент. Например: 7743, где 77 – код региона, 43 – номер инспекции</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="123">«Наименование налогового агента»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="124">Укажите сокращенное наименование организации согласно учредительным документам. Если сокращенного наименования нет – укажите полное наименование. Поступайте так же при представлении справок в налоговый орган по месту учета обособленного подразделения (письмо ФНС от 15.08.2018 № ПА-4-11/15802)</span></p>
<p><span data-role="phrase" data-phrase-id="125">Если налоговый агент – физлицо, в данном поле укажите фамилию, имя, отчество (при наличии), которые указаны в документе, удостоверяющем личность. Двойные фамилии указывайте через дефис (например, Иванов-Юрьев). Справку сдает правопреемник? В этом случае в поле указывают наименование реорганизованной организации</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="126">«Код по ОКТМО»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="127">Код территории, на которой зарегистрирован налоговый агент. Этот код определяйте по Общероссийскому классификатору, утвержденному приказом Росстандарта от 14.06.2013 № 159-ст. Читайте, как узнать ОКТМО.</span></p>
<p><span data-role="phrase" data-phrase-id="128">Организации указывают код муниципального образования, на территории которого они находятся. Если же доходы выплатило обособленное подразделение организации, то в справке укажите ОКТМО по местонахождению этого подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="129">Предприниматели на ОСНО и УСН, нотариусы, адвокаты указывают ОКТМО по своему местожительству. Предприниматели на ЕНВД или патенте указывают ОКТМО по месту ведения деятельности на соответствующем спецрежиме.</span></p>
<p><span data-role="phrase" data-phrase-id="130">Об этом сказано в письмах ФНС от 28.08.2019 № БС-4-11/17090, от 08.08.2012 № ЕД-4-3/13214 и от 07.02.2012 № ЕД-4-3/1838.</span></p>
<p><span data-role="phrase" data-phrase-id="131">Если в течение календарного года гражданин получал доходы в различных обособленных подразделениях с разными кодами ОКТМО, по каждому из них придется составить отдельную справку. Правомерность такого требования подтверждена решением ВАС от 30.03.2011 № ВАС-1782/11.</span></p>
<p><span data-role="phrase" data-phrase-id="132"><strong>Важно:</strong> если организация изменила местонахождение и встала на налоговый учет по новому адресу, учтите следующее. В налоговую инспекцию по новому месту учета подайте отдельные справки:</span></p>
<ul class="c-list">
<li>по старому коду ОКТМО – за период до постановки на учет по новому местонахождению;</li>
<li>по новому коду ОКТМО – за период после постановки на учет по новому местонахождению.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="134">Ориентируйтесь на дату удержания налога, а не на дату возникновения дохода у сотрудника. Например, организация сменила адрес в апреле. После смены адреса она выплатила зарплату сотрудникам за март и уплатила НДФЛ. В этом случае налог перечислите по новому ОКТМО. Данные о мартовской зарплате укажите в справке 2-НДФЛ также с новым ОКТМО. КПП в справках со старым и новым ОКТМО всегда ставьте новый. Об этом сказано в письме ФНС от 27.12.2016 № БС-4-11/25114, которое довели до сведения всех инспекций. Сотрудники ФНС подтверждают это и в своих частных разъяснениях</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="135">«Форма реорганизации (ликвидации) (код)» и «ИНН/КПП реорганизованной организации»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="136">1. Заполняет правопреемник, сдавая в налоговую инспекцию по своему месту учета справки за последний налоговый период и уточненные справки за реорганизованную организацию. Код формы реорганизации (ликвидации) – код из приложения 2 к Порядку, утвержденному приказом ФНС от 02.10.2018 № ММВ-7-11/566, ИНН и КПП реорганизованной организации.  При этом правопреемник в справке указывает наименование реорганизованной организации и ее код по ОКТМО.</span></p>
<p><span data-role="phrase" data-phrase-id="137">2. Заполняет головная организация, сдавая в налоговую инспекцию по своему месту учета справки за последний налоговый период и уточненные справки за ликвидированное обособленное подразделение. Код формы реорганизации (ликвидации)  – 9 , ИНН и КПП закрытого обособленного подразделения.</span></p>
<p><span data-role="phrase" data-phrase-id="138">Такой порядок применяйте до внесения соответствующих изменений в приказ ФНС от 02.10.2018 № ММВ-7-11/566@ (письма ФНС от 03.02.2020 № БС-4-11/1617, от 12.12.2019 № БС-4-11/25600)+</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="139"><strong>Раздел 1</strong></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="141">В разделе 1 укажите персональные данные сотрудника.</span></p>
<p><span data-role="phrase" data-phrase-id="142">В поле «ИНН в Российской Федерации» проставьте ИНН сотрудника. Посмотрите его в свидетельстве о постановке на учет физического лица. Такой документ можно попросить при приеме на работу, хотя сотрудник не обязан его представлять.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="143">Фамилию, имя, отчество укажите полностью, без сокращений, как в паспорте. Писать латинскими буквами допускается только для иностранцев. Отчество не заполняйте, только если его нет в паспорте. Для иностранных граждан фамилию, имя и отчество можно указать буквами латинского алфавита.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В поле «Статус налогоплательщика» укажите:</span></h3>
<p><span data-role="phrase" data-phrase-id="144">– 1 – для налоговых резидентов;<br />
– 2 – для нерезидентов (в т. ч. для граждан государств – участников ЕАЭС: Республики Беларусь, Казахстана, Армении и Киргизии);<br />
– 3 – для нерезидентов – высококвалифицированных специалистов;<br />
– 4 – для сотрудников, которые являются участниками государственной программы добровольного переселения соотечественников, проживающих за рубежом;<br />
– 5 – для сотрудников-иностранцев, которые имеют статус беженца или получили временное убежище в России;<br />
– 6 – для сотрудников-иностранцев, которые работают на основании патента.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="145">Налоговый статус иностранцев определяйте по общим правилам по состоянию на конец года. Страна гражданства при этом значения не имеет (письмо ФНС от 16.03.2016 № БС-3-11/1099).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="146">Далее укажите дату рождения на основании документа, удостоверяющего личность.</span></p>
<p><span data-role="phrase" data-phrase-id="147">В поле «Гражданство (код страны)» укажите код страны, постоянного проживания сотрудника. Например, код России – 643, Украины – 804. При заполнении справки для нерезидента используйте Общероссийский классификатор стран мира, утвержденный постановлением Госстандарта от 14.12.2001 № 529-ст. Если гражданство отсутствует, в поле «Код страны» укажите код страны, которая выдала документ, удостоверяющий личность.</span></p>
<p><span data-role="phrase" data-phrase-id="148">При заполнении поля «Код документа, удостоверяющего личность» используйте справочник «Коды документов» из приложения 1 к приказу ФНС от 02.10.2018 № ММВ-7-11/566. Например, паспорту гражданина РФ соответствует код «21», а паспорту иностранного гражданина – код «10».</span></p>
<p><span data-role="phrase" data-phrase-id="149">Серию и номер документа укажите без знака «№» (п. 3.9 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). В порядке заполнения справки не сказано, ставить ли пробелы между серией и номером документа. Более правильным будет внести реквизиты, как в самом документе. Например, серия и номер российского паспорта будет иметь вид XX XX XXXXXX. Представители ФНС указали, что любое заполнение этого поля допустимо. Справку примут, даже если указать реквизиты без пробелов.</span></p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-5134058" class="inimg aligncenter" src="data:image/x-png;base64,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" alt="" width="697" height="169" /></span></span></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="168"><strong>Приложение</strong></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="170"><strong>Доходы </strong>указывайте в приложении к справке 2-НДФЛ по кодам из приложения 1 к приказу ФНС от 10.09.2015 № ММВ-7-11/387. Вот основные коды: зарплата – 2000, производственные премии, в том числе годовые – 2002, больничные – 2300, отпускные – 2012. Если для дохода нет отдельного кода, укажите код 4800. Пустым поле не оставляйте (письмо ФНС от 19.09.2016 № БС-4-11/17537). </span></p>
<h3></h3>
<h3><span style="text-decoration: underline;">Все коды доходов смотрите в таблицах:​</span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<ul class="c-list">
<li>2-НДФЛ: доходы, вычеты, коды;</li>
<li>Коды доходов</li>
</ul>
<p>&nbsp;</p>
</div>
<p><span data-role="phrase" data-phrase-id="173"><strong>Вычеты </strong>указывайте в справке 2-НДФЛ по кодам из приложения 2 к приказу ФНС от 10.09.2015 № ММВ-7-11/387. При этом стандартные, социальные и имущественные вычеты показывайте в разделе 3 справки 2-НДФЛ. Остальные вычеты отражайте в приложении к справке 2-НДФЛ напротив тех доходов, в отношении которых они должны быть применены. </span></p>
<p><span data-role="phrase" data-phrase-id="173">Вот основные коды: стандартный вычет родителю на первого ребенка – 126, ребенка-инвалида – 129; вычет для матпомощи на лечение – 503, для единовременной матпомощи при рождении ребенка – 508. Если для вычета нет отдельного кода, укажите код 620. Пустым поле не оставляйте.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Все коды вычетов смотрите в таблицах:​</span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<ul class="c-list">
<li>2-НДФЛ: доходы, вычеты, коды;</li>
<li>Коды вычетов</li>
</ul>
</div>
<p><span data-role="phrase" data-phrase-id="175">​</span></p>
<p><span data-role="phrase" data-phrase-id="177">​Как заполнить каждое поле приложения к справке 2-НДФЛ, смотрите в таблице ниже.</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="178"><strong>Поле</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="179"><strong>Что указать</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="180">«Месяц»</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="181">Порядковый номер месяца</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="182">«Код дохода»</span></td>
<td><span data-role="phrase" data-phrase-id="183">Код согласно приложению 1 к приказу ФНС от 10.09.2015 № ММВ-7-11/387</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="184">«Сумма дохода»</span></td>
<td><span data-role="phrase" data-phrase-id="185">Сумму начисленного и фактически полученного дохода физлицом в этом месяце</span></td>
</tr>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="186">«Код вычета»</span></td>
<td><span data-role="phrase" data-phrase-id="187">Код согласно приложению 2 к приказу ФНС от 10.09.2015 № ММВ-7-11/387</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="188">«Сумма вычета»</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="189">Сумму предоставленного вычета. Она не может превышать сумму соответствующего дохода</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<p class="incut-v4__title">
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="233"><strong>Раздел 3</strong></span></h2>
<p>&nbsp;</p>
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<p><span data-role="phrase" data-phrase-id="235">В разделе 3 укажите стандартные, социальные, а также имущественные вычеты на приобретение (строительство) жилья и данные по уведомлениям, выданным налоговым органом (ст. 218, 219, подп. 2 п. 1 ст. 220 НК, раздел V Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). Как заполнить каждое поле, смотрите в таблице.</span></p>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="236"><strong>Поле</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="237"><strong>Что указать</strong></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="238">«Код вычета»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="239">Код из приложения 2 к приказу ФНС от 10.09.2015 № ММВ-7-11/387.</span></p>
<p><span data-role="phrase" data-phrase-id="240">В отношении вычетов, которые не указаны в приложении 2 к приказу ФНС от 10.09.2015 № ММВ-7-11/387, указывайте код 620 «Иные суммы, уменьшающие налоговую базу в соответствии с положениями главы 23 «Налог на доходы физических лиц». Об этом сказано в письме ФНС от 11.02.2014 № БС-4-11/2189</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="241">«Сумма вычета»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="242">Сумму вычета по указанному коду. Если вычеты не предоставлялись, то поля «Код вычета» и «Сумма вычета» не заполняйте</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="243">«Код вида уведомления»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="244">1 – для уведомления на имущественный налоговый вычет;</span></p>
<p><span data-role="phrase" data-phrase-id="245">2 – для уведомления на социальный налоговый вычет;</span></p>
<p><span data-role="phrase" data-phrase-id="246">3 – для уведомления, которое подтверждает право на уменьшение налога на фиксированные авансовые платежи</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="247">«Номер уведомления», «Дата выдачи уведомления», «Код налогового органа, выдавшего уведомление»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="248">Номер и дату уведомления, а также код инспекции, которая выдала уведомление</span></td>
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<p><span data-role="phrase" data-phrase-id="249">Когда уведомлений несколько, то на каждое из них заполните отдельную страницу справки 2-НДФЛ.Если сотрудник не приносил в бухгалтерию уведомление из налоговой инспекции, поля не заполняйте.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="309"><strong>Раздел 2</strong><span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">2</span></span></span></h2>
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<p><span data-role="phrase" data-phrase-id="311">В разделе 2 отразите общую сумму дохода и налога по итогам года. Этот раздел заполняйте отдельно по каждой ставке налога. Данные для заполнения раздела 2 берите из раздела 3 и приложения.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="312">В поле «Ставка налога» укажите ставку, по которой вы заполняете раздел 2.Порядок заполнения остальных полей смотрите в таблице.</span></p>
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<td class="bdBottom" rowspan="2"><span data-role="phrase" data-phrase-id="313"><strong>Поле</strong></span></td>
<td class="bdBottom" colspan="2"><span data-role="phrase" data-phrase-id="314"><strong>Что указать</strong></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="315"><strong>Справка с признаком 1 и 3</strong></span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="316"><strong>Справка с признаком 2 и 4 (сообщение о невозможности удержать налог)</strong></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="317">«Общая сумма дохода»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="318">Суммарную величину дохода по итогам налогового периода. Для этого сложите все доходы, указанные в приложении. Налоговые вычеты, указанные в разделе 3, в этот показатель не включайте</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="319">Общую сумму дохода, с которой не удержали налог</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="320">«Налоговая база»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="321">Налоговую базу, с которой исчислен налог. Для этого нужно вычесть из показателя, отраженного в поле «Общая сумма дохода», сумму всех налоговых вычетов, которые отражены в разделе 3 справки 2-НДФЛ</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="322">Налоговую базу для расчета налога (если общая сумма начисленного дохода подлежит уменьшению на сумму вычетов)</span></td>
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<td class="bdTop bdBottom"><span class="phrase-backlink" data-role="phrase" data-phrase-id="323">«Сумма налога исчисленная»<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="324">Сумму исчисленного налога. Для этого умножьте налоговую базу на ставку, указанную в разделе 3</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="325">Сумму налога, которую вы исчислили, но не удержали</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="326">«Сумма фиксированных авансовых платежей»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="327">Величину фиксированных авансовых платежей, на которую следует уменьшить налог. Сумму укажите, как в уведомлении из налоговой инспекции</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="328">0</span></td>
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<td class="bdTop bdBottom"><span class="phrase-backlink" data-role="phrase" data-phrase-id="329">«Сумма налога удержанная»<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="330">Сумму налога, которую вы удержали с доходов сотрудника</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="331">0</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="332">«Сумма налога перечисленная»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="333">Сумму налога, которую вы перечислили за год</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="334">0</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="335">«Сумма налога, излишне удержанная налоговым агентом»</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="336">Не возвращенная налоговым агентом излишне удержанная сумма налога, а также сумма переплаты по налогу, которая образовалась в связи с изменением налогового статуса</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="337">0</span></td>
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<td class="bdTop bdBottom"><span class="phrase-backlink" data-role="phrase" data-phrase-id="338">«Сумма налога, не удержанного налоговым агентом»<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></td>
<td class="bdTop bdBottom" colspan="2"><span data-role="phrase" data-phrase-id="339">Исчисленная сумма налога, которую налоговый агент не удержал в налоговом периоде</span></td>
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<p><span data-role="phrase" data-phrase-id="340">Если есть сотрудники-иностранцы, которые работают по патенту, в разделе 3 отразите информацию об уведомлении, которое подтверждает право на уменьшение налога на фиксированные авансовые платежи. Укажите реквизиты полученного уведомления и код ИФНС, которая выдала этот документ. В поле «Код вида уведомления» поставьте «3». В поле «Сумма фиксированных авансовых платежей» укажите сумму из уведомления.</span></p>
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<p><span data-role="phrase" data-phrase-id="342">Если уведомления, которое подтверждает право уменьшить налог на фиксированные авансовые платежи, у вас нет, заполнять поля с реквизитами уведомления не нужно. Тогда в поле «Сумма фиксированных авансовых платежей» укажите 0.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="353">Как заверить справку</span></h2>
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<p><span data-role="phrase" data-phrase-id="357">Справки 2-НДФЛ для инспекции подписывает директор. Вместо директора подписать справку может другое лицо по доверенности. Например, главный бухгалтер или бухгалтер, который отвечает за расчет зарплаты. Тогда в справке укажите реквизиты доверенности, а в поле «налоговый агент» поставьте 2 (подп. 1.24–1.26 </span></p>
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<blockquote><p><span data-role="phrase" data-phrase-id="357">Порядка утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). Заверять подпись печатью не нужно. Такого реквизита в бланке нет.</span></p></blockquote>
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<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-18803421" class="inimg aligncenter" 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" alt="" width="650" height="236" /></span></span></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="534">Уточненные справки</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="536">Если после сдачи справки в налоговую инспекцию налог пересчитали, составьте новую справку по форме 2-НДФЛ. При ее оформлении в полях «№ __» и «от __» укажите номер ранее представленной справки и новую дату составления. А в поле «Номер корректировки» укажите значение на единицу большее, чем в предыдущей справке. Например, если это первая корректировка, укажите 01.</span></p>
<p><span data-role="phrase" data-phrase-id="537">Уточненную справку составляйте по форме, действовавшей в том периоде, за который вносятся уточнения. Например, в 2020 году вы корректируете сведения за 2017 год.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="537">В этом случае уточненную справку составьте по форме 2-НДФЛ, утвержденной приказом ФНС от 30.10.2015 № ММВ-7-11/485. Это следует из положений пункта 5 Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566, и письма ФНС от 24.02.2011 № КЕ-4-3/2975.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="538">Составлять уточненные справки по форме 2-НДФЛ в отношении сотрудников, которые по итогам налогового периода приобрели статус резидента, не требуется. В таких случаях перерасчет НДФЛ и возврат излишне удержанных сумм осуществляет не налоговый агент, а налоговые инспекции на основании деклараций по форме 3-НДФЛ (п. 1.1 ст. 231 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="538"> Об этом сказано в письме Минфина от 29.11.2012 № 03-04-06/6-335.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="539">Если на момент заполнения уточненной справки 2-НДФЛ изменились персональные данные физлица, ее заполните с учетом этих изменений (письмо ФНС от 27.03.2018 № ГД-4-11/5667).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="540">Если справку отправили в инспекцию по ошибке, аннулируйте ее. А вот перед подачей уточненной справки направлять аннулирующую не нужно. Это следует из разделов I и II Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566.</span></p>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="541"><strong>Неправомерный имущественный вычет по уведомлению</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="543">Возможна ситуация, когда компания по уведомлению предоставила сотруднику имущественный вычет, а впоследствии выяснилось, что человек не имеет права на этот вычет. В этом случае компания не должна доудерживать налог и корректировать справки 2-НДФЛ. </span></p>
<p><span data-role="phrase" data-phrase-id="543">Доплачивать налог в бюджет будет сам сотрудник. Для этого он должен явиться в инспекцию и сдать декларацию 3-НДФЛ. Также у налогового агента нет обязанности сдавать сведения о невозможности удержать налог.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="543">Такие разъяснения в письме ФНС от 10.07.2017 № БС-3-11/4662.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="544"><strong>Изменились паспортные данные</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="546">Персональные данные в справке 2-НДФЛ должны быть актуальными на дату отправки в налоговую инспекцию. Если после подачи справки 2-НДФЛ у сотрудника изменились паспортные данные (имя, фамилия и т. д.), уточненную справку не подавайте.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="546">Это следует из раздела III Порядка, утвержденного приказом ФНС от 02.10.2018 № ММВ-7-11/566. Аналогичные разъяснения в письмах ФНС от 01.11.2016 № БС-4-11/20817, от 29.12.2017 № ГД-4-11/26889.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="548">В справку 2-НДФЛ вносить нужно только актуальные персональные данные (раздел III Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). Это касается и случаев, когда надо исправить отчетность за прошлый год. То есть подать уточненную справку 2-НДФЛ, к примеру, из-за перерасчета зарплаты за декабрь. Поэтому если сотрудница успела получить паспорт с новыми Ф. И. О., то в корректировочной справке отражайте именно их (письмо ФНС от 27.03.2018 № ГД-4-11/5667). </span></p>
<p><span data-role="phrase" data-phrase-id="548">Инспекция примет 2-НДФЛ с новыми реквизитами сотрудницы. Смена фамилии сотрудницы не должна стать сюрпризом для инспекторов. Ведь информацию о смене Ф. И. О. физлиц они получают от МВД (ст. 31 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="549">Но зачастую ведомства обмениваются данными не сразу, а с опозданием. Поэтому стоит заранее подготовить для контролеров пояснения, почему в первичном и уточненном отчетах у сотрудницы разные фамилии.</span></p>
<p><span data-role="phrase" data-phrase-id="550">Если сотрудник сменил фамилию уже после того, как сдали сведения 2-НДФЛ в инспекцию, то уточнять отчетность не нужно (письмо ФНС от 29.12.2017 № ГД-4-11/26889@). А вот если обнаружили ошибки в справке 2-НДФЛ, то понадобится сдать уточненный отчет.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="578">Аннулирующая справка</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="580">Аннулирующую справку представляют, чтобы отменить ранее представленные сведения. Например, если справки представили на другое физлицо, не в ту ИФНС или неверно указали ОКТМО.</span></p>
<p><span data-role="phrase" data-phrase-id="581">Аннулирующую справку 2-НДФЛ нужно подавать по той же форме, что и первичную.<br />
В ней заполните общую часть и раздел 1. Разделы 2, 3 и приложение к справке не заполняются (п. 1.20 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566).</span></p>
<h3><span data-role="phrase" data-phrase-id="581"><br />
<span style="text-decoration: underline;">В общей части аннулирующей справки укажите:</span></span></h3>
<ul class="c-list">
<li>в поле «Номер справки» – номер первичной справки;</li>
<li>в поле «Номер корректировки» – 99.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="583">В раздел 1 перенесите данные из представленной ранее первичной справки (п. 2.5, 2.8 Порядка, утв. приказом ФНС от 02.10.2018 № ММВ-7-11/566). </span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-spravku-2-ndfl-dlya-inspektsii/">Как составить справку 2-НДФЛ для инспекции</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</title>
		<link>https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl-2/</link>
					<comments>https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl-2/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 11 Aug 2020 20:49:50 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21806</guid>

					<description><![CDATA[<p>Что отражать в регистре &#160; Налоговые регистры нужны для того, чтобы правильно составить расчеты по форме 6-НДФЛ и справки по форме 2-НДФЛ. Поэтому вести регистры нужно ежемесячно по каждому гражданину нарастающим итогом с начала года. &#160; В регистре отразите: 1. Доходы, которые начислили и выплатили гражданам. Учет доходов ведите по каждому коду и по каждой дате выплаты. Дело в том, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl-2/">Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Что отражать в регистре</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="4">Налоговые регистры нужны для того, чтобы правильно составить расчеты по форме 6-НДФЛ и справки по форме 2-НДФЛ. Поэтому вести регистры нужно ежемесячно по каждому гражданину нарастающим итогом с начала года.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В регистре отразите:</span></h3>
<p><span data-role="phrase" data-phrase-id="5">1. <strong>Доходы,</strong> которые начислили и выплатили гражданам. Учет доходов ведите по каждому коду и по каждой дате выплаты. </span></p>
<h3><span style="text-decoration: underline;">Дело в том, что в форме 6-НДФЛ нужно указывать даты, когда:</span></h3>
<ul class="c-list">
<li>человек получил доход;</li>
<li>налоговый агент удержал налог с этого дохода;</li>
<li>налог с выплаченной суммы должен быть перечислен в бюджет.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="7">2. <strong>Вычеты</strong>, которые предоставили за месяц и нарастающим итогом с начала года. Учет вычетов ведите по каждому виду и по каждому коду. Кроме того, отражайте реквизиты уведомлений из налоговой инспекции, на основании которых были предоставлены имущественный и социальные вычеты.</span></p>
<p><span data-role="phrase" data-phrase-id="8">3. <strong>Расходы</strong> и суммы, которые уменьшают налоговую базу по каждому коду.</span></p>
<p><span data-role="phrase" data-phrase-id="9">4. <strong>Статус налогоплательщика</strong>.</span></p>
<p><span data-role="phrase" data-phrase-id="10">5. <strong>НДФЛ</strong>, рассчитанный, удержанный и перечисленный с каждой выплаты с указанием дат удержания и перечисления налога в бюджет, реквизитов соответствующего платежного документа. Отдельно учитывайте суммы: излишне удержанные, не удержанные и которые вернул налоговый агент.</span></p>
<p><span data-role="phrase" data-phrase-id="11">Доходы, которые не облагаются НДФЛ, в регистре отражать не нужно. Например, это пенсии, компенсационные выплаты и т. д.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="11">Кроме того, можно не отражать доходы, выплаченные:</span></h3>
<ul class="c-list">
<li>гражданам при приобретении у них имущества и имущественных прав, принадлежащих им на праве собственности;</li>
<li>предпринимателям.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="13">НДФЛ с полученных доходов они рассчитывают и платят в бюджет самостоятельно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="14">Это следует из положений абзаца 1 пункта 1 статьи 230, пункта 2 статьи 226, статей 227 и 228 НК и подтверждается письмами Минфина от 22.01.2020 № 03-04-06/3421, от 01.08.2019 № 03-04-05/58030, от 01.02.2011 № 03-04-06/3-14, от 27.02.2013 </span><span data-role="phrase" data-phrase-id="14">№ 03-04-06/5607.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="30">Форма регистра</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="32">Типового образца налогового регистра для расчета НДФЛ нет. Поэтому налоговый агент должен разработать эту форму самостоятельно.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Включите в регистр следующие сведения:</span></h3>
<ul class="c-list">
<li>данные налогового агента: наименование, ИНН, КПП;</li>
<li>персональные данные гражданина, которому выплачиваете доход (в т.ч. его ИНН – при наличии);</li>
<li>виды доходов, выплачиваемых гражданину, – по каждому коду (в соответствии с приказом ФНС от 10.09.2015 № ММВ-7-11/387);</li>
<li>виды предоставленных вычетов – по каждому коду (в соответствии с приказом ФНС от 10.09.2015 № ММВ-7-11/387);</li>
<li>суммы доходов;</li>
<li>налоговый статус гражданина;</li>
<li>даты фактического получения дохода, выплаты дохода, удержания налога, а также дату, когда налог, удержанный с данного вида доходов, должен быть перечислен в бюджет;</li>
<li>дату и номер платежного поручения на перечисление НДФЛ в бюджет.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="35">Это следует из положений абзаца 2 пункта 1 статьи 230 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="36">Учтите, что основное назначение регистра – сформировать показатели для составления справок 2-НДФЛ и расчетов 6-НДФЛ. Поэтому, разрабатывая регистр, придерживайтесь структуры этих форм, а также справочников, приведенных в приложениях к приказам ФНС, которыми утверждены эти формы.</span></p>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="64">Если налоговый агент не ведет налоговый регистр, его могут наказать за грубое нарушение правил учета доходов, расходов и объектов налогообложения. За это предусмотрена налоговая и административная ответственность.</span></p>
<p><span data-role="phrase" data-phrase-id="65">Налоговая инспекция оштрафует организацию на 10 000 руб. Если регистр не вели несколько лет, штраф – 30 000 руб. При этом, если занизили налоговую базу, штраф серьезнее: 20 процентов от суммы неуплаченного налога, но не менее 40 000 руб.Такие меры ответственности содержит статья 120 НК.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если не представить регистры по требованию налоговой инспекции, привлекут к ответственности по статье 126 НК. Размер штрафа:</span></h3>
<ul class="c-list">
<li>200 руб. за каждый документ, который вовремя не сдали;</li>
<li>10 000 руб. за отказ сдать документы и сведения.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="68">Кроме того, по заявлению налоговой инспекции суд может оштрафовать должностных лиц организации (например, руководителя) на сумму от 300 до 500 руб. (ч. 1 ст. 15.6 КоАП).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="69">Как вести регистр</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="70">Регистр налогового учета рассчитан на один календарный год. Регистр можно вести как на бумаге, так и в электронном виде. Заводить его нужно при первом же начислении и выплате доходов человеку. Даты выплаты доходов в регистре указывайте в соответствии со статьей 223 НК.</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="72">Регистры ведите помесячно и нарастающим итогом с начала года. Чтобы корректно заполнить этот документ, включите в него графу «Месяц налогового периода». В ней отражайте тот месяц, в котором полученный гражданином доход включен в расчет налоговой базы по НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="73">Разделы, в которых отражаются доходы, выплаченные сотруднику, целесообразно заполнять не только помесячно, но и в разрезе каждой выплаты. Это позволит правильно определить налоговую базу и сумму исчисленного и удержанного НДФЛ по доходам, которые переходят с одного месяца на другой. Например, по отпускным, выплаченным авансом.</span></p>
<p><span data-role="phrase" data-phrase-id="74">Доходы группируйте по налоговым ставкам и разносите по разным разделам регистра.</span></p>
<p><span data-role="phrase" data-phrase-id="75">Структурируйте раздел, в котором отражают вычеты. Их удобнее показывать отдельно по каждому коду. Суммы вычетов, которые полагаются сотруднику и которые предоставлены ему фактически, тоже лучше показывать отдельно.</span></p>
<p><span data-role="phrase" data-phrase-id="76">Все показатели в регистре (кроме суммы НДФЛ) отражайте в рублях и копейках. Сумму налога показывайте в полных рублях (суммы до 50 коп. отбрасывайте, суммы в 50 коп. и более округляйте в большую сторону). Валютные показатели пересчитывайте по курсу Банка России на дату получения доходов (дату расходов, если они принимаются к вычету).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Заполняйте регистр с учетом справочников, утвержденных ФНС:</span></h3>
<ul class="c-list">
<li>коды документов берите из приложения 2 к Порядку, утвержденному приказом ФНС от 03.10.2018 № ММВ-7-11/569@;</li>
<li>гражданство, адрес и код страны постоянного проживания нерезидентов смотрите в Общероссийском классификаторе стран мира, который утвержден постановлением Госстандарта от 14.12.2001 № 529-ст. В отношении налоговых резидентов укажите код России – 643;</li>
<li>коды доходов и налоговых вычетов смотрите в приложениях 1 «Коды доходов» и 2 «Коды вычетов» к приказу ФНС от 10.09.2015 № ММВ-7-11/387.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="79">Не забывайте, что налоговые вычеты положены только резидентам в отношении доходов, которые облагаются НДФЛ по ставке 13 процентов (п. 3 ст. 210 НК).</span></p></blockquote><p>The post <a href="https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl-2/">Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>В каких документах нужно отражать информацию о доходах, облагаемых НДФЛ</title>
		<link>https://enterfin.ru/v-kakih-dokumentah-nuzhno-otrazhat-informatsiyu-o-dohodah-oblagaemyh-ndfl/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 11 Aug 2020 20:43:43 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21804</guid>

					<description><![CDATA[<p>Владислав Волков заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России &#160; Налоговые агенты отражают информацию о доходах, выплаченных гражданам (налогоплательщикам), и о суммах удержанного НДФЛ: в регистрах бухучета;  в регистрах налогового учета;  в справках по форме 2-НДФЛ;  в форме 6-НДФЛ. &#160; Кроме того, существует еще одна форма отчетности по НДФЛ – декларация [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/v-kakih-dokumentah-nuzhno-otrazhat-informatsiyu-o-dohodah-oblagaemyh-ndfl/">В каких документах нужно отражать информацию о доходах, облагаемых НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Владислав Волков </span><span class="author__props">заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Налоговые агенты отражают информацию о доходах, выплаченных гражданам (налогоплательщикам), и о суммах удержанного НДФЛ:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="1">в регистрах бухучета;</span></li>
<li><span data-role="phrase" data-phrase-id="1"> в регистрах налогового учета;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="1"> в справках по форме 2-НДФЛ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="1"> в форме 6-НДФЛ.</span></li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="2">Кроме того, существует еще одна форма отчетности по НДФЛ – декларация о доходах физического лица. Форма декларации (3-НДФЛ) утверждена приказом ФНС от 03.10.2018 № ММВ-7-11/569. Декларацию по НДФЛ налоговые агенты не заполняют.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="2">Сдавать эту форму в налоговые инспекции граждане (налогоплательщики) должны самостоятельно (п. 1 ст. 229, ст. 227, 227.1, 228 НК).</span></p></blockquote>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="3"><strong>Бухучет</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="5">Начисление и выплату доходов физлицам, а также удержание и перечисление в бюджет НДФЛ отражайте в бухучете следующими проводками:</span></h3>
<p><span data-role="phrase" data-phrase-id="6"><strong>Дебет 20 (23, 29, 44&#8230; 91-2) Кредит 70 (73, 75-2)</strong><br />
– начислен доход;</span></p>
<p><span data-role="phrase" data-phrase-id="7"><strong>Дебет 70 (73, 75-2) Кредит 68 субсчет «Расчеты по НДФЛ»</strong><br />
– удержан НДФЛ с суммы дохода;</span></p>
<p><span data-role="phrase" data-phrase-id="8"><strong>Дебет 70 (73, 75-2) Кредит 50 (51)</strong><br />
– выплачен доход (за вычетом НДФЛ);</span></p>
<p><span data-role="phrase" data-phrase-id="9"><strong>Дебет 68 субсчет «Расчеты по НДФЛ» Кредит 51</strong><br />
– перечислен в бюджет НДФЛ, удержанный из доходов.</span></p>
</div>
</div><p>The post <a href="https://enterfin.ru/v-kakih-dokumentah-nuzhno-otrazhat-informatsiyu-o-dohodah-oblagaemyh-ndfl/">В каких документах нужно отражать информацию о доходах, облагаемых НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать декларацию по налогу на имущество</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-imushhestvo/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 10 Aug 2020 19:41:08 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[Отчетность по налогу на имущество]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[регистрация]]></category>
		<category><![CDATA[УСН]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21748</guid>

					<description><![CDATA[<p>Ольга Хритинина начальник отдела налогообложения имущества юридических лиц Управления налогообложения имущества ФНС &#160; Форма декларации &#160; ​Подавайте декларации по форме, которая утверждена приказом ФНС от 14.08.2019 № СА-7-21/405. Приказ действует с 1 января 2020 года. &#160; Поэтому используйте эту форму, в том числе, и при подготовке декларации по налогу на имущество за 2019 год. Такой порядок следует из пункта 3 приказа ФНС [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-imushhestvo/">Как составить и сдать декларацию по налогу на имущество</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Ольга Хритинина </span><span class="author__props">начальник отдела налогообложения имущества юридических лиц Управления налогообложения имущества ФНС</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Форма декларации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>Декларацию по налогу на имущество за 2020 год надо будет сдавать по новой форме</strong></em></p>
<p class="incut-v4__tag">ФНС подготовила изменения к форме и формату декларации по налогу на имущество. Проект новой формы и приложений к приказу налоговая служба разместила на портале проектов нормативных актов.</p>
<p class="incut-v4__tag">Поправки связаны с Законами от 01.04.2020 № 102-ФЗ и 70-ФЗ. Речь идет о продлении в 2020 году сроков уплаты налога и авансовых платежей, а также о новом порядке расчета налога на имущество для участников соглашений о защите и поощрении капиталовложений.</p>
<p class="incut-v4__tag">Изменения, которые готовит ФНС, позволят организациям корректно заполнять декларацию за 2020 год с учетом новых требований НК.</div></div>
<div class="incut-v4__icon"></div>
</div>
<blockquote><p><span data-role="phrase" data-phrase-id="8">​Подавайте декларации по форме, которая утверждена приказом ФНС от 14.08.2019 № СА-7-21/405. Приказ действует с 1 января 2020 года.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="8">Поэтому используйте эту форму, в том числе, и при подготовке декларации по налогу на имущество за 2019 год. Такой порядок следует из пункта 3 приказа ФНС от 14.08.2019 № СА-7-21/40. </span></p></blockquote>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container"></div>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="22">Кто сдает</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="26">Все организации на общем режиме налогообложения, у которых есть на балансе облагаемые основные средства, должны платить налог на имущество и сдавать декларацию по этому налогу.</span></p>
<p><span data-role="phrase" data-phrase-id="27">Организации на УСН и ЕНВД отражают в декларации только те объекты недвижимости, налоговая база для которых – кадастровая стоимость. Организации на ЕСХН отражают в декларации все основные средства, которые не используются в сельскохозяйственной деятельности (письмо Минфина от 09.07.2018 № 03-05-04-01/47487).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="28">Представлять декларацию нужно по итогам налогового периода – календарного года. Это установлено статьей 23 и пунктом 1 статьи 386 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="29">Сдавать декларацию не нужно, если у организации нет основных средств, которые облагают налогом на имущество. Такая организация плательщиком налога не является. Например, не надо подавать декларацию, если у организации на балансе числятся только движимые основные средства.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="29"> С 2019 года они не облагаются налогом на имущество. Это следует из пункта 1 статьи 80, пункта 1 статьи 373 и статьи 374 НК. Подтверждено это и в письмах Минфина от 17.04.2012 № 03-02-08/41 и от 23.09.2011 № 03-05-05-01/74.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="30">Не сдают декларацию по налогу на имущество и предприниматели. Налог на имущество организаций они не платят в принципе.</span></p>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="50">Куда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="52">По общему правилу организация подает отдельные декларации в налоговые инспекции каждого муниципального образования, где есть недвижимость. Объединить в одну декларацию можно только недвижимость, которая расположена на территориях, подведомственных одной ИФНС.</span></p>
<p><span data-role="phrase" data-phrase-id="53">Крупнейшие налогоплательщики подают декларации по налогу на имущество в межрайонные или межрегиональные инспекции по крупнейшим налогоплательщикам. </span></p>
<p><span data-role="phrase" data-phrase-id="53">Собственники имущества, входящего в состав Единой системы газоснабжения, отчитываются за него в налоговые инспекции по местонахождению такого имущества. За имущество, расположенное за пределами России, организации отчитываются по своему местонахождению. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="53">Такой порядок следует из пункта 1 статьи 386 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="87">Когда сдавать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>в 2020 году Правительство продлило для всех сроки сдачи отчетности в налоговую инспекцию</strong></em></p>
<p class="incut-v4__tag">Перенесли сроки сдачи отчетности, которую надо сдать по НК в марте–мае 2020 года. .Декларацию по налогу на имущество за 2019 год надо подать не позднее 30 июня 2020 года. </div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="97">Декларацию по налогу на имущество представляйте в налоговую инспекцию по окончании каждого налогового периода, то есть по итогам года. Сделать это нужно не позднее 30 марта следующего года. Такой порядок установлен пунктом 3 статьи 386 НК.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="98">Последний срок сдачи декларации по налогу на имущество может совпасть с нерабочим днем. Тогда сдайте ее в первый же следующий рабочий день (п. 7 ст. 6.1 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="99">В течение года организация может списать с баланса все объекты налогообложения. В этом случае декларацию можно подать досрочно – по окончании месяца, в котором выбыл последний объект. Но если до конца года у организации появятся другие объекты налогообложения, придется подать уточненную декларацию и доплатить налог.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="99">Об этом сказано в письме ФНС от 30.07.2013 № БС-4-11/13835.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="100">Как сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Налоговую декларацию по налогу на имущество можно сдать в инспекцию:</span></h3>
<ul class="c-list">
<li>на бумаге (например, через уполномоченного представителя организации или по почте);</li>
<li>в электронном виде через интернет.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="104">Если среднесписочная численность сотрудников за предыдущий год превышает 100 человек, то в текущем году сдавать налоговые декларации можно только в электронном виде. Для вновь созданных и реорганизованных организаций предел в 100 человек определяйте по данным за месяц создания или реорганизации.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="104">Сдавать декларации только в электронном виде обязаны и крупнейшие налогоплательщики. Об этом говорится в пункте 3 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="105">Перед подачей проверьте декларацию по контрольным соотношениям. ФНС привела их в письме от 15.11.2019 № БС-4-21/23253.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="106">За нарушение способа представления налоговой отчетности в электронном виде предусмотрена налоговая ответственность. Размер штрафа составляет 200 руб. за каждое нарушение. Об этом говорится в статье 119.1 НК.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="107">​​Несвоевременная сдача</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="109">За несвоевременную сдачу декларации по налогу на имущество предусмотрена налоговая и административная ответственность (ст. 106 НК, ст. 2.1 КоАП).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="110">Подробнее о штрафах за опоздавшие декларации:</span></h3>
<ul class="c-list">
<li>В каком размере взимается штраф за несвоевременное представление годовой налоговой декларации. В течение года организация перечисляет авансовые налоговые платежи;</li>
<li>Какой штраф налоговая инспекция может взыскать с организации за несвоевременное представление «нулевых» деклараций.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="112">​Централизованная отчетность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="114">По объектам недвижимости, которые расположены в разных муниципальных образованиях одного региона, декларации разрешено подавать централизованно. То есть – в одну налоговую инспекцию по выбору организации.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Воспользоваться централизованным порядком можно, если одновременно выполнены три условия:</span></h3>
<ul class="c-list">
<li>организация состоит на учете в нескольких ИФНС по местонахождению объектов недвижимости, которые облагаются налогом по среднегодовой стоимости (письмо ФНС от 31.01.2020 № БС-4-21/1544);</li>
<li>в региональное УФНС представлено уведомление о выборе ИФНС, в которую организация будет подавать единую декларацию;</li>
<li>в регионе не установлены нормативы распределения налога в местные бюджеты. Это ограничение распространяется как на период, в котором организация сдает единую декларацию, так и на период, за который составлена единая декларация. Например, если в 2020 году организация сдает единую декларацию за 2019 год, нормативов распределения налога в местные бюджеты не должно быть ни в 2020-м, ни в 2019 году (письмо ФНС от 18.12.2019 № БС-4-21/26084).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="116">Если условия выполнены, то в рамках региона вы вправе подавать единые декларации по налогу на имущество.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="116">В декларациях указывайте код ОКТМО той налоговой инспекции, через которую подаете централизованную отчетность (письма ФНС от 10.07.2019 № БС-4-28/13437, от 24.05.2019 № БС-4-21/9840).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="117">Форма уведомления о выборе ИФНС, в которую организация будет сдавать единую декларацию утверждена приказом ФНС от 19.06.2019 № ММВ-7-21/311. В уведомлении есть ячейка «Налоговый период». В этом реквизите указывайте год, в котором организация подает единую декларацию. </span></p>
<p><span data-role="phrase" data-phrase-id="117">Год, за который вы сдаете декларацию, здесь не проставляйте. Например, если в 2020 году вы подаете единую декларацию за 2019 год, в ячейке «Налоговый период» укажите 2020 год.</span></p>
<p><span data-role="phrase" data-phrase-id="118">Уведомление подайте не позднее 2 марта 2020 года, поскольку 1 марта – выходной день. Если не подать уведомление, декларации за 2019 год организация будет вынуждена сдавать по местонахождению каждого объекта недвижимости. Уведомления, которые организация подала в 2019 году до вступления в силу приказа ФНС от 19.06.2019 № ММВ-7-21/311, права на подачу единых деклараций в 2020 году не дают.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="119">Такие выводы следуют из пункта 1.1 статьи 386 НК и писем ФНС от 28.10.2019 № БС-4-21/21931, от 12.08.2019 № СД-4-21/15951, от 12.07.2019 № БС-4-21/13701.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="120">Не удастся воспользоваться централизованным порядком и в том случае, если региональное УФНС откажет в его применении. Например, отказ возможен, если организация:</span></h3>
<ul class="c-list">
<li>не соответствует условиям для подачи единых деклараций;</li>
<li>сдала уведомление с нарушением установленного срока или по форме, не соответствующей приказу ФНС от 19.06.2019 № ММВ-7-21/311;</li>
<li>указала в уведомлении ошибочные или недостоверные данные.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="122">Конкретную причину отказа УФНС укажет в ответном письме. Форма письма установлена в приложении 11 к схеме, рекомендованной письмом ФНС от 25.09.2019 № БС-4-21/19518. Изменения в эту схему ФНС внесла письмами от 25.02.2020 № БС-4-21/3110 и от 21.04.2020 № БС-4-21/19518.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="123">Ответы на типовые вопросы о применении упрощенной подаче налоговой декларации по налогу на имущество организаций ФНС довела письмом от 12.02.2020 № БС-4-21/2240.​</span></p>
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<p><span data-role="phrase" data-phrase-id="135">​​</span></p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="136">​Как заполнить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Декларация включает в себя:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>раздел 1 «Сумма налога, подлежащая уплате в бюджет»;</li>
<li>раздел 2 «Определение налоговой базы и исчисление суммы налога в отношении подлежащего налогообложению недвижимого имущества российских организаций и иностранных организаций, осуществляющих деятельность в Российской Федерации через постоянные представительства»;</li>
<li>раздел 2.1 «Информация об объекте недвижимого имущества, облагаемом налогом по среднегодовой стоимости»;</li>
<li>раздел 3 «Исчисление суммы налога за налоговый период по объекту недвижимого имущества, налоговая база в отношении которого определяется как кадастровая стоимость».</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Важная деталь: в декларации, которую организация сдает по своему местонахождению, не нужно дублировать данные, отраженные в декларациях, которые организация сдает:</span></h3>
<ul class="c-list">
<li>по местонахождению обособленных подразделений, которые выделены на отдельный баланс;</li>
<li>по местонахождению территориально удаленных объектов недвижимости.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="142">Текстовые показатели в ячейках заполняйте слева направо заглавными буквами. Целые числовые показатели также заполняйте слева направо, при этом в последних незаполненных ячейках ставьте прочерк. При машинном заполнении оставляйте такие ячейки пустыми.</span></p>
<p><span data-role="phrase" data-phrase-id="143">Все значения стоимостных показателей указывайте в полных рублях. Значения показателей менее 50 коп. отбрасывайте, а 50 коп. и более округляйте до полного рубля. В декларации, заполненной вручную, нельзя исправлять ошибки с помощью корректирующих средств. Об этом сказано в пунктах 2.2–2.5 Порядка заполнения декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="144">На каждом листе декларации укажите ИНН и КПП организации. </span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="145">Значение КПП указывайте в соответствии со свидетельством о постановке организации на учет в налоговом органе (5 и 6 разряд КПП &#8212; 01). Крупнейшие налогоплательщики указывают КПП, присвоенный ИФНС по местонахождению организации (5 и 6 разряд КПП &#8212; 01). </span></p>
<p><span data-role="phrase" data-phrase-id="145">Управляющие компании ПИФов в декларациях по недвижимости, составляющей ПИФ, указывают КПП, присвоенный инспекцией по местнонахождению такой недвижимости (5 и 6 разряд КПП &#8212; 4А, 4В&#8230; 4F).</span></p>
<p><span data-role="phrase" data-phrase-id="146">Российские организации указывают такие КПП независимо от того, куда сдают декларацию: в инспекцию по местонахождению организации, в инспекцию по местонахождению обособленного подразделения или в инспекцию по местонахождению недвижимости. </span></p>
<p><span data-role="phrase" data-phrase-id="146">Даже если по местонахождению обособленного подразделения или недвижимости организации присвоены отдельные КПП, указывайте значение из свидетельства о постановке на учет. </span></p>
<p><span data-role="phrase" data-phrase-id="146">Принадлежность платежей по налогу на имущество к бюджету того или иного региона инспекции определяют по коду ОКТМО. Поэтому КПП, присвоенный организации по ее местонахождению, может не совпадать с ОКТМО территории, на которой находится недвижимость. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="146">Аналогичные разъяснения есть в письме ФНС от 01.04.2020 № БС-4-21/5512.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="147">Например, организация, которая находится в Москве (КПП 770801001), сдает декларацию и платит налог на имущество за недвижимость, которая расположена в г. Мытищи Московской области (код ОКТМО 46746000).</span></p>
<p><span data-role="phrase" data-phrase-id="147"> По местонахождению недвижимости организация поставлена на учет в мытищинской налоговой инспекции (КПП 502901002). Несмотря на это, в декларации, которую организация сдает по местонахождению недвижимости, бухгалтер указывает &#171;московский&#187; КПП (770801001), и &#171;мытищинский&#187; код ОКТМО (46746000). Эти же реквизиты бухгалтер указывает в платежке на перечисление налога в бюджет Московской области. </span></p>
<p><span data-role="phrase" data-phrase-id="148">Иностранные организации указывают КПП из документов об их постановке на налоговый учет. Организации, у которых в России есть постоянные представительства, берут КПП из свидетельств о постановке на учет. Возможные значения 5-го и 6-го разрядов КПП – 51, 52, 55, 56, 63, 64, 65, 91, 92. Организации, у которых нет постоянных представительств, указывают КПП из уведомлений о постановке на учет. Значение 5-го и 6-го разряда КПП – 70 (письмо ФНС от 31.03.2020 № БС-4-21/5487).</span></p>
<p>&nbsp;</p>
</div>
<blockquote><p><span data-role="phrase" data-phrase-id="151">Такой порядок следует из пунктов 3.2.1 &#8212; 3.2.2 Порядка заполнения декларации.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="244">Титульный лист</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Помимо ИНН и КПП на титульном листе декларации укажите:</span></h3>
<ul class="c-list">
<li>номер корректировки (для первичной декларации &#171;0&#187;, для уточненной – «1», «2» и т. д.);</li>
<li>отчетный год, за который представляется декларация;</li>
<li>код налоговой инспекции;</li>
<li>код места представления отчетности в соответствии с приложением 3 к Порядку заполнения декларации;</li>
<li>полное наименование организации;</li>
<li>код формы реорганизации, если за реорганизованную организацию декларацию подает ее правопреемник. Коды выбирайте из приложения 2 к Порядку заполнения декларации;</li>
<li>номер контактного телефона организации;</li>
<li>количество страниц, на которых составлена декларация;</li>
<li>количество приложенных к декларации листов подтверждающих документов (их копий), включая документы (их копии), удостоверяющие полномочия представителя организации, который сдает декларацию.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="248">На титульном листе укажите дату заполнения отчета. Обязательно также, чтобы тот, кто заверяет декларацию и полноту сведений в ней, проставил свою подпись.Если это руководитель организации, указывают его фамилию, имя и отчество. </span></p>
<p><span data-role="phrase" data-phrase-id="248">При этом в разделе титульного листа «Достоверность и полноту сведений, указанных в настоящей Декларации, подтверждаю» проставьте «1». Ставить печать на декларации не нужно.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В разделе «Достоверность и полноту сведений, указанных в настоящей Декларации, подтверждаю» проставьте &#171;2&#187;, если отчет заверяет представитель организации:</span></h3>
<ul class="c-list">
<li>сотрудник или сторонний гражданин. Тогда укажите его фамилию, имя и отчество, а также документ, который подтверждает полномочия, к примеру, доверенность. Подписывает декларацию в этом случае представитель;</li>
<li>сторонняя организация. В этом случае указывают наименование такой организации-представителя, а также фамилию, имя и отчество сотрудника, который уполномочен заверять отчет от ее лица. Он же заверяет декларацию личной подписью. Кроме того, указывают документы, подтверждающие полномочия организации-представителя. Например, доверенность.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="251">Такие правила предусмотрены разделом III Порядка заполнения декларации.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="257">Раздел 1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="259">Раздел 1 заполните так. По строке 010 укажите код ОКТМО по Общероссийскому классификатору, утвержденному приказом Росстандарта от 14.06.2013 № 159-ст. Если значение кода ОКТМО меньше отведенного для него количества ячеек, в пустых ячейках проставьте прочерки. Если заполняете декларацию на компьютере, оставьте эти ячейки пустыми.</span></p>
<p><span data-role="phrase" data-phrase-id="260">По строке 020 впишите КБК по налогу на имущество.</span></p>
<p><span data-role="phrase" data-phrase-id="261">По строке 021 укажите налог, начисленный за год. Этот показатель определите, сложив строки 260 всех представленных разделов 2 и строки 130 всех представленных разделов 3.</span></p>
<p><span data-role="phrase" data-phrase-id="262">По строкам 023 – 027 отразите суммы авансовых платежей, начисленных по итогам отчетных периодов. В декларации за 2019 год перенесите в эти строки показатели, отраженные по строкам 030 в расчетах авансовых платежей за I квартал, полугодие и 9 месяцев 2019 года.</span></p>
<p><span data-role="phrase" data-phrase-id="263">Если сумма начисленных авансовых платежей меньше годовой суммы налога, разницу укажите в строке 030 (налог к доплате). Если сумма начисленных авансовых платежей больше годовой суммы налога, разницу укажите в строке 040 (налог к уменьшению).</span></p>
<p><span data-role="phrase" data-phrase-id="264">Раздел 1 должен подписать руководитель организации или другой уполномоченный. Не забудьте проставить дату, когда подписали декларацию.</span></p>
<p><span data-role="phrase" data-phrase-id="265">Такие правила предусмотрены разделом IV Порядка заполнения декларации.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="270">Раздел 2</span></h2>
<p>&nbsp;</p>
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<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="273">Раздел 2 предназначен для расчета суммы налога на имущество, налоговой базой для которого является среднегодовая стоимость. Обратите внимание: у организаций на упрощенке и ЕНВД такое имущество налогом не облагается. Поэтому они не заполняют раздел 2 и не сдают его в составе декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="274">Остальные организации заполняют раздел 2 отдельно по каждой категории имущества, которая указана в пункте 5.2 Порядка заполнения декларации. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Например, отдельные разделы 2 надо составить по объектам недвижимости, которые:</span></h3>
<ul class="c-list">
<li>облагаются налогом на имущество по разным ставкам;</li>
<li>входят в Единую систему газоснабжения;</li>
<li>одновременно расположены в разных регионах;</li>
<li>одновременно расположены на территории региона и в территориальном море, на континентальном шельфе или в исключительной экономической зоне России;</li>
<li>находятся в собственности российской организации, но расположены на территории другого государства, где налог за них уже заплатили. Если за имущество, расположенное за границей, налог не уплачен, заполнять отдельный раздел 2 не нужно (письмо ФНС от 29.04.2020 № БС-4-21/7314);</li>
<li>подпадают под налоговые льготы. Исключение – льготы в виде полного освобождения от уплаты налога, а также понижения налоговой ставки (в этом случае отдельный раздел 2 не заполняют);</li>
<li>созданы или приобретены резидентами Особой экономической зоны в Калининградской области при реализации инвестиционного проекта в соответствии с Законом от 10.01.2006 № 16-ФЗ.</li>
</ul>
<p>&nbsp;</p>
</div>
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<p><span data-role="phrase" data-phrase-id="279">В разделе 2 по строке 001 укажите код вида имущества, по которому заполняете раздел. Возьмите его из приложения 5 к Порядку заполнения декларации. Обычно это код 03 – имущество, которому не присвоены другие коды.</span></p>
<p><span data-role="phrase" data-phrase-id="280">По строке 010 укажите код ОКТМО, по которому платите налог на имущество. Значение возьмите из Общероссийского классификатора, утвержденного приказом Росстандарта от 14.06.2013 № 159-ст. Если значение ОКТМО меньше отведенного для него количества ячеек, в пустых ячейках проставьте прочерки. Если заполняете декларацию на компьютере, оставьте эти ячейки пустыми.</span></p>
</div>
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<p><span data-role="phrase" data-phrase-id="281">По строкам 020-140 в графах 3–4 укажите остаточную стоимость объектов недвижимости, в том числе остаточную стоимость льготируемых объектов. Включайте в декларацию сведения только об имуществе, которое является объектом налогообложения.</span></p>
</div>
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<p><span data-role="phrase" data-phrase-id="282">По строке 150 укажите среднегодовую стоимость имущества за налоговый период. Для этого сумму строк 020-140 разделите на 13.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="283"><strong>Региональные льготы</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="284">Если организация пользуется льготой, которая освобождает от налогообложения имущество или его часть, то заполните строку 160. Это может быть как федеральная льгота, так и одна из региональных льгот. Не заполняйте строку 160 раздела 2, если льгота установлена в виде пониженной ставки или в виде снижения налога к уплате.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Показатель строки 160 составной, в нем две части:</span></h3>
<ul class="c-list">
<li>первая – код налоговой льготы согласно приложению 6 к Порядку заполнения декларации. Заполнять первую часть не нужно, только если льгота соответствует коду 2012400 или 2012500;</li>
<li>вторая – тут требуется последовательно указать номер, пункт (часть) и подпункт (пункт) статьи регионального закона, согласно которому предоставляют льготу. Заполнять вторую часть нужно, только если в первой проставили код 2012000.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="287">Коды вносите слева направо. Если соответствующий реквизит имеет меньше четырех знаков, в свободных ячейках слева от значения проставьте нули. Пример заполнения строк с составными показателями есть в подпункте 5 пункта 5.3 Порядка заполнения декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="288">Остаточную стоимость льготируемого недвижимого имущества укажите по строкам 020-140 раздела 2 в графе 4. В графе 3 по этим же строкам укажите остаточную стоимость всех основных средств – объектов налогообложения, включая льготируемое недвижимое имущество.</span></p>
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<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="336"><strong>Пониженная ставка в регионе</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="337">Если для категорий налогоплательщиков, к которым относится организация, региональные власти установили льготу в виде пониженной налоговой ставки, заполняйте один лист раздела 2. В графе 3 по строкам 020–140 укажите остаточную стоимость всех объектов недвижимости, которые облагаются по пониженной ставке. Графу 4 в этом случае не заполняйте. </span></p>
<p><span data-role="phrase" data-phrase-id="337">В строке 160 проставьте прочерки. В строке 200 укажите составной код льготы. В первой части укажите код «2012400». Во второй части последовательно укажите номер, пункт (часть) и подпункт (пункт) статьи регионального закона, где прописали льготу. Например, код льготы по строке 200 может выглядеть так: «2012400/000400010000».</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="337">Это следует из подпункта 9 пункта 5.3 Порядка заполнения декларации.</span></p></blockquote>
<p>&nbsp;</p>
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<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="338"><strong>Железнодорожная льгота</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="339">В разделе 2 декларации есть строка 215 с кодом К<sub>жд</sub>. Этот код указывайте только в отношении железнодорожных путей общего пользования и сооружений, которые являются их неотъемлемой технологической частью. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="339">Дополнительные условия &#8212; такие объекты впервые приняты на учет позже 31 декабря 2016 года и соответствуют требованиям постановления Правительства от 31.08.2017 № 1056. Значения коэффициента установлены пунктом 2 статьи 385.3 НК.</span></p></blockquote>
<p>&nbsp;</p>
<h3 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="340"><strong>Уменьшение налога</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="341">Строки 230 и 240 заполните, если организация имеет право на льготу, которая установлена региональным законодательством в виде уменьшения суммы налога.</span></p>
<p><span data-role="phrase" data-phrase-id="342">По строке 230 укажите код налоговой льготы. Порядок заполнения этой строки аналогичен порядку заполнения строки 200.</span></p>
<p><span data-role="phrase" data-phrase-id="343">В строку 240 впишите сумму налоговой льготы, которая уменьшает сумму налога к уплате в бюджет.Например, если региональными властями установлена льгота в виде уплаты в бюджет 80 процентов от суммы исчисленного налога, то значение по строке 240 рассчитайте так:</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201144" class="inimg aligncenter" src="data:image/x-png;base64,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" width="179" height="34" /></span></span></p>
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<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Л</td>
<td class="bdTop bdBottom">Сумма налоговой льготы (стр. 240)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Н</td>
<td class="bdTop bdBottom">Сумма налога (стр. 220)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">НС</td>
<td class="bdTop bdBottom">Разница между базовой ставкой, принятой за 100 процентов, и процентом снижения, установленным региональным законом (например, 100% &#8212; 80%)</td>
<td class="bdTop bdBottom">%</td>
<td class="bdTop bdBottom"></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="360">Федеральные льготы, которые предусмотрены региональным законодательством, в строках 230 и 240 не отражайте. Если в регионе есть такие льготы, их следует заявить по строке 160. Если данных для заполнения строк 230 и 240 нет, поставьте прочерк по всей длине строки. При машинном заполнении декларации оставьте эти строки пустыми.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="361">По строке 250 укажите сумму налога, уплаченную в течение отчетного года за недвижимость, которая расположена за границей (письмо Минфина от 16.09.2019 № 03-05-04-01/79654).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Заполняйте эту строку при выполнении двух условий:</span></h3>
<ul class="c-list">
<li>в декларации, которую вы подаете по местонахождению организации, в строке 001 раздела 2 указан код 04;</li>
<li>организация имеет право на зачет налога, уплаченного по законодательству иностранного государства (ст. 386.1 НК).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="363">Сумма налога, указанная в строке 250, должна быть подтверждена платежным документом, заверенным налоговым ведомством иностранного государства.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="363">Этот документ нужно приложить к декларации (письмо ФНС от 29.04.2020 № БС-4-21/7314).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="364">По строке 260 укажите сумму налога, которую нужно перечислить в бюджет по итогам года. Исходный показатель для этой строки – строка 220 раздела 2. Сумму, отраженную в строке 220, нужно уменьшить на суммы налоговых льгот и налога, уплаченного за границей. Авансовые платежи, начисленные в течение года, показатель строки 260 не уменьшает. Сумму налога к доплате рассчитайте в разделе 1 декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="365">По строке 260 можно указать либо положительную разницу между начисленным налогом, суммой льгот и налогом, уплаченным за границей, либо «0». Если сумма льгот и налога, уплаченного за границей, больше суммы начисленного налога, в декларации в строке 260 укажите 0.</span></p>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="375">Раздел 2.1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="379">Обратите внимание: у организаций на упрощенке и ЕНВД такое имущество налогом не облагается. Поэтому они раздел 2.1 не заполняют и в состав декларации не включают.</span></p>
<p><span data-role="phrase" data-phrase-id="380">Каждый блок строк 010–050 заполните так.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По строке 010 укажите код номера объекта по пункту 6.2 Порядка заполнения декларации:</span></h3>
<ul class="c-list">
<li>1 &#8212; если у недвижимости есть кадастровый номер, зарегистрированный в ЕГРН;</li>
<li>2 &#8212; если у недвижимости нет кадастрового номера, но есть условный номер в ЕГРН;</li>
<li>3 &#8212; если у недвижимости нет ни кадастрового, ни условного номера, но есть инвентарный номер и адрес с указанием муниципального образования, внесенный в Федеральную информационную адресную систему(ФИАС);</li>
<li>4 &#8212; если у недвижимости есть только инвентарный номер (кадастровый и условный номера, а также адрес, зарегистрированный в ФИАС, отсутствуют);</li>
<li>5 &#8212; если заполняете раздел по водному транспортному средству;</li>
<li>6 &#8212; если заполняете раздел по воздушному транспортному средству.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="383">По строке 020 впишите номер объекта. Этот номер зависит от того, что вы указали в строке 010.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">2</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="384">Если в строке 010 указан код 1, впишите кадастровый номер объекта. Если в строке 010 указан код 2, впишите условный номер.</span></p>
<p><span data-role="phrase" data-phrase-id="385">Если в строке 010 указаны коды 3 или 4, укажите инвентарный номер, который присвоили объекту по правилам бухучета. Другой вариант – указать инвентарный номер по данным технической инвентаризации.</span></p>
<p><span data-role="phrase" data-phrase-id="385"> </span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="385">Например, по приказам Минэкономразвития от 17.08.2006 № 244, Госстроя от 26.08.2003 № 322, от 29.12.2000 № 308 или постановлению Правительства от 04.12.2000 № 921. Разъяснения – в письмах ФНС от 14.03.2018 № БС-4-21/4786, от 03.07.2017 № БС-4-21/12769.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="386">Если в строке 10 указан код 5, впишите в строку 020 идентификационный номер водного судна. Если у судна есть регистрационный номер, присвоенный Международной морской организацией, или регистровый номер классификационного общества, в строке 020 укажите эти номера. Если в строке 10 указан код 6, впишите в строку 020 серийный идентификационный номер воздушного судна.</span></p>
<p><span data-role="phrase" data-phrase-id="387">По строке 030 укажите адрес объекта в России, если он включает указание муниципального образования. Заполните эту строку, только если у объекта нет ни кадастрового, ни условного номера в ЕГРН, но есть адрес, внесенный в систему ФИАС (код 3 по строке 010).</span></p>
<p><span data-role="phrase" data-phrase-id="388">Адрес объекта недвижимости может содержать не все элементы, для которых предусмотрены графы в строке 030. В этом случае заполните только те графы по строке 030, которые есть в адресе вашего объекта. Адреса в России присваивают в соответствии с Законом от 28.12.2013 № 443-ФЗ и постановлением Правительства от 19.11.2014 № 1221. Если адрес зарегистрирован в ФИАС, то именно его считают присвоенным объекту.</span></p>
<p><span data-role="phrase" data-phrase-id="389">В строку 040 впишите код объекта по ОКОФ. Если заполняете расчет по объекту, которому присвоен код ОКОФ из старого классификатора (ОК 013-94), строку 040 заполняйте слева направо начиная с первого знако-места, без учета разделителей в виде точек. В незаполненных знако-местах в правой части поля проставьте прочерки (письма ФНС от 14.03.2018 № БС-4-21/4786, от 24.08.2017 № БС-4-21/16786).</span></p>
<p><span data-role="phrase" data-phrase-id="390">По строке 050 покажите остаточную стоимость недвижимости или неотделимых улучшений по состоянию на 31 декабря налогового периода. Заполняйте эту строку даже в том случае, если остаточная стоимость объекта налогообложения равна нулю.</span></p>
<p><span data-role="phrase" data-phrase-id="391">По каждому объекту недвижимости и каждому неотделимому улучшению заполните отдельный блок в разделе 2.1. Информацию укажите по состоянию на 31 декабря отчетного года. Если объект выбыл в течение года, в разделе 2.1 его не отражайте. Также не заполняйте раздел 2.1, если организация ликвидирована до окончания года.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="392">Такие правила установлены разделом VI Порядка заполнения декларации. Разъяснения по неотделимым улучшениям – в пункте 4 приложения к письму ФНС от 15.08.2019 № АС-4-21/16183 и в письме ФНС от 16.09.2019 № БС-4-21/18550.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="393">Если в одной инвентарной карточке отражены несколько основных средств с разными кадастровыми номерами, то выделите остаточную стоимость каждого объекта расчетным путем (письма ФНС от 14.03.2018 № БС-4-21/4786, от 16.01.2018 № БС-4-21/530). </span></p>
<p><span data-role="phrase" data-phrase-id="393">Для этого определите долю площади каждого объекта в суммарной площади всех объектов и умножьте ее на общую остаточную стоимость всех объектов, учтенных в инвентарной карточке. Рассчитанную остаточную стоимость по каждому объекту отдельно укажите в строках 050.</span></p>
</div>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="395">Раздел 3</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="397">Раздел 3 заполняют и представляют организации, у которых есть недвижимость, облагаемая налогом по кадастровой стоимости.</span></p>
<p><span data-role="phrase" data-phrase-id="398">По каждому объекту недвижимости заполняйте отдельный лист раздела 3. Например, у организации в здании есть несколько помещений, на каждое из которых оформлено право собственности или хозяйственного ведения. Налоговая база для каждого помещения – кадастровая стоимость. В этом случае заполнять раздел 3 нужно отдельно по каждому из этих помещений. Даже если кроме них, в здании нет никаких других помещений.</span></p>
<p><span data-role="phrase" data-phrase-id="399">При оформлении раздела 3 руководствуйтесь разделом VII Порядка заполнения декларации. Вот какие записи нужно сделать и что при этом учесть.</span></p>
<p><span data-role="phrase" data-phrase-id="400">Сначала проставьте код вида имущества в строке 001. Коды приведены в приложении 5 к Порядку заполнения декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="401">В строке 010 укажите ОКТМО, по которому будете платить налог. Значение возьмите из Общероссийского классификатора, утвержденного приказом Росстандарта от 14.06.2013 № 159-ст. Если значение ОКТМО меньше отведенного для него количества ячеек, в пустых ячейках проставьте прочерки. Если заполняете декларацию на компьютере, оставьте эти ячейки пустыми.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Далее укажите:</span></h3>
<ul class="c-list">
<li>по строке 014 – код вида сведений об объекте (1 – здание, строение или сооружение, 2 – помещение, гараж, машино-место);</li>
<li>по строке 015 – кадастровый номер объекта.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="404">После этого заполните стоимостные показатели и другие сведения для расчета налога. Так, по строке 020 укажите кадастровую стоимость недвижимости. Строку 025 заполняйте, только если весь объект или его часть налогом не облагается.</span></p>
<p><span data-role="phrase" data-phrase-id="404">Особый случай, когда раздел 3 заполняете по помещению, кадастровая стоимость которого не определена, но для всего здания кадастровая стоимость установлена. Тогда строку 020 заполняйте исходя из доли, указанной по строке 035. Аналогично поступайте, заполняя строку 025.</span></p>
<p><span data-role="phrase" data-phrase-id="405">Строку 030 заполните, если объект находится в общей (долевой или совместной) собственности. В этой строке укажите долю организации в праве на объект.</span></p>
<p><span data-role="phrase" data-phrase-id="406">В строке 035 укажите долю кадастровой стоимости здания, соответствующую доле площади помещения в общей площади здания. Эту строку заполните в отношении помещения, кадастровая стоимость которого не определена, но есть кадастровая стоимость всего здания, в котором расположено помещение. </span></p>
<h3><span data-role="phrase" data-phrase-id="406">Для удобства используйте формулу:</span></h3>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201445" class="inimg aligncenter" src="data:image/x-png;base64,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" width="145" height="32" /></span></span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table class="fixed-columns-width" width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Дкс</td>
<td class="bdTop bdBottom">Доля кадастровой стоимости здания (стр. 035)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Пп</td>
<td class="bdTop bdBottom">Площадь помещения (объекта налогообложения)</td>
<td class="bdTop bdBottom">кв. м</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Пз</td>
<td class="bdTop bdBottom">Площадь здания</td>
<td class="bdTop bdBottom">кв. м</td>
<td class="bdTop bdBottom"></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="419">Если воспользовались льготой, по которой часть кадастровой стоимости налогом не облагается, заполните строку 040. Укажите в ней код налоговой льготы. Это составной показатель – в нем две части.</span></p>
<p><span data-role="phrase" data-phrase-id="420">В первой укажите код налоговой льготы согласно приложению 6 к Порядку заполнения декларации. Не заполняйте эту строку, если льгота соответствует кодам 2012400 или 2012500.</span></p>
<p><span data-role="phrase" data-phrase-id="421">Вторую часть заполните, только если в первой части указан код 2012000. В этом случае последовательно укажите номер, пункт и подпункт статьи регионального закона, в соответствии с которым предоставляется льгота. Для каждой из указанных позиций отведено по четыре знако-места. </span></p>
<p><span data-role="phrase" data-phrase-id="421">Заполняйте эту часть показателя слева направо и, если соответствующий реквизит имеет меньше четырех знаков, в свободных ячейках слева от значения проставьте нули. Пример заполнения строк с составными показателями есть в подпункте 5 пункта 5.3 Порядка заполнения декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="422">Коды вносите слева направо. Если соответствующий реквизит имеет меньше четырех знаков, в свободных ячейках слева от значения проставьте нули.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Строку 050 заполняйте, если недвижимость организации расположена одновременно:</span></h3>
<ul class="c-list">
<li>на территории нескольких регионов;</li>
<li>на территории региона и в территориальном море, на континентальном шельфе или в исключительной экономической зоне России.</li>
<li></li>
</ul>
<p><span data-role="phrase" data-phrase-id="425">В этих случаях по строке 050 укажите долю кадастровой стоимости недвижимости, которая находится на территории региона. Значение укажите в виде правильной простой дроби.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-7467058" class="inimg aligncenter" 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" alt="" width="600" height="77" /></span></span>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="426">Сведения, которые указали по строкам 020, 025, 030 и 050, нужны, чтобы определить налоговую базу по объекту недвижимости. Ее, в свою очередь, укажите по строке 060.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="426">Для удобства воспользуйтесь формулой:</span></h3>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201446" class="inimg aligncenter" src="data:image/x-png;base64,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" width="330" height="32" /></span></span></p>
<div align="left">
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table class="fixed-columns-width" width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">НБ</td>
<td class="bdTop bdBottom">Налоговая база (стр. 060)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">КСобл</td>
<td class="bdTop bdBottom">Кадастровая стоимость объекта за вычетом необлагаемой стоимости (разность между строками 020 и 025)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Дс</td>
<td class="bdTop bdBottom">Доля в праве общей стоимости (стр. 030)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Дтерр</td>
<td class="bdTop bdBottom">Доля кадастровой стоимости объекта на территории региона России (стр. 050)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="441">Полученную величину округлите до целых единиц.</span></p>
<p><span data-role="phrase" data-phrase-id="442">Если применяете льготу, которая уменьшает налоговую ставку, укажите ее по строке 070. В первой части показателя укажите код 2012400. Во второй части последовательно укажите номер, пункт и подпункт статьи регионального закона, на основании которых предоставляется льгота. Если льгота не установлена, поставьте прочерки или оставьте строку пустой.</span></p>
<p><span data-role="phrase" data-phrase-id="443">По строке 080 укажите налоговую ставку, которая установлена региональным законодательством. Если применяете льготу, сведения о которой отразили в строке 070, укажите пониженную ставку.</span></p>
<p><span data-role="phrase" data-phrase-id="444">Строку 090 заполняйте, если право собственности на объект недвижимости возникло или было прекращено в течение года. Например, при покупке или продаже здания. </span></p>
<p><span data-role="phrase" data-phrase-id="444">Коэффициент, который отражается по строке 090, показывает отношение срока, в течение которого организация владела имуществом, к налоговому периоду. Таким образом, применение этого коэффициента позволяет рассчитывать налог не за весь год, а с учетом фактической продолжительности владения объектом в течение года. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="444">Формула расчета такая:</span></h3>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201447" class="inimg aligncenter" src="data:image/x-png;base64,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" width="117" height="31" /></span></span></p>
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<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Кв</td>
<td class="bdTop bdBottom">Коэффициент владения объектом недвижимости в налоговом периоде (стр. 090)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">М</td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="452">Количество полных месяцев владения объектом в налоговом периодом</span></td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
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</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="453">Показатель строки 090 должен быть в виде десятичной дроби с четырьмя знаками после запятой:</span></h3>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-7467064" class="inimg aligncenter" 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" alt="" width="600" height="82" /></span></span>&nbsp;</p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Полным месяцем владения объектом недвижимости считается месяц, в котором:</span></h3>
<ul class="c-list">
<li>возникло право собственности на объект, если регистрация произведена до 15-го числа (включительно);</li>
<li>прекращено право собственности на объект, если регистрация произведена после 15-го числа.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Таким образом, в расчет налога не нужно включать:</span></h3>
<ul class="c-list">
<li>месяц приобретения права собственности, если регистрация состоялась после 15-го числа;</li>
<li>месяц прекращения права собственности, если регистрация состоялась до 15-го числа (включительно).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="458">Такой порядок предусмотрен пунктом 5 статьи 382 НК.</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="459">Строку 095 заполните, если в течение года изменились качественные или количественные характеристики недвижимости. Например, поменялась площадь или назначение объекта, что повлекло за собой увеличение или уменьшение кадастровой стоимости. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В этом случае в декларацию надо включить два раздела 3:</span></h3>
<ul class="c-list">
<li>в одном укажите кадастровую стоимость на 1 января налогового периода;</li>
<li>во втором &#8212; новую (измененную) кадастровую стоимость.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="461">В каждом разделе 3 по строке 095 укажите отдельный коэффициент Ки. По новой кадастровой стоимости налог на имущество считайте со дня, когда новые характеристики внесли в единый реестр недвижимости. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="461">Если организация владела объектом в течение всего налогового периода (Кв = 1), значение коэффициента Ки определите по формуле:</span></h3>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201448" class="inimg aligncenter" src="data:image/x-png;base64,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" width="118" height="32" /></span></span></p>
<div align="left">
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table class="fixed-columns-width" width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Ки</td>
<td class="bdTop bdBottom">Коэффициент применения кадастровой стоимости (стр. 095)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">М</td>
<td class="bdTop bdBottom">Количество полных месяцев налогового периода, в течение которых действовала кадастровая стоимость, указанная в ЕГРН</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="470">Если организация владела объектом не весь год (Кв &lt; 1), то при изменении кадастровой стоимости в знаменатель формулы ставьте не 12, а фактическое количество полных месяцев владения объектом недвижимости.</span></p>
<p><span data-role="phrase" data-phrase-id="471">Значение коэффициента Ки укажите в виде десятичной дроби с четырьмя знаками после запятой.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-7467066" class="inimg aligncenter" 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" alt="" width="600" height="84" /></span></span>&nbsp;</p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="472">По строке 100 укажите сумму налога , начисленного за год. Этот показатель определите по формуле:</span></h3>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17201449" class="inimg aligncenter" src="data:image/x-png;base64,iVBORw0KGgoAAAANSUhEUgAAAPYAAAAgCAYAAAAhdYX6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVgSURBVHhe7ZotlBxFFIVXEQeOuODAEQeOOHAgceCISxw44uKICw4cSBw4kDhw4IjEgQsW3jezl/O2UlXdU9W9DCf3O+ed6enqma1b9W79zV4YY4wxxhhjjDHGGGOMMcYYY4wxxhhjjDHGGGOMMcYY8zzz4uXrEi9cvp4DL12+jrJWyzlpXsP/Utd7Ed9E/B3xe8SDCHUw108iKPsx4sOIc4L6/BCR6y5y3b+LQGfJnQhp51m+i/j58t77EaN8EfHp8bLJrYhfIl49vOuTtf4aIa30Fdd/RvS0ZijnO3j2UQRtwHfw+krECK9H/BSxNKDRJo+Pl11uR3wZgSaCunEPbkRQhmY07MnbEd9HLOmivz8+XnbJOUd8HSFd9CXv/4r4nBuz0Jn8ETq5hISijAqdIzQK9cumFtyjTA1Xg8asfZ7knxnIGL2/jWiZG1P/FvHB4d066APqev/w7irSumRMNDEIls/x3STUa4d3Y6AFc6OtBm1Bm5wyszGhUN/MJxG0wd2IWr9vDfXuDVqYmjgFNKEtg/+YTNCHtmlk7FojydijI/kbEW8NxpoEUN1rJlyb7C3tM0kOLXOPmBpk7J7WHiQNz7QGacwyO4CjCW2luUdMDaxSWE0JZuu9Z+kaLXOPmBq0QhRMMJvr2svYdCINMhovRyyxp7G3oDT3qKlh1thsMcrZL4NpRvq5pDQ32kdMDaWxGXx6W403I2inHOjaAnRkc4+aGkpjL+nKephwGAjyvarGvYx9HZy7sUHm/ixi1NRABy5pbaEtx3XNdjI3mkdNDdnYJDR70B70NYMXe3BWKDxf23qMInPPmBqysRmMlnShnTMFdAFGZulOnza3mjIHf4gEyaGN/lYNszWquw6AcqBnTd15hobWZ0j+dyK2hAOypxEcxIwiY/e0tmA2oLx2jrIXaEXzmsPBFuhi788ric0AtQTP0iaAAfg8+9YtYIDiwPOPiKUDtR7kG3qoKwPPGl3KUcFg0Ovzf82RPySetxmbBiYJuLdVMmj5/VEEs9foSD8zYzNQUb7JaesK0IhWNOdl+amQ+CQ0/cJWQtc9ZGyeY4mLgXoHqGvRygttrEh6B2pLoIN6Ukd+oUDb0pYhGxtd9GWvz3czthqCkXsk1iTD1sYWNHZvP7qWck+tNlnzk0/JjLFvRlBensTugUyt5Xe55z4FGRvoR81yPSgntAzHAOifIZtazJhbxgaW2awqWIn1kLHZYhDyZpO9jH0d7GVs/ZY9c/BSmlooSXSgtpYZYwOJgzF6ST47s5WmFqPmzsYGbSlquSr4jMrpP8w9c7ZQM7UYNXc2Nshntb4VfAYdzNagzzSROR4e3l2F39MoY4N/jjDaUb/aslnJzjM9eCYnSt7LjtIytRgxt+pV+42TvqOsZ1ragSRvLftog5mBrGVqQVuwPz3FBKWxQYdGtEcNViW5PzEDA9ooX0XUTC1GzF0aGzgY6/0vAX2XD9lk7OrWhC9RUtAgNJY6l2sahTIac4t9ypZQH9WdRsodzbVmXTq51ljck/k1yutAgkZe2sv1IBHePV42wQAkzZrDJbRSJ+rGgCOt9FXWygDXSgxgEOdZthosUUkOdNO/M6syNPRMLfhPrjWDGQMUszPJjC6Wnhq00Ez9MSv9nwczJiAt19FFm6G3NxP2oL49UwvMfe942YU2RgsGJrIu8g29BP2YdemMBD9yn+/RHhttzwzIJAGJkSMbO8c5Grusoyjvt4xdPjeT3HvS0ipj5+gZW6AT4xAzA9hekLylrpzouTzfL3/Hfibh/2No91w/Itc/l+f75fPl95ybTmOMMcYYY4wxxhhjjDHmWri4+AetU7RaaQgj0gAAAABJRU5ErkJggg==" width="246" height="32" /></span></span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table class="fixed-columns-width" width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><strong>Используемые обозначения</strong></td>
<td class="bdBottom"><strong>Расшифровка</strong></td>
<td class="bdBottom"><strong>Единицы измерения</strong></td>
<td class="bdBottom"><strong>Источник данных</strong></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Н</td>
<td class="bdTop bdBottom">Сумма налога (стр. 100)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">НБ</td>
<td class="bdTop bdBottom">Налоговая база (стр. 060)</td>
<td class="bdTop bdBottom">руб.</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">НС</td>
<td class="bdTop bdBottom">Налоговая ставка (стр. 080)</td>
<td class="bdTop bdBottom">%</td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Кв</td>
<td class="bdTop bdBottom">Коэффициент владения (стр. 090)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom">Ки</td>
<td class="bdTop bdBottom">Коэффициент использования кадастровой стоимости (стр. 095)</td>
<td class="bdTop bdBottom"></td>
<td class="bdTop bdBottom"></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="490">Если воспользовались льготой, которая уменьшает налог, заполните строку 110. В первой части показателя впишите код 2012500. Во второй части последовательно укажите номер, пункт и подпункт статьи регионального закона, в соответствии с которым предоставляется льгота. Сумму льготы укажите по строке 120. Если льгота не установлена, в обеих строках поставьте прочерк или оставьте ячейки пустыми.</span></p>
<p>&nbsp;</p>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="530">Уточненная декларация</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="532">Сдайте в инспекцию уточненную налоговую декларацию, если допустили ошибку, из-за которой завысили или занизили сумму налога. Уточненная декларация обязательна, если из-за ошибки не доплатили налог. Чтобы избежать штрафа, до сдачи уточненной декларации доплатите недоимку и пени.</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-imushhestvo/">Как составить и сдать декларацию по налогу на имущество</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>Как составить и сдать расчет авансовых платежей по налогу на имущество</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-raschet-avansovyh-platezhej-po-nalogu-na-imushhestvo/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-raschet-avansovyh-platezhej-po-nalogu-na-imushhestvo/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 10 Aug 2020 19:26:43 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21746</guid>

					<description><![CDATA[]]></description>
										<content:encoded><![CDATA[<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>начиная с отчетности за 2020 год расчеты авансовых платежей по налогу на имущество отменили (п. 20 ст. 1, ч. 2 ст. 3 Закона от 15.04.2019 № 63-ФЗ).</strong></em></p>
<p class="incut-v4__tag">Последний расчет авансовых платежей по налогу на имущество организации должны были составить за 9 месяцев 2019 года и сдать до 31.10.2019. По итогам отчетных периодов 2020 года по-прежнему самостоятельно исчисляйте авансовые платежи, но расчеты в ИФНС не подавайте.</p>
<p class="incut-v4__tag">Такой порядок следует из пункта 1 статьи 386 НК.Уточненные расчеты авансовых платежей за периоды до 1 января 2020 года сдавайте по ранее действовавшим правилам.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Начиная с отчетности за 2019 год декларацию по налогу на имущество сдавайте по новой форме (приказ ФНС от 14.08.2019 № СА-7-21/405).  Составить и сдать декларацию поможет рекомендация.  </div></div>
</blockquote><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-raschet-avansovyh-platezhej-po-nalogu-na-imushhestvo/">Как составить и сдать расчет авансовых платежей по налогу на имущество</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Как составить и сдать налоговую декларацию о доходах, полученных российской организацией от источников за пределами России</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-nalogovuyu-deklaratsiyu-o-dohodah-poluchennyh-rossijskoj-organizatsiej-ot-istochnikov-za-predelami-rossii/</link>
					<comments>https://enterfin.ru/kak-sostavit-i-sdat-nalogovuyu-deklaratsiyu-o-dohodah-poluchennyh-rossijskoj-organizatsiej-ot-istochnikov-za-predelami-rossii/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 18:57:02 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21710</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Российская организация, получившая доходы от источника в иностранном государстве и уплатившая в том государстве налог на прибыль (доходы), может зачесть уплаченный налог в счет уплаты налога на прибыль в России. Для этого в налоговую инспекцию по своему местонахождению организация должна представить документы, подтверждающие [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-nalogovuyu-deklaratsiyu-o-dohodah-poluchennyh-rossijskoj-organizatsiej-ot-istochnikov-za-predelami-rossii/">Как составить и сдать налоговую декларацию о доходах, полученных российской организацией от источников за пределами России</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Российская организация, получившая доходы от источника в иностранном государстве и уплатившая в том государстве налог на прибыль (доходы), может зачесть уплаченный налог в счет уплаты налога на прибыль в России. </span></p>
<p><span data-role="phrase" data-phrase-id="1">Для этого в налоговую инспекцию по своему местонахождению организация должна представить документы, подтверждающие уплату налога за границей (абз. 2 п. 3 ст. 311 НК), и декларацию о доходах, полученных от источников за границей.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Форма декларации и сроки сдачи</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="3">Форма декларации и Инструкция по ее заполнению утверждены приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">Декларацию о доходах, полученных от источников за пределами России, организация составляет в своих интересах. Поэтому сроки ее подачи в налоговую инспекцию законодательно не ограничены. Таким образом, ответственность, установленная статьей 119 НК за несвоевременное представление деклараций, в данном случае не применяется. </span></p>
<p><span data-role="phrase" data-phrase-id="4">Декларацию о доходах, полученных от источников за пределами России, организация может подать вместе с декларацией по налогу на прибыль в любом отчетном (налоговом) периоде независимо от времени уплаты (удержания) налога в иностранном государстве. Об этом сказано в пункте 3 Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Способы подачи</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если среднесписочная численность сотрудников за предыдущий год не превышает 100 человек, то в текущем году организация может сдавать налоговые декларации одним из двух способов:</span></h3>
<ul class="c-list">
<li>на бумаге (через уполномоченного представителя организации или по почте);</li>
<li>в электронном виде.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="8">Если среднесписочная численность сотрудников за предыдущий год превышает 100 человек, то права выбора у организации нет. В текущем году декларации нужно представлять только в электронном виде. Это касается и организаций, которые отнесены к категории крупнейших налогоплательщиков. </span></p>
<p><span data-role="phrase" data-phrase-id="8">Они должны сдавать налоговую отчетность (в т. ч. годовые декларации за предыдущий год) в электронном виде в межрегиональные инспекции по крупнейшим налогоплательщикам.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="9">Такой порядок подачи налоговой отчетности установлен пунктом 3 статьи 80 НК.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="10">Приложения к декларации</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="11">Вместе с декларацией сдайте в налоговую инспекцию документы, подтверждающие уплату (удержание) налога за пределами, свидетельствующие о перечислении сумм налога в доход иностранного бюджета или об их удержании в иностранном государстве. </span></p>
<p><span data-role="phrase" data-phrase-id="11">Если налог был удержан налоговым агентом, то его подтверждение действительно только до конца года, в котором оно было получено (абз. 3 п. 3 ст. 311 НК).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="12">Оформление декларации</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="13">Декларацию заполняйте в рублях, без копеек. Доходы (расходы), полученные (понесенные) в иностранной валюте, пересчитайте в рубли по курсу Банка России на дату их признания.</span></p>
<p><span data-role="phrase" data-phrase-id="14">После того как декларация составлена, последовательно пронумеруйте все страницы.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="15">Об этом говорится в пунктах 4 и 6 Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709, и письме ФНС от 20.06.2011 № ЕД-4-3/9680.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="17">Уточнения в декларацию о доходах, полученных от источников за пределами России, вносите в том же порядке, что и в другие налоговые декларации (п. 3 Инструкции, утв. приказом МНС от 23.12.2003 № БГ-3-23/709). </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="18">Состав декларации</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Декларация о доходах, полученных от источников за пределами России, включает в себя:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>раздел I «Доходы, не связанные с деятельностью обособленного подразделения российской организации в иностранном государстве»;</li>
<li>раздел II «Доходы, связанные с деятельностью в иностранном государстве через постоянное представительство»;</li>
<li>раздел III «Расходы постоянного представительства»;</li>
<li>раздел IV «Сведения об учетной политике для целей налогообложения».</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="21">Если доходы, полученные организацией за рубежом, не связаны с деятельностью ее обособленного подразделения, то в налоговую инспекцию нужно представить титульный лист, раздел I и раздел IV декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="22">Если организация получает доходы от деятельности через постоянное представительство, то в налоговую инспекцию нужно представить титульный лист, раздел II, раздел III и раздел IV.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;"> При этом раздел II, раздел III и раздел IV нужно составить отдельно в отношении:</span></h3>
<ul class="c-list">
<li>каждого постоянного представительства;</li>
<li>каждого вида деятельности каждого постоянного представительства (если налоговая база по этим видам деятельности в России и в иностранном государстве определяется по-разному);</li>
<li>каждого вида доходов каждого постоянного представительства (если в России и в иностранном государстве к этим доходам применяются разные налоговые ставки).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">По каждой группе данных, которые нужно показать отдельно, заполните добавочные листы по формам раздела II, раздела III и раздела IV декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="25">Если организация получает оба вида доходов, декларацию нужно сдать в полном объеме.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="26">Такой порядок предусмотрен пунктом 4 Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="27">Заполнение раздела I</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="28">Раздел I заполните, если у организации за границей нет обособленного подразделения. Например, если организация получала дивиденды (проценты), плату за аренду недвижимости, транспортных средств, доходы от международных перевозок и т. п.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Раздел I нужно составить отдельно в отношении:</span></h3>
<ul class="c-list">
<li>каждого источника доходов;</li>
<li>каждого вида доходов, налоговая база по которому в России и в иностранном государстве определяется по-разному;</li>
<li>каждого вида доходов, которые относятся к разным отчетным (налоговым) периодам и раньше в декларациях не отражались.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="31">По каждой группе данных, которые нужно показать отдельно, составьте добавочные листы по форме раздела I декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="32">В первой части раздела I (строки 010–060) надо отразить сведения об источнике выплаты дохода: иностранной организации или иностранном гражданине. Название иностранной организации (имя гражданина) укажите точно так же, как они указаны в договоре (контракте), по которому организация получила доход.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="33">Наименование и код страны выберите из Общероссийского классификатора стран мира (ОКСМ), утвержденного постановлением Госстандарта от 14.12.2001 № 529-ст.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="34">Адрес иностранной организации (по учредительным документам) или местожительства иностранного гражданина укажите в строке 060 раздела I декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="35">Во второй части раздела I декларации (строки 070–160) приведите сведения о доходах, полученных за рубежом, о налоге, удержанном в иностранном государстве, а также о понесенных расходах.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="36">Вид дохода и соответствующий ему код выберите из перечня, который приведен в приложении № 1 к Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="36">К декларации приложите выписку из закона иностранного государства, которым установлен налог, и ее перевод на русский язык. Заверять перевод нотариально не требуется.</span></p>
<p><span data-role="phrase" data-phrase-id="37">Сумму налога, удержанного в иностранном государстве, пересчитайте в рубли. По Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709, при пересчете нужно использовать курс Банка России, который действовал на дату удержания или уплаты налога. На практике даты удержания (уплаты) налога за границей могут не совпадать с датой признания дохода по российскому законодательству. В этих случаях Минфин разрешает пересчитывать налог на дату признания дохода.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">В частности, если по российскому законодательству доход признают на дату, когда поступили средства от иностранного контрагента, то и пересчитывать удержанный налог в рубли нужно на эту же дату (письмо Минфина от 31.12.2009 № 03-08-05).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="38">В строках 150 и 160 раздела I покажите расходы, связанные с получением доходов от зарубежных источников. Расходы выберите за тот же период, в котором были получены доходы. Сумму расходов определяйте по правилам главы 25 НК.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="39">Виды расходов и соответствующие им коды выберите из перечня, который приведен в приложении № 2 к Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="40">Такие требования установлены разделом I Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="52">Заполнение раздела II</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В первой части раздела II (строки 010–090) надо отразить:</span></h3>
<ul class="c-list">
<li>сведения о постоянном представительстве;</li>
<li>период включения полученных доходов в декларацию по налогу на прибыль;</li>
<li>налоговую ставку и наименование налога, которым облагается деятельность постоянного представительства в иностранном государстве.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55">Наименование и код страны выберите из ОКСМ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="56">Код вида деятельности постоянного представительства выберите из перечня, который приведен в приложении № 3 к Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Во второй части раздела II декларации (строки 100–110) укажите:</span></h3>
<ul class="c-list">
<li>сведения о доходах постоянного представительства. Виды и коды доходов выберите из перечня, приведенного в приложении № 1 к Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709;</li>
<li>сумму налога, уплаченного в иностранном государстве (в рублях по курсу Банка России на дату уплаты налога). К декларации приложите выписку из закона иностранного государства, которым установлен налог, и ее перевод на русский язык. Заверять перевод нотариально не требуется;</li>
<li>сумму расходов, связанных с деятельностью постоянного представительства. Эти расходы нужно распределить пропорционально доле каждого вида доходов в общем объеме поступлений.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="59">Такие требования установлены разделом II Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="60">Заполнение раздела III</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="61">Сумму расходов, связанных с деятельностью постоянного представительства, расшифруйте в разделе III декларации.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="62">Виды расходов и соответствующие им коды выберите из перечня, который приведен в приложении № 2 к Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="63">В первой части раздела III отразите расходы постоянного представительства в иностранном государстве.</span></p>
<p><span data-role="phrase" data-phrase-id="64">Во второй части раздела III отразите расходы, связанные с деятельностью постоянного представительства, понесенные в России.</span></p>
<p><span data-role="phrase" data-phrase-id="65">В обеих частях раздела III расходы, которые при налогообложении прибыли учитываются с ограничениями (либо не учитываются вообще), укажите отдельно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="66">Такие требования установлены разделом III Инструкции, утвержденной приказом МНС от 23.12.2003 № БГ-3-23/709.</span></p></blockquote><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-nalogovuyu-deklaratsiyu-o-dohodah-poluchennyh-rossijskoj-organizatsiej-ot-istochnikov-za-predelami-rossii/">Как составить и сдать налоговую декларацию о доходах, полученных российской организацией от источников за пределами России</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как заполнить специальные листы в декларации по налогу на прибыль</title>
		<link>https://enterfin.ru/kak-zapolnit-spetsialnye-listy-v-deklaratsii-po-nalogu-na-pribyl/</link>
					<comments>https://enterfin.ru/kak-zapolnit-spetsialnye-listy-v-deklaratsii-po-nalogu-na-pribyl/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 18:51:49 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[сделки]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21708</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Специальные разделы это:  приложения 6, 6а, 6б к листу 02 для консолидированных групп;  листы 03 и 04 для дивидендов и процентов по госбумагам;  лист 05 для операций с ценными бумагами и инструментами срочных сделок;  лист 06 для негосударственных пенсионных фондов;  лист 07 для некоммерческих [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-zapolnit-spetsialnye-listy-v-deklaratsii-po-nalogu-na-pribyl/">Как заполнить специальные листы в декларации по налогу на прибыль</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Специальные разделы это:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="3"> приложения 6, 6а, 6б к листу 02 для консолидированных групп;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> листы 03 и 04 для дивидендов и процентов по госбумагам;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> лист 05 для операций с ценными бумагами и инструментами срочных сделок;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> лист 06 для негосударственных пенсионных фондов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> лист 07 для некоммерческих организаций или компаний с целевыми поступлениями;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> лист 08 для контролируемых сделок;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> лист 09 и приложение 1 к нему для контролируемых иностранных компаний;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3"> приложение 1 к декларации для доходов, которые не учитывают в налоговой базе;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="3">приложение 2 к декларации для выплат гражданам дохода по операциям с ценными бумагами.</span></li>
</ul>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Приложения 6, 6а, 6б к листу 02: консолидированная группа</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Приложения 6, 6а и 6б к листу 02 должны заполнять только участники консолидированных групп налогоплательщиков. Подробнее см. Как платить налог на прибыль по консолидированной группе налогоплательщиков.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Ответственный участник консолидированной группы налогоплательщиков в составе декларации обязательно сдает:</span></h3>
<ul class="c-list">
<li>титульный лист, подраздел 1.1 раздела 1, лист 02, приложения 1, 2, 6, 6а и 6б к листу 02 – при представлении отчетности за квартал, полугодие, девять месяцев и год;</li>
<li>титульный лист, подраздел 1.1 раздела 1, лист 02, приложения 6, 6а и 6б к листу 02 – при представлении отчетности за месяц, два месяца, четыре месяца и т. д., если группа участников платит налог ежемесячно исходя из фактически полученной прибыли.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="10">Другие листы и приложения сдаются, если есть показатели для них.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="11">Об этом сказано в пункте 1.13 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="101">Лист 03: выплата дивидендов и процентов по госбумагам</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="103">Лист 03 заполните, только если организация является налоговым агентом, который выплачивает дивиденды и проценты по государственным и муниципальным ценным бумагам. Подробнее см. Как составить и сдать декларацию по налогу на прибыль налоговому агенту и Как отчитаться по дивидендам.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="104">Лист 04: получение дивидендов и процентов по госбумагам, выбытие акций и долей</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Лист 04 оформите, если организация получила за отчетный период следующие доходы, с которых налоговый агент не удержал налог на прибыль:</span></h3>
<ul class="c-list">
<li>дивиденды от долевого участия в российских и иностранных организациях;</li>
<li>проценты по государственным или муниципальным ценным бумагам;</li>
<li>доход от реализации или иного выбытия акций (долей участия).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="108">По каждому виду ценной бумаги заполните отдельный лист 04.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="109">Проценты, облагаемые налогом на прибыль по ставке 15 процентов, отражайте кодом «01» или «08» в поле «Вид  дохода». Такие правила действуют начиная с отчетности за налоговый период 2019 года (п. 15.1.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475.).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Код «01» применяйте для процентов по:</span></h3>
<ul class="c-list">
<li>государственным ценным бумагам государств – участников Союзного государства;</li>
<li>государственным ценным бумагам субъектов РФ;</li>
<li>муниципальным ценным бумагам, условиями выпуска и обращения которых предусмотрены доходы в виде процентов.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Код «08» применяйте для процентов по:</span></h3>
<ul class="c-list">
<li>облигациям с ипотечным покрытием, эмитированным после 1 января 2007 года;</li>
<li>по облигациям российских организаций, которые обращаются на организованном рынке ценных бумаг, номинированы в рублях и эмитированы в период с 1 января 2017 года по 31 декабря 2021 года включительно (исключение – облигации иностранных организаций – налоговых резидентов РФ);</li>
<li>доходам учредителей доверительного управления ипотечным покрытием, по ипотечным сертификатам участия с датой выдачи после 1 января 2007 года.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="123">Лист 05: операции с ценными бумагами и инструментами срочных сделок</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="125">Лист 05 заполните, если организация проводила операции с ценными бумагами или финансовыми инструментами срочных сделок, обращающимися или не обращающимися на организованном рынке.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="129">Лист 06: негосударственные пенсионные фонды</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="131">Лист 06 оформляют только негосударственные пенсионные фонды. Подробнее смотрите Как отразить в декларации по налогу на прибыль доходы и расходы НПФ.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="132">Лист 07: некоммерческие организации или компании с целевыми поступлениями</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="134">Лист 07 заполняют некоммерческие, благотворительные организации и организации, у которых есть целевые поступления.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="153">Лист 08: контролируемые сделки</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="155">Лист 08 заполняйте , если корректировали налоговую базу по контролируемым сделкам в соответствии с разделом V.1 НК. Например, если применяемая цена сделки отличается от рыночной.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="155">На каждую такую сделку заполняйте отдельный лист 08. Его включите только в годовую декларацию (п. 19.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="156">Подробнее см. рекомендации Критерии признания сделок контролируемыми и Проверьте, нужно ли вам подавать уведомление о контролируемых сделках.</span></p>
<p><span data-role="phrase" data-phrase-id="157">В листе 08 суммы корректировок отражают справочно. Здесь показывают основание корректировки, сумму и вид возникших доходов или расходов. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Результат корректировки переносят:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="157"> в приложение 1 к листу 02 – если корректируются доходы;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="157"> в приложение 2 к листу 02 – если корректируются расходы.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="158">Такие разъяснения есть в письме ФНС от 17.02.2017 № СД-4-3/3005.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="159">Код основания, по которому сделка отнесена к контролируемой, укажите в соответствии с приложением 6 к Порядку заполнения декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="160">В листе 08 укажите сведения о сделке, по которой произвели корректировку. В поле «Дата договора» впишите дату договора, контракта или соглашения, которым оформили сделку. Поле «Наименование предмета сделки» заполните на основании первичных документов. Укажите здесь наименование товара, работы, услуги или иного объекта гражданских прав. </span></p>
<p><span data-role="phrase" data-phrase-id="161">Поле «Тип предмета сделки» заполните так: «1» – товар, «2» – работа или услуга, «3» – иной объект гражданских прав. По внешнеторговому товару заполните поле «Код предмета сделки по ТН ВЭД», по другому виду товара – поле «Код предмета сделки по ОКПД2». ​Если тип предмета – «2» или «3», заполните  поле «Код предмета сделки по ОКВЭД2».</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="161">Такие реквизиты появились в листе 08 начиная с отчетности за налоговый период 2019 года. Разъяснения – в пунктах 19.8–19.12 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="162">В строках 010–020 отразите разницу между фактическими доходами по сделке и доходами, полученными в результате корректировки цены. В строках 030–040 укажите разницу в расходах, если скорректировали расходы. Знак минус не ставьте. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Вместо него в графе 3 ставится признак:</span></h3>
<ul class="c-list">
<li>«0», если после корректировки показатель уменьшился;</li>
<li>«1», если показатель увеличился.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="164">В строке 050 укажите расчетную величину корректировки в абсолютном значении без учета знака. Признак «0» или «1» в этой строке не ставьте (письмо ФНС от 24.10.2017 № СД-4-3/21437).</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="170">Лист 09 и приложение 1 к нему: контролируемые иностранные компании</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="172">В листе 09 и приложении 1 к нему отражают доходы контролируемых иностранных компаний. О том, кто заполняет эти разделы и какие доходы в них показывать, читайте Как отразить в декларации по налогу на прибыль доходы контролируемой иностранной компании. Внимание: начиная с отчетности за налоговый период 2019 года в лист 09 внесены изменения.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="173">Приложение 1 к декларации: доходы, которые не учитывают в налоговой базе</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">В приложении 1 к декларации нужно указать:</span></h3>
<ul class="c-list">
<li>доходы, не учитываемые при определении налоговой базы. Например, доходы арендодателей в виде стоимости неотделимых улучшений, произведенных арендатором;</li>
<li>расходы, учитываемые для целей налогообложения некоторыми налогоплательщиками. Например, расходы на ДМС, обучение работников, недостачи, если виновные лица не установлены.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="177">При определении доходов и расходов, которые нужно отразить на этом листе, руководствуйтесь приложением 4 к Порядку, утвержденному приказом ФНС от 23.09.2019 № ММВ-7-3/475, и письмом ФНС от 02.03.2015 № ГД-4-3/3252.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="178">Приложение 2 к декларации: выплата гражданам дохода по операциям с ценными бумагами</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Приложение 2 заполняют налоговые агенты, выплачивающие гражданам доходы по операциям:</span></h3>
<ul class="c-list">
<li>с ценными бумагами (в том числе дивиденды по акциям);</li>
<li>с финансовыми инструментами срочных сделок;</li>
<li>РЕПО с ценными бумагами;</li>
<li>займа ценными бумагами.</li>
</ul>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="183">Пример заполнения декларации: компания ведет инвестиционную деятельность в Крыму и Севастополе</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="185">Организации Крыма и Севастополя могут получить статус участников свободной экономической зоны. Организации с таким статусом в листе 02 и в приложениях 1–5 к листу 02 декларации в поле «Признак налогоплательщика» указывают код «3» (п. 5.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-zapolnit-spetsialnye-listy-v-deklaratsii-po-nalogu-na-pribyl/">Как заполнить специальные листы в декларации по налогу на прибыль</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как отразить в декларации по налогу на прибыль доходы и расходы НПФ</title>
		<link>https://enterfin.ru/kak-otrazit-v-deklaratsii-po-nalogu-na-pribyl-dohody-i-rashody-npf/</link>
					<comments>https://enterfin.ru/kak-otrazit-v-deklaratsii-po-nalogu-na-pribyl-dohody-i-rashody-npf/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 16:35:47 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<category><![CDATA[ценные бумаги]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21706</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; &#160; В листе 06 декларации по налогу на прибыль, которая утверждена приказом ФНС от 23.09.2019 № ММВ-7-3/475, отражайте только доходы и расходы от размещения пенсионных резервов за отчетный или налоговый период. &#160; Другие доходы и расходы, например, от инвестирования пенсионных накоплений, здесь не указываются. Доходы и [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otrazit-v-deklaratsii-po-nalogu-na-pribyl-dohody-i-rashody-npf/">Как отразить в декларации по налогу на прибыль доходы и расходы НПФ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><em><strong>в декларациях за периоды с 1 января 2019 года учитывайте изменения, которые внес Закон от 03.07.2019 № 162-ФЗ в НК. Закон вступил в силу 03.07.2019, но действует с 01.01.2019</strong></em></p>
<p class="incut-v4__tag">Поправки конкретизируют перечень доходов от уставной деятельности.Закон также дополнил перечень расходов, которые нельзя признать в налоговом учете.</p>
<p class="incut-v4__tag">Например, к ним добавили суммы, которые фонд направил за счет собственных средств на восполнение пенсионных резервов или накоплений, если они уменьшились из-за сделок на условиях, отличных от наилучших доступных.</p>
<p class="incut-v4__tag">Изменили перечень расходов, связанных с уставной деятельностью.</p>
<p class="incut-v4__tag">К ним относят:</p>
<ul>
<li class="incut-v4__tag">вознаграждение управляющей компании и специализированного депозитария;ежегодные отчисления в резерв фонда по обязательному пенсионному страхования;</li>
<li class="incut-v4__tag">средства на оплату взносов в фонд гарантирования пенсионных накоплений.</div></div></li>
</ul>
<div class="incut-v4__icon"></div>
</div>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">В листе 06 декларации по налогу на прибыль, которая утверждена приказом ФНС от 23.09.2019 № ММВ-7-3/475, отражайте только доходы и расходы от размещения пенсионных резервов за отчетный или налоговый период.</span></p>
<p>&nbsp;</p></blockquote>
<p><span data-role="phrase" data-phrase-id="7"> Другие доходы и расходы, например, от инвестирования пенсионных накоплений, здесь не указываются. Доходы и расходы определяйте вместе по каждому виду инвестиций. Разделять доходы и расходы по прибыльным и убыточным договорам доверительного управления не нужно (письмо ФНС от 14.06.2013 № ЕД-4-3/10719).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Доходы от инвестиций</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">По строкам 020–110 отражают доходы:</span></h3>
<ul class="c-list">
<li>от операций с ценными бумагами, обращающимися и не обращающимися на организованном рынке;</li>
<li>по государственным и муниципальным ценным бумагам;</li>
<li>от долевого участия в других организациях;</li>
<li>в виде процентов, при выплате которых налог удерживается налоговым агентом;</li>
<li>от других инвестиций.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12">В строке 010 укажите сумму доходов по строкам 020–110.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="13">Доходы от размещения пенсионных резервов</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="15">В строке 120 укажите сумму размещенных пенсионных резервов, кроме дохода, размещенного по солидарным пенсионным счетам.</span></p>
<p><span data-role="phrase" data-phrase-id="16">В строке 130 отражается доход фонда исходя из суммы размещенного резерва (строка 120В строка 120) и ставки рефинансирования. Этот доход распределяется пропорционально доле прибыли по определенному виду дохода в совокупном финансовом результате от размещения пенсионных резервов в целом и отражается по строкам 140–180 по видам доходов.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="16">Отдельно по каждому договору доход указывать не нужно (письмо ФНС от 14.06.2013 № ЕД-4-3/10719).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="17">Значения в скобках должны быть положительными. Если они получились отрицательными, поставьте ноль.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="18">Сначала рассчитайте совокупный финансовый результат без учета прочих расходов:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="19">Совокупный финансовый результат без учета прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="20">=</span></td>
<td><span data-role="phrase" data-phrase-id="21">(Строка 020 + Строка 030 – Строка 200) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="22">+</span></td>
<td><span data-role="phrase" data-phrase-id="23">(Строка 040 + Строка 050 – Строка 210) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="24">+</span></td>
<td><span data-role="phrase" data-phrase-id="25">(Строка 110 – Строка 220) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="26">+</span></td>
<td><span data-role="phrase" data-phrase-id="27">Сумма строк 060–100</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td rowspan="2"><span data-role="phrase" data-phrase-id="28">Строка 140</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="29">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="30">Строка 130</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="31">×</span></td>
<td></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="33">Строка 020 + Строка 030 – Строка 200 (кроме прочих расходов)</span></td>
</tr>
<tr data-role="phrase-row">
<td></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="35">Совокупный финансовый результат без учета прочих расходов</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="36">Строка 150</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="37">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="38">Строка 130</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="39">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="40">Строка 040 + Строка 050 – Строка 210 (кроме прочих расходов)</span></td>
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<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="41">Совокупный финансовый результат без учета прочих расходов</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="42">Строка 160</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="43">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="44">Строка 130</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="45">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="46">Строка 060</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="47">Совокупный финансовый результат без учета прочих расходов</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="48">Строка 170</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="49">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="50">Строка 130</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="51">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="52">Строка 070</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="53">Совокупный финансовый результат без учета прочих расходов</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="54">Строка 180</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="55">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="56">Строка 130</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="57">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="58">Строка 010 – Строка 220 (кроме прочих расходов)</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="59">Совокупный финансовый результат без учета прочих расходов</span></td>
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<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="60">Расходы</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">По строке 190 укажите расходы фонда по размещению пенсионных резервов, которые указаны в пункте 2 статьи 296 НК. В частности, это:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="62">вознаграждение управляющей компании, депозитария, профучастников рынка ценных бумаг;</span></li>
<li><span data-role="phrase" data-phrase-id="62"> обязательные расходы на хранение, поддержание в рабочем состоянии и оценку имущества, в которое размещены пенсионные резервы;</span></li>
<li><span data-role="phrase" data-phrase-id="62"> обязательные отчисления в состав собственных средств фонда;</span></li>
<li><span data-role="phrase" data-phrase-id="62"> отчисления на формирование страхового резерва по правилам, установленным ЦБ, но не более 50 процентов от резервов покрытия пенсионных обязательств.</span></li>
</ul>
<p>&nbsp;</p>
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<td><span data-role="phrase" data-phrase-id="63">Строка 190</span></td>
<td><span data-role="phrase" data-phrase-id="64">=</span></td>
<td><span data-role="phrase" data-phrase-id="65">Строка 200</span></td>
<td><span data-role="phrase" data-phrase-id="66">+</span></td>
<td><span data-role="phrase" data-phrase-id="67">Строка 210</span></td>
<td><span data-role="phrase" data-phrase-id="68">+</span></td>
<td><span data-role="phrase" data-phrase-id="69">Строка 220</span></td>
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<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="70">Также по строкам 200–220 укажите прочие расходы, приходящиеся на вложения в ценные бумаги и на другие инвестиции (вложения). Для этого сначала рассчитайте финансовый результат от продажи и иного выбытия ценных бумаг:</span></h3>
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<td><span data-role="phrase" data-phrase-id="71">Финансовый результат от продажи и иного выбытия ценных бумаг</span></td>
<td><span data-role="phrase" data-phrase-id="72">=</span></td>
<td><span data-role="phrase" data-phrase-id="73">(Строка 020 + Строка 030 – Строка 200) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="74">+</span></td>
<td><span data-role="phrase" data-phrase-id="75">(Строка 040 + Строка 050 – Строка 210) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="76">+</span></td>
<td><span data-role="phrase" data-phrase-id="77">(Строка 110 – Строка 220) кроме прочих расходов</span></td>
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<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="78">Далее используйте формулы:</span></h3>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="79">Строка 200</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="80">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="81">Строка 190 (кроме расходов по реализации (выбытию) ценных бумаг)</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="82">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="83">Строка 020 + Строка 030 – Строка 200 (кроме прочих расходов)</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="84">Финансовый результат от продажи и иного выбытия ценных бумаг</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="85">Строка 210</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="86">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="87">Строка 190 (кроме расходов по реализации (выбытию) ценных бумаг)</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="88">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="89">Строка 040 + Строка 050 – Строка 210 (кроме прочих расходов)</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="90">Финансовый результат от продажи и иного выбытия ценных бумаг</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="91">Строка 220</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="92">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="93">Строка 190 (кроме расходов по реализации (выбытию) ценных бумаг)</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="94">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="95">Строка 110 – Строка 220 (кроме прочих расходов)</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="96">Финансовый результат от продажи и иного выбытия ценных бумаг</span></td>
</tr>
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</div>
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</div>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="97">Отчисления от доходов</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="99">В строке 230 отразите процент отчислений на уставную деятельность от дохода, полученного от размещения пенсионных резервов. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В строке 240 укажите величину таких отчислений по данным бухучета за отчетный или налоговый период, в том числе направленных на формирование:</span></h3>
<ul class="c-list">
<li>имущества, которое предназначено для уставной деятельности (строка 241);</li>
<li>страхового резерва (строка 242).</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Расходы, связанные с обеспечением уставной деятельности, – это расходы из статей 254–269 НК, а также расходы из пункта 3 статьи 296 НК. В частности, к ним относят:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="101"> вознаграждения за услуги по заключению договоров НПО и обязательного пенсионного страхования;</span></li>
<li><span data-role="phrase" data-phrase-id="101"> оплата услуг актуариев;</span></li>
<li><span data-role="phrase" data-phrase-id="101"> стоимость пенсионных свидетельств, бланков строгой отчетности, квитанций и т. д.;</span></li>
<li><span data-role="phrase" data-phrase-id="101"> вознаграждение за услуги по ведению пенсионных счетов;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="101">вознаграждение управляющей компании, которая осуществляет доверительное управление средствами пенсионных накоплений, за счет собственных средств фонда;</span></li>
<li><span data-role="phrase" data-phrase-id="101"> вознаграждение спецдепозитарию и возмещение его расходов за счет собственных средств фонда;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="101"> ежегодные отчисления в резерв фонда по обязательному пенсионному страхованию за счет собственных средств фонда по статье 20.1 Закона от 07.05.1998 № 75-ФЗ, кроме расходов из пункта 48.24 статьи 270 НК;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="101"> взносы в фонд гарантирования пенсионных накоплений по статье 15 Закона от 28.12.2013 № 422-ФЗ;<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="101">срочные пенсионные выплаты, единовременные выплаты или выплаты средств пенсионных накоплений правопреемникам умершего застрахованного лица за счет собственных средств фонда.</span></li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="102"><strong>Важно:</strong> <em>значение по строке 241 не может превышать сумму доходов, отраженную в строке 010 листа 02 декларации</em>.</span></p>
<p><span data-role="phrase" data-phrase-id="103">Раздельно укажите отчисления по разным видам доходов по строкам 250–320. Полученные показатели в скобках должны быть положительными. Если они отрицательные, в скобках поставьте ноль.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="103">Проверьте полученные значения в соответствии с контрольными соотношениями, установленными письмом ФНС от 14.07.2015 № ЕД-4-3/12317.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><strong><em>не учитывайте расходы, которые перечислены в статье 270 НК</em>.</strong></p>
<p class="incut-v4__tag">В частности, налогооблагаемую прибыль не уменьшают:</p>
<ul>
<li class="incut-v4__tag"> расходы управляющей компании на инвестирование средств пенсионных накоплений за счет средств пенсионных накоплений, которые указаны в договоре доверительного управления (п. 48.2 ст. 270 НК);</li>
<li class="incut-v4__tag"> расходы на восполнение пенсионных резервов или пенсионных накоплений на величину уменьшения их средств или на недополученный доход – за счет собственных средств фонда по пункту 15 статьи 25 Закона от 07.05.1998 № 75-ФЗ (п. 48.24 ст. 270 НК).</div></div></li>
</ul>
<div class="incut-v4__icon"></div>
</div>
<h3><span data-role="phrase" data-phrase-id="106">Сначала рассчитайте совокупный финансовый результат с учетом прочих расходов:</span></h3>
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<td><span data-role="phrase" data-phrase-id="107">Совокупный финансовый результат</span></td>
<td><span data-role="phrase" data-phrase-id="108">=</span></td>
<td><span data-role="phrase" data-phrase-id="109">(Строка 020 + Строка 030 – Строка 200) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="110">+</span></td>
<td><span data-role="phrase" data-phrase-id="111">(Строка 040 + Строка 050 – Строка 210) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="112">+</span></td>
<td><span data-role="phrase" data-phrase-id="113">(Строка 110 – Строка 220) кроме прочих расходов</span></td>
<td><span data-role="phrase" data-phrase-id="114">+</span></td>
<td><span data-role="phrase" data-phrase-id="115">Сумма строк 060–100</span></td>
</tr>
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</table>
</div>
</div>
</div>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="116">Строка 250</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="117">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="118">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="119">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="120">Строка 020 + Строка 030 – Строка 200</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="121">Совокупный финансовый результат</span></td>
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</div>
</div>
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<td><span data-role="phrase" data-phrase-id="122">Строка 250</span></td>
<td><span data-role="phrase" data-phrase-id="123">=</span></td>
<td><span data-role="phrase" data-phrase-id="124">0,</span></td>
<td><span data-role="phrase" data-phrase-id="125">если</span></td>
<td><span data-role="phrase" data-phrase-id="126">Строка 020 + Строка 030 – Строка 140 – Строка 200 + Строка 201</span></td>
<td><span data-role="phrase" data-phrase-id="127">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="128">0</span></td>
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</div>
</div>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="129">Строка 260</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="130">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="131">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="132">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="133">Строка 040 + Строка 050 – Строка 210</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="134">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="135">Строка 260</span></td>
<td><span data-role="phrase" data-phrase-id="136">=</span></td>
<td><span data-role="phrase" data-phrase-id="137">0,</span></td>
<td><span data-role="phrase" data-phrase-id="138">если</span></td>
<td><span data-role="phrase" data-phrase-id="139">Строка 040 + Строка 050 – Cтрока 150 – Cтрока 210 + Cтрока 211</span></td>
<td><span data-role="phrase" data-phrase-id="140">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="141">0</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="142">Строка 270</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="143">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="144">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="145">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="146">Строка 060</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="147">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="148">Строка 270</span></td>
<td><span data-role="phrase" data-phrase-id="149">=</span></td>
<td><span data-role="phrase" data-phrase-id="150">0,</span></td>
<td><span data-role="phrase" data-phrase-id="151">если</span></td>
<td><span data-role="phrase" data-phrase-id="152">Строка 060 – Строка 160</span></td>
<td><span data-role="phrase" data-phrase-id="153">&lt;</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="155">Строка 280</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="156">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="157">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="158">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="159">Строка 070</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="160">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="161">Строка 280</span></td>
<td><span data-role="phrase" data-phrase-id="162">=</span></td>
<td><span data-role="phrase" data-phrase-id="163">0,</span></td>
<td><span data-role="phrase" data-phrase-id="164">если</span></td>
<td><span data-role="phrase" data-phrase-id="165">Строка 070 – Строка 170</span></td>
<td><span data-role="phrase" data-phrase-id="166">&lt;</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="168">Строка 290</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="169">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="170">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="171">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="172">Строка 080</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="173">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="174">Строка 290</span></td>
<td><span data-role="phrase" data-phrase-id="175">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="176">Строка 080,</span></td>
<td><span data-role="phrase" data-phrase-id="177">если</span></td>
<td><span data-role="phrase" data-phrase-id="178">Строка 080</span></td>
<td><span data-role="phrase" data-phrase-id="179">&gt;</span></td>
<td><span data-role="phrase" data-phrase-id="180">0</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="181">Строка 300</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="182">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="183">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="184">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="185">Строка 090</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="186">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="187">Строка 300</span></td>
<td><span data-role="phrase" data-phrase-id="188">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="189">Строка 090,</span></td>
<td><span data-role="phrase" data-phrase-id="190">если</span></td>
<td><span data-role="phrase" data-phrase-id="191">Строка 090</span></td>
<td><span data-role="phrase" data-phrase-id="192">&gt;</span></td>
<td><span data-role="phrase" data-phrase-id="193">0</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="194">Строка 310</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="195">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="196">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="197">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="198">Строка 100</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="199">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="200">Строка 310</span></td>
<td><span data-role="phrase" data-phrase-id="201">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="202">Строка 100,</span></td>
<td><span data-role="phrase" data-phrase-id="203">если</span></td>
<td><span data-role="phrase" data-phrase-id="204">Строка 100</span></td>
<td><span data-role="phrase" data-phrase-id="205">&gt;</span></td>
<td><span data-role="phrase" data-phrase-id="206">0</span></td>
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<td rowspan="2"><span data-role="phrase" data-phrase-id="207">Строка 320</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="208">=</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="209">Строка 240</span></td>
<td rowspan="2"><span data-role="phrase" data-phrase-id="210">×</span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="211">Строка 110 – Строка 220</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="212">Совокупный финансовый результат</span></td>
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<td><span data-role="phrase" data-phrase-id="213">Строка 320</span></td>
<td><span data-role="phrase" data-phrase-id="214">=</span></td>
<td><span data-role="phrase" data-phrase-id="215">0,</span></td>
<td><span data-role="phrase" data-phrase-id="216">если</span></td>
<td><span data-role="phrase" data-phrase-id="217">Строка 110 – Строка 180 – Строка 220</span></td>
<td><span data-role="phrase" data-phrase-id="218">&lt;</span></td>
<td><span data-role="phrase" data-phrase-id="219">0</span></td>
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<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="220">Финансовый результат от размещения пенсионных резервов</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="222">По строкам 330–400 укажите прибыль или убыток от размещения пенсионных резервов во вложения в ценные бумаги.</span></p>
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<td><span data-role="phrase" data-phrase-id="223">Строка 330</span></td>
<td><span data-role="phrase" data-phrase-id="224">=</span></td>
<td><span data-role="phrase" data-phrase-id="225">Строка 020 + Строка 030 – Строка 140 – Строка 200 – Строка 250</span></td>
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<td><span data-role="phrase" data-phrase-id="226">Строка 350</span></td>
<td><span data-role="phrase" data-phrase-id="227">=</span></td>
<td><span data-role="phrase" data-phrase-id="228">Строка 040 + Строка 050 – Строка 150 – Строка 210 – Строка 260</span></td>
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<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По строкам 340 и 360 отразите суммы, которые уменьшают прибыль от операций с ценными бумагами. В частности, положительное сальдо:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="230"> от переоценки ценных бумаг по рыночной стоимости;</span></li>
<li>урсовых разниц по ОВГВЗ III серии, которые приходятся на реализованные государственные ценные бумаги (для первичных владельцев).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="232">По строке 370 укажите доход в виде процентов по государственным и муниципальным ценным бумагам. Строка 370 не может превышать значение по строке 010 листа 04 декларации с кодом 1 или 2. Также значение по строке 370 данного отчетного периода должно быть равно или превышать значение по строке 370 предыдущего отчетного периода.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="232">Это следует из письма ФНС от 14.07.2015 № ЕД-4-3/12317.</span></p></blockquote>
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<td><span data-role="phrase" data-phrase-id="233">Строка 370</span></td>
<td><span data-role="phrase" data-phrase-id="234">=</span></td>
<td><span data-role="phrase" data-phrase-id="235">Строка 060 – Строка 160 – Строка 270</span></td>
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<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="236">По строке 380 отражайте доход:</span></h3>
<ul class="c-list">
<li>в виде процентов по муниципальным ценным бумагам, эмитированным на срок не менее трех лет до 1 января 2007 года;</li>
<li>​​​​в виде процентов по облигациям с ипотечным покрытием, эмитированным до 1 января 2007 года;</li>
<li>учредителей доверительного управления ипотечным покрытием, полученным на основании приобретения ипотечных сертификатов участия, выданных управляющим ипотечным покрытием до 1 января 2007 года.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="238">Строка 380 не может превышать значение по строке 010 листа 04 декларации с кодом 1 или 2. Также значение по строке 380 данного отчетного периода должно быть равно или превышать значение по строке 380 предыдущего отчетного периода.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="238"> Это следует из письма ФНС от 14.07.2015 № ЕД-4-3/12317.</span></p></blockquote>
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<td><span data-role="phrase" data-phrase-id="239">Строка 380</span></td>
<td><span data-role="phrase" data-phrase-id="240">=</span></td>
<td><span data-role="phrase" data-phrase-id="241">Строка 070 – Строка 170 – Строка 280</span></td>
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<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="242">По строкам 390 и 400 отражайте прибыль от осуществления других инвестиций и суммы, исключаемые из этой прибыли.</span></p>
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<td><span data-role="phrase" data-phrase-id="243">Строка 390</span></td>
<td><span data-role="phrase" data-phrase-id="244">=</span></td>
<td><span data-role="phrase" data-phrase-id="245">Строка 110 – Строка 180 – Строка 220 – Строка 320</span></td>
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<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="246">В строках 330, 350, 390 не указывайте убытки, не учитываемые в целях налогообложения (письмо ФНС от 30.09.2011 № ЕД-4-3/16053).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="247">По строкам 450, 490 отражается налоговая база текущего отчетного или налогового периода, которая может быть уменьшена на сумму полученных за предыдущий налоговый период убытков.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если по результатам отчетного или налогового периода получена прибыль, то по данным строкам отразите положительное значение разницы:</span></h3>
<ul class="c-list">
<li>строк 330 и 340 – для операций с ценными бумагами, обращающимися на организованном рынке ценных бумаг;</li>
<li>строк 350 и 360 – для операций с ценными бумагами, не обращающимися на организованном рынке ценных бумаг;</li>
<li>строк 390 и 400 – по прочим инвестициям.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="250">Если получен убыток, а не прибыль, налоговая база будет равна нулю, а убыток переносится в порядке, установленном пунктом 10 статьи 280 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="251">По строке 458 отражайте убыток по необращающимся ценным бумагам, возникший до 31 декабря 2014 года и ранее не учтенный при формировании налоговой базы. Убыток будет списываться в размере не более 20 процентов от ранее не учтенной суммы и отражаться по строке 471.</span></p>
<p><span data-role="phrase" data-phrase-id="252">По строке 459 отражается сумма неперенесенного убытка на начало текущего налогового периода.</span></p>
<p><span data-role="phrase" data-phrase-id="253">В строке 470 отражаются убытки, признаваемые в данном отчетном (налоговом) периоде. Убытки прошлых лет, отраженные по строке 470, будут признаваться постепенно в течение 10 лет.</span></p>
<p><span data-role="phrase" data-phrase-id="254">По строке 480 указывается неучтенный убыток, подлежащий переносу на следующие периоды.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="255">В строке 530 укажите налоговую базу, которая рассчитывается как:</span></h3>
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<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="256">Строка 530</span></td>
<td><span data-role="phrase" data-phrase-id="257">=</span></td>
<td><span data-role="phrase" data-phrase-id="258">Строка 330 (если строка 330 &lt; 0)</span></td>
<td><span data-role="phrase" data-phrase-id="259">–</span></td>
<td><span data-role="phrase" data-phrase-id="260">Строка 410</span></td>
<td><span data-role="phrase" data-phrase-id="261">+</span></td>
<td><span data-role="phrase" data-phrase-id="262">Строка 450</span></td>
<td><span data-role="phrase" data-phrase-id="263">–</span></td>
<td><span data-role="phrase" data-phrase-id="264">Строка 470</span></td>
<td><span data-role="phrase" data-phrase-id="265">+</span></td>
<td><span data-role="phrase" data-phrase-id="266">Строка 490</span></td>
<td><span data-role="phrase" data-phrase-id="267">–</span></td>
<td><span data-role="phrase" data-phrase-id="268">Строка 510</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="269">Формула применяется, если строки 450, 490 больше 0. Если эти строки равны нулю, в строке 530 тоже укажите ноль.</span></p>
<p><span data-role="phrase" data-phrase-id="270">Сумма в строке 530 может оказаться отрицательной. Это возможно, если убыток от размещения пенсионных резервов в ценные бумаги, обращающиеся на организованном рынке ценных бумаг, превысит доход, полученный от размещения пенсионных резервов в ценные бумаги, не обращающиеся на организованном рынке ценных бумаг, и от прочих инвестиций. </span></p>
<p><span data-role="phrase" data-phrase-id="270">В этом случае нужно перенести отрицательную налогооблагаемую базу по налогу на прибыль от размещения пенсионных резервов в строку 100 листа 02.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="271">Такие правила предусмотрены в разделе XVII Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-otrazit-v-deklaratsii-po-nalogu-na-pribyl-dohody-i-rashody-npf/">Как отразить в декларации по налогу на прибыль доходы и расходы НПФ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать налоговый расчет о доходах, выплаченных иностранным организациям, и удержанных налогах</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-nalogovyj-raschet-o-dohodah-vyplachennyh-inostrannym-organizatsiyam-i-uderzhannyh-nalogah/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 16:22:55 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[банки]]></category>
		<category><![CDATA[иск]]></category>
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		<category><![CDATA[УСН]]></category>
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					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Когда и по какой форме сдать &#160; Начиная с отчетности за I квартал 2020 года подавайте расчет по новой форме, утвержденной  приказом ФНС от 02.03.2016 № ММВ-7-3/115 в редакции приказа ФНС от 19.12.2019 № ММВ-7-3/639.  &#160; Порядок заполнения – в этом же приказе. Изменения формы и порядка  связаны [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-nalogovyj-raschet-o-dohodah-vyplachennyh-inostrannym-organizatsiyam-i-uderzhannyh-nalogah/">Как составить и сдать налоговый расчет о доходах, выплаченных иностранным организациям, и удержанных налогах</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag"><strong>С 2020 года предприниматели выполняют обязанности налоговых агентов по налогу на <em>прибыль и должны подавать в инспекции налоговые расчеты.</em></strong></p>
<p class="incut-v4__tag"> При выплате дохода иностранным организациям ИП должны проверять, не надо ли удержать налог на прибыль и не надо ли включить сумму дохода в налоговый расчет (п. 1 ст. 310 НК, п. 41 ст. 2 Закона от 29.09.2019 № 325-ФЗ).</div></div>
<div class="incut-v4__icon"></div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Когда и по какой форме сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="6">Начиная с отчетности за I квартал 2020 года подавайте расчет по новой форме, утвержденной  приказом ФНС от 02.03.2016 № ММВ-7-3/115 в редакции приказа ФНС от 19.12.2019 № ММВ-7-3/639. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">Порядок заполнения – в этом же приказе. Изменения формы и порядка  связаны с тем, что с 2020 года налоговым агентом по доходам иностранных организаций может выступать не только юрлицо, но и предприниматель (п. 1 ст. 310 НК). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">Последний срок представления расчета – 28-е число месяца, следующего за отчетным периодом (п. 3 ст. 289 НК). Например, отчет за I квартал сдавайте не позднее 28 апреля.</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="10">Расчет заполняют нарастающим итогом с начала года (п. 3 ст. 289 НК). Если ИП или компания на общем режиме перечислили доход в пользу иностранной организации в марте и больше ничего не выплачивали, отчитайтесь за I квартал, полугодие, 9 месяцев и год. Если платите авансы по налогу на прибыль из фактической прибыли, то подайте расчет за 10 отчетных периодов: январь–март, январь–апрель и т. д. до расчета за год.</span></p>
<p><span data-role="phrase" data-phrase-id="11">Если доход иностранной компании выплачивал спецрежимник, то формально для него не установлен отчетный период. Однако налоговые инспекции считают, что для всех налоговых агентов правила едины. К примеру, если компания на УСН выплатила доход в марте, отчитайтесь за I квартал, полугодие, 9 месяцев и год.</span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="19">Куда сдать расчет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="21">Расчет о доходах, выплаченных иностранным организациям, сдавайте в инспекцию по местонахождению организации или ИП (абз. 2 п. 1 ст. 289 НК). Исключение составляют организации, которые относятся к категории крупнейших налогоплательщиков.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="21">Они представляют расчет в налоговую инспекцию по месту учета в качестве крупнейшего налогоплательщика (абз. 3 п. 1 ст. 289 НК, письмо ФНС от 09.11.2010 № ШС-37-3/15036).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="22">Каким способом сдать</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="24">Способ сдачи отчетности  в инспекцию зависит от численности персонала и статуса налогового агента (п. 3 ст. 80 НК). </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Расчет о доходах, выплаченных иностранным организациям, можно сдать в инспекцию:</span></h3>
<ul class="c-list">
<li>на бумаге (например, через уполномоченного представителя или по почте), если среднесписочная численность сотрудников за предыдущий год (во вновь созданных или реорганизованных организациях за месяц создания или реорганизации) не превышает 100 человек и организация не отнесена к категории крупнейших налогоплательщиков;</li>
<li>в электронном виде по телекоммуникационным каналам связи, если среднесписочная численность превышает 100 человек или организация отнесена к категории крупнейших налогоплательщиков.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="26">Крупнейшие налогоплательщики сдают налоговую отчетность в электронном виде по телекоммуникационным каналам связи в межрегиональные инспекции по крупнейшим налогоплательщикам.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-attention" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>ВНИМАНИЕ</strong></p>
<p class="incut-v4__tag">За несоблюдение установленного способа представления налоговой отчетности в электронном виде предусмотрена налоговая ответственность. Размер штрафа составляет 200 руб. за каждое нарушение (ст. 119.1 НК).</div></div>
<div class="incut-v4__icon"></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="29">Какие доходы отразить</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="31">В налоговом расчете укажите выплаченные иностранным организациям доходы от источников в России, которые перечислены в статье 309 НК. От того, должен ли налоговый агент удержать из этих доходов налог на прибыль, обязанность заполнить расчет не зависит.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Поэтому включайте в расчет доходы, которые:</span></h3>
<ul class="c-list">
<li>облагаете налогом на прибыль (п. 1 ст. 309 НК);</li>
<li>не облагаете налогом по российскому законодательству (в т. ч. по п. 2 ст. 309 НК) или по международному соглашению об избежании двойного налогообложения.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="33">Например, с выплат иностранной организации за некоторые продажи или услуги на территории России, при которых она не обязана регистрировать постоянное представительство, налог на прибыль не удерживайте (п. 2 ст. 309 НК). Но в расчете их показывайте, так как это доходы от источника в России.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="34">Это следует из абзацев 2–4 пункта 8.7 Порядка, утвержденного приказом от 02.03.2016 № ММВ-7-3/115. Аналогичные разъяснения есть в письмах Минфина от 10.10.2016 № 03-08-05/58776, от 30.09.2016 № 03-08-13/56982 и ФНС от 30.05.2018 № ЕД-4-3/10443. Они актуальны, несмотря на то что с периодов 2020 года форма расчета изменилась.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="35">Доходы, которые иностранная организация получила по внешнеторговым операциям при импорте в Россию товаров, – это не доходы от источников в РФ. Источник выплаты не отражает такие доходы в налоговом расчете (письма ФНС от 12.11.2019 № СД-4-3/22935, Минфина от 07.08.2019 № 03-08-05/59549 и от 07.09.2017 № 03-08-05/57611). </span></p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="73">Какие разделы входят в расчет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Расчет включает в себя:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>раздел 1;</li>
<li>раздел 2;</li>
<li>раздел 3 (подразделы 3.1, 3.2, 3.3).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="77">Начинайте заполнять расчет с титульного листа и подразделов 3.1, 3.2 и 3.3 раздела 3. После этого заполните раздел 2 и в последнюю очередь – раздел 1. Если данных для подраздела 3.3 раздела 3 нет, его в расчет не включайте.</span></p>
<p><span data-role="phrase" data-phrase-id="78">Пронумеруйте все страницы по порядку, указывая их номера в полях сверху. Например, первая страница (титульный лист) – «001», 12-я – «012».</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="79">Проверить, правильно ли заполнили отчет, можно по контрольным соотношениям, которые ФНС установила письмом от 14.06.2016 № СД-4-3/10522.</span></p>
<p>&nbsp;</p></blockquote>
<p><span data-role="phrase" data-phrase-id="79">Соотношениями можно пользоваться, несмотря на то что с отчетности за периоды 2020 года форма расчета изменилась.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="80">Как заполнить титульный лист</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="82">На титульном листе укажите общую информацию о налоговом агенте. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="83"><strong>ИНН и КПП</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="84">В верхней части листа для организации укажите ИНН и КПП, а для индивидуального предпринимателя – только ИНН. Эти данные возьмите из уведомления о постановке на учет или листа записи в ЕГРИП, выданного ИФНС при регистрации. Ячейки, отведенные для ИНН, заполняйте начиная с первой ячейки. Свободные ячейки на компьютере не заполняйте.</span></p>
<p><span data-role="phrase" data-phrase-id="85">Если расчет подает крупнейший налогоплательщик, укажите КПП, присвоенный межрегиональной или межрайонной инспекцией (п. 5 приложения к приказу Минфина от 11.07.2005 № 85н). Его возьмите из уведомления о постановке на учет в качестве крупнейшего налогоплательщика.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="86"><strong>Номер корректировки</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="87">Как заполнить это поле, зависит от того, какой расчет сдаете. Если это обычный (первый) расчет за период, в поле «Номер корректировки» поставьте «0&#8212;». Другое дело, если уже сдавали расчет за истекший период, но хотите исправить в нем какие-то сведения. </span></p>
<p><span data-role="phrase" data-phrase-id="87">В этом случае проставьте порядковый номер корректировки (например, «1&#8212;», если это первое уточнение, «2&#8212;» при втором уточнении и т. д.). Подавать уточненку без ранее представленного первичного расчета нельзя. Это напрямую прописано подпункте 2 пункта 3.2 Порядка, утвержденного приказом ФНС от 02.03.2016 № ММВ-7-3/115.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="88"><strong>Налоговый (отчетный) период</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="89">По строке «Отчетный (налоговый) период (код)» укажите код периода, за который подаете расчет. Расчет составляют за тот отчетный (налоговый) период, в котором налоговый агент фактически выплатил доходы иностранным организациям (п. 1 ст. 310 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="89">Налоговые агенты, которые отчитываются по налогу на прибыль поквартально и помесячно, заполняют поле «Отчетный (налоговый) период» по-разному.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Например:</span></h3>
<ul class="c-list">
<li>код 21 – за I квартал;</li>
<li>код 34 – за год при поквартальной подаче;</li>
<li>код 37 – за три месяца;</li>
<li>код 46 – за год при помесячной подаче.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="91">Все коды для этого поля приведены в приложении 1 к Порядку, утвержденному приказом ФНС от 02.03.2016 № ММВ-7-3/115.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="92">По строке «Отчетный год» отразите год, за который представляете расчет. Предположим, вы подаете в 2020 году налоговый расчет за 9 месяцев 2020 года. Тогда впишите сюда «2020».</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="93"><strong>Представляется в налоговый орган</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="94">Налоговый расчет сдайте в инспекцию по местонахождению организации или предпринимателя. Если организация отнесена к категории крупнейших, подайте расчет в инспекцию по месту учета в качестве крупнейшего налогоплательщика (п. 1 ст. 289 НК). В строку «Представляется в налоговый орган (код)» внесите код инспекции. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Он указан в одном из документов, выданных ИФНС:</span></h3>
<ul class="c-list">
<li>уведомление о постановке на учет;</li>
<li>лист записи в ЕГРИП;</li>
<li>уведомление о постановке на учет в качестве крупнейшего налогоплательщика.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В строке «по месту нахождения (учета) (код)» внесите код в зависимости от того, в качестве кого подаете расчет. Так, например, укажите код:</span></h3>
<ul class="c-list">
<li>120 – по месту жительства индивидуального предпринимателя;</li>
<li>214 – обычная организация​​​​​​;</li>
<li>213 – крупнейший налогоплательщик;</li>
<li>245 – постоянное представительство иностранной организации;</li>
<li>335 – обособленное подразделение иностранной организации в России.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="98">Коды для этой строки приведены в приложении 1 к Порядку, утвержденному приказом ФНС от 02.03.2016 № ММВ-7-3/115.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="99"><strong>Налоговый агент</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="100">По строке «налоговый агент» для организации укажите название юридического лица в точности так, как прописано в учредительных документах. Если оно зарегистрировано в латинской транскрипции, впишите ее. Вписывайте в клетки поля заглавные буквы названия, начиная с левого края.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="100">В клетках, которых остались пустыми, поставьте прочерки. Предприниматель построчно указывает в этой строке полностью фамилию, имя и при наличии отчество (подп. 6 п. 3.2 Порядка, утв. приказом ФНС от 02.03.2016 № ММВ-7-3/115).</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="101"><strong>Реорганизация или ликвидация</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="102">Строки «Форма реорганизации (ликвидации) (код)» и «ИНН/КПП реорганизованной организации» заполните, только если подаете расчет за реорганизованную организацию. В остальных случаях проставьте здесь прочерки. Если реорганизованная организация до даты снятия с учета не подала расчет за последний год, его подает правопреемник – в свою налоговую инспекцию.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В титульном листе расчета за реорганизованную организацию укажите:</span></h3>
<ul class="c-list">
<li>в поле «по месту нахождения (учета)» – код «215» (по месту нахождения правопреемника, не являющегося крупнейшим налогоплательщиком) или «216» (по месту учета правопреемника, являющегося крупнейшим налогоплательщиком); 0 – при ликвидации;</li>
<li>в верхней части титульного листа – ИНН и КПП организации-правопреемника;</li>
<li>в полях «налоговый агент», «ИНН/КПП реорганизованной организации» – название, ИНН и КПП реорганизованной организации.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В поле «Форма реорганизации (ликвидация) (код)» укажите код, например:</span></h3>
<ul class="c-list">
<li>0 – при ликвидации;</li>
<li>1 – при реорганизации в форме преобразования;</li>
<li>2 – при реорганизации в форме слияния.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="107">Такие правила предусмотрены пунктом 2.5 Порядка, утвержденного приказом ФНС от 02.03.2016 № ММВ–7–3/115. Коды форм реорганизации и ликвидации приведены в приложении 1 к этому Порядку.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="108"><strong>Телефон</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="109">По строке «Номер контактного телефона» укажите номер мобильного или стационарного телефона бухгалтера или налогового представителя, то есть того, кто готовил расчет.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="110"><strong>Достоверность и полнота сведений</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="111">В разделе «Достоверность и полноту сведений, указанных в настоящем налоговом расчете, подтверждаю» укажите для организации фамилию, имя и отчество руководителя, его подпись и дату подписания. Предприниматель Ф. И. О. не указывает, только личную подпись и дату. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="112">Что указать в разделе 3</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span data-role="phrase" data-phrase-id="114">В разделе 3 укажите информацию:</span></h3>
<ul class="c-list">
<li>об иностранных организациях, которым налоговый агент выплачивал доходы в последнем квартале или месяце;</li>
<li>выплаченных в этом периоде доходах и удержанных налогах;</li>
<li>лицах, имеющих фактическое право на эти доходы.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="116"><strong>Важно:</strong> если в последнем квартале (при поквартальной отчетности) или в последнем месяце (при ежемесячной отчетности) выплат не было, раздел 3 в состав расчета не включайте (письма ФНС от 20.06.2019 № СД-4-3/11937, от 13.04.2016 № СД-4-3/6435).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="117">Иностранные организации, которые получают доходы в России, делятся на четыре категории. Каждой категории присвоен свой код – признак получателя дохода. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Вот эти коды:</span></h3>
<ul class="c-list">
<li>1 – иностранный банк;</li>
<li>2 – иностранная организация, доходы которой облагаются по статье 310.1 НК;</li>
<li>3 – иностранный банк, доходы которого облагаются по статье 310.1 НК;</li>
<li>4 – иные иностранные организации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="119">По каждой иностранной организации заполните столько разделов 3, сколько признаков получателя ей соответствует. Предположим, иностранному банку выплатили как доходы, облагаемые по статье 310.1 НК, так и другие доходы. В этом случае заполните два раздела 3 со сведениями об этом банке, выплаченных ему доходах и удержанных налогах.</span></p>
<p><span data-role="phrase" data-phrase-id="120">Каждому разделу 3 присвойте уникальный номер – впишите его под названием раздела. Нумеруйте все разделы 3 по порядку. При этом все ячейки должны быть заполнены. Например, первый раздел 3 – «000000000001», двадцать четвертый – «000000000024» (п. 6.1 Порядка, утвержденного приказом ФНС от 02.03.2016 № ММВ-7-3/115).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="121">Какие данные включить в подраздел 3.1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="123">По каждому уникальному номеру раздела 3 заполните отдельный подраздел 3.1. В нем укажите сведения об иностранной организации, которой налоговый агент выплачивал доходы в последнем квартале (месяце).</span></p>
<h3><span data-role="phrase" data-phrase-id="124"><strong>Полное наименование, код страны регистрации (инкорпорации), адрес</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="125">Это полное наименование иностранной организации – получателя дохода. Если у него есть название и в латинской, и в русской транскрипции, укажите в подразделе 3.1 оба варианта. Если в документах фигурирует один вариант названия (либо латинский, либо русский), укажите только его. Если есть документ, подтверждающий постоянное местонахождение (резидентство) организации в иностранном государстве, перепишите название оттуда.</span></p>
<p><span data-role="phrase" data-phrase-id="126">Внизу подраздела 3.1 приведите реквизиты этого документа: дату, номер и код страны по классификатору ОКСМ.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="127"><strong>Адрес иностранной организации</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="128">Данные для этого реквизита возьмите из первичных документов, на основании которых выплачены доходы иностранной организации (например, из договора или контракта). Строку можно не заполнять, если доход выплачен банку, для которого ниже указан СВИФТ-код.</span></p>
<h3><span data-role="phrase" data-phrase-id="129"><strong>Код налогоплательщика в стране регистрации (инкорпорации)/СВИФТ-код</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="130">Приведите здесь код налогоплательщика или его аналог. Его присваивают иностранной организации в стране регистрации (инкорпорации). </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Впишите его, если доходы выплачены:</span></h3>
<ul class="c-list">
<li>иностранному банку, СВИФТ-код которого неизвестен;</li>
<li>другой иностранной организации.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="132">Если знаете СВИФТ-код иностранного банка, укажите его в этом поле.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="133">Как заполнить подраздел 3.2</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="135">По каждому уникальному номеру раздела 3 заполните отдельный подраздел 3.2. В нем укажите сведения о доходах, выплаченных иностранной организации в последнем квартале (месяце), и об удержанных с них налогах.</span></p>
<p><span data-role="phrase" data-phrase-id="136">Обратите внимание: некоторые данные в подразделе 3.2 могут быть отражены как в рублях, так и в иностранной валюте. Заполняя эти показатели, придерживайтесь следующего правила. Стоимостные показатели в рублях округляйте по правилам арифметики. То есть суммы менее 50 коп. отбрасывайте, а суммы 50 коп. и более округляйте до полного рубля. Стоимостные показатели в иностранной валюте не округляйте.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="137">Такие разъяснения есть в письме ФНС от 19.05.2016 № СД-4-3/8896. Это письмо можно применять, несмотря на то что с периодов 2020 года форма расчета изменилась.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="138"><strong>Порядковый номер, код и символ дохода</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="139">Каждому доходу, который выплачен иностранной организации, присвойте номер по порядку. Например, первый доход «000000000001», двадцатый «000000000020» и т. д. Заполните столько листов подраздела 3.2, сколько доходов выплачено по уникальному номеру.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Код дохода возьмите из приложения 2 к Порядку, утвержденному приказом ФНС от 02.03.2016 № ММВ-7-3/115. Например:</span></h3>
<ul class="c-list">
<li>01 – дивиденды;</li>
<li>12 – доходы от использования в Российской Федерации прав на объекты интеллектуальной собственности;</li>
<li>17 – доходы от реализации движимого имущества.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="142">Символ дохода укажите, если получатель дохода – иностранный банк. В остальных случаях поставьте в этом поле прочерк. Символ дохода – это пятизначный номер аналитического счета, на котором банк учитывает доходы. Символы доходов посмотрите в Порядке, утвержденном положением ЦБ от 27.02.2017 № 579-П. </span></p>
<p><span data-role="phrase" data-phrase-id="142">Этот документ отменил положение ЦБ от 16.07.2012 № 385-П, которое указано в пункте 8.3 Порядка заполнения налогового расчета о суммах выплаченных иностранным организациям доходов и удержанных налогов.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="143"><strong>Сумма дохода до удержания налога</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="144">В строку 040 впишите доход, который причитается иностранной организации по договору – в той валюте, в которой этот доход выплачен. В некоторых случаях налогом облагается не вся сумма дохода, а разница между доходом и документально подтвержденными расходами. В частности, это правило действует при продаже российской недвижимости (подп. 6 п. 1, п. 4 ст. 309 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="145">Если есть документы, подтверждающие расходы иностранной организации, укажите в строке 040 разницу между доходами и расходами. Если таких документов нет, приведите здесь всю сумму дохода, начисленного по договору.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="146"><strong>Код валюты, дата выплаты дохода, дата исчисления (удержания) налога</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="147">Код валюты, в которой иностранная организация получает доход, возьмите для строки 050 из Общероссийского классификатора валют.</span></p>
<p><span data-role="phrase" data-phrase-id="148">По строке 060 укажите дату, когда деньги списаны с банковского счета или выданы из кассы. Если доход выплачен в натуральной форме, поставьте здесь дату, когда переданы вещи. Если обязательства погашены взаимозачетом – дату, когда подписано соглашение о нем. По строке 080 укажите день, когда налог рассчитали и удержали из дохода получателя.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="149"><strong>Ставка налога</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="150">Эта строка для налоговой ставки, по которой рассчитывают налог с дохода, выплаченного иностранной организации. Все ячейки поля либо заполните, либо прочеркните. Например, если ставка налога 15 процентов, впишите сюда «15.&#8212;», если ставка налога 0 процентов – «0-.—». Ставки налога на прибыль установлены статьей 284 НК.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если к выплате применяется льготный режим налогообложения, укажите здесь:</span></h3>
<ul class="c-list">
<li>пониженную ставку (например, «7-.5-» – если ставка налога 7,5%);</li>
<li>«99.99» – если доход освобожден от налогообложения.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="153">Льготы применяйте, если иностранная организация представила документы, подтверждающие, что ее деятельность подпадает под действие международного договора (соглашения об избежании двойного налогообложения) (п. 1 ст. 312 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Поставьте в строках 080–140 подраздела 3.2 раздела 3 прочерки, если:</span></h3>
<ul class="c-list">
<li>доход освобожден от налогообложения;</li>
<li>ставка налога 0 процентов;</li>
<li>фактическое право на доход имеет человек (в строке 020 подраздела 3.3 раздела 3 указан код «2» или «4»). Строку 160 в этом случае тоже прочеркните.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="156">Это следует из пунктов 2.4, 8.1 и 8.7 Порядка, утвержденного приказом ФНС от 02.03.2016 № ММВ-7-3/115.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="157"><strong>Сумма налога и срок уплаты в бюджет</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="158">По строке 100 укажите сумму налога, которую удержали из дохода иностранной организации – в той валюте, в которой она получила доход. Для этого умножьте сумму дохода до удержания налога (строка 040) на ставку налога (строка 070).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="159">Срок уплаты налога в бюджет – это предельный срок, который установлен пунктами 2 и 4 статьи 287, а также пунктом 11 статьи 310.1 НК.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="160"><strong>Официальный курс рубля на дату перечисления налога в бюджет</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="161">Если иностранная организация получила доход в рублях, поставьте здесь прочерк. Если деньги выплачены в иностранной валюте, укажите ее курс, установленный Банком России на дату, когда налог был перечислен в бюджет.</span></p>
<p><span data-role="phrase" data-phrase-id="162"><strong>Сумма налога в рублях и дата перечисления налога в бюджет</strong></span></p>
<p><span data-role="phrase" data-phrase-id="163">Сумма налога в рублях (строка 140) – это произведение суммы налога в валюте (строка 100) и официального курса на дату уплаты налога в бюджет (строка 120). Бывает, что налоговый агент не перечислил налог в последнем квартале или месяце, так как предельный срок уплаты пришелся на следующий отчетный (налоговый) период. В этом случае порядок заполнения строки 140 зависит от того, как выплачен доход – в рублях или в валюте.</span></p>
<p><span data-role="phrase" data-phrase-id="164">Если иностранная организация получила доход в рублях, поставьте в строке 130 прочерк, а в строке 140 – сумму налога в рублях. Если доход выплачен в иностранной валюте, важно, уплатил ли налоговый агент налог до того, как подал расчет. Если на этот момент налог перечислен в бюджет, заполните и строку 130, и строку 140. </span></p>
<p><span data-role="phrase" data-phrase-id="164">Если налог не перечислен, поставьте в строках 120–140 прочерки. Не учитывайте сумму этого налога в строке 040 раздела 2 и в строке 040 раздела 1 расчета.</span></p>
<p><span data-role="phrase" data-phrase-id="165">В расчете за период, на который пришлась дата уплаты налога, заполните отдельный раздел 3 по доходу, с которого удержан налог. Укажите там сумму налога в рублях, дату ее уплаты и официальный курс на эту дату. Сумму уплаченного налога включите в строку 040 раздела 2 и строку 040 раздела 1.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="166">Такие правила установлены пунктом 8.13 Порядка, утвержденного приказом ФНС от 02.03.2016 № ММВ-7-3/115.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="167">Официальный курс можно установить за несколько единиц иностранной валюты. Например, курс японской иены устанавливается как количество рублей к 100 иенам. В этом случае в строке 120 можно указать как курс к одной иене, так и к 100. Оба варианта верны.</span></p>
<p><span data-role="phrase" data-phrase-id="167"> Если выбрали второй вариант, то значение в строке 140 рассчитайте как произведение строк 100 и 120, деленное на 100. Такой порядок ФНС предложила в письме от 20.09.2017 № СД-4-3/18803. Оно актуально, несмотря на то, что с периодов 2020 года форма расчета изменилась.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="168"><strong>Код фактического права на доход</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="169">Фактическое право на доход, выплаченный иностранной организации, может иметь не она, а кто-то еще. Впишите сюда код из приложения 1 к Порядку, утвержденному приказом ФНС от 02.03.2016 № ММВ-7-3/115. В</span><span data-role="phrase" data-phrase-id="169">сего в приложении 1 шесть кодов. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="169">Например:</span></h3>
<ul class="c-list">
<li>00 – если налоговый агент не знает, у кого есть фактическое право на доход;</li>
<li>01 – если налоговый агент знает, что фактическое право на доход из строки 040 подраздела 3.2 раздела 3 есть у иностранной организации из строки 020 подраздела 3.1 раздела 3.</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="171"><strong>Основание для пониженной ставки налога или освобождения от налога</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="172">Пониженная ставка налога или освобождение дохода от налога могут быть установлены Налоговым кодексом РФ или международным договором (соглашением). Укажите в строке 160 подраздела 3.2 раздела 3 нужный подпункт, пункт, статью этого документа. Заполните клетки поля заглавными буквами, в оставшихся пустыми клетках поставьте прочерки.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="173"><strong>Информация об эмитенте эмиссионных ценных бумаг</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="174">Заполните это поле, если выплатили иностранной организации доход по эмиссионным ценным бумагам (кроме дохода по государственным или муниципальным ценным бумагам).</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="186">Как заполнить подраздел 3.3</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="188">В подразделе 3.3 раздела 3 налогового расчета укажите сведения о том, кто имеет право на доход, выплаченный иностранной организации. Фактическое право на доход может иметь не она, а кто-то другой: юридическое или физическое лицо. По каждому такому доходу заполните отдельный подраздел 3.3 раздела 3 расчета.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="189"><strong>Порядковый номер дохода</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="190">Укажите порядковый номер, который присвоили доходу по строке 010 подраздела 3.2 раздела 3. Сумма дохода указана в строке 040 подраздела 3.2 раздела 3.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="191"><strong>Код признака лица</strong></span></h3>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="192">Впишите в это поле код лица, имеющего право на фактический доход:</span></h3>
<ul class="c-list">
<li>1 – юридическое лицо – резидент России, доход освобожден от налогообложения;</li>
<li>2 – физическое лицо – резидент России;</li>
<li>3 – юридическое лицо – нерезидент России;</li>
<li>4 – физическое лицо – нерезидент России;</li>
<li>5 – иностранная структура без образования юридического лица.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="194">Для иностранных организаций признаки резидента приведены в статье 246.2, а для физических лиц – в статье 207 НК. См. также рекомендацию Как определить статус человека (резидент или нерезидент) в целях НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="195">Статус резидента России может подтвердить налоговая инспекция. Для этого необходимо подать заявление в налоговую инспекцию и получить документ, который подтвердит резидентство.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="196"><strong>Номер и дата сообщения</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="197">Если фактическое право на доход, выплаченный иностранной организации, имеет резидент России, направьте в инспекцию по месту учета налогового агента сообщение об этом (подп. 1 п. 4 ст. 7 НК). Форма сообщения и порядок его заполнения приведены в письме ФНС от 20.04.2015 № ГД-4-3/6713. Дату и номер сообщения укажите по строкам 030 и 040 подраздела 3.3. раздела 3.</span></p>
<p><span data-role="phrase" data-phrase-id="198">Если сообщение подано, строки 050–300 этого подраздела можно не заполнять (письмо ФНС от 09.11.2016 № СД-3-3/5208). Поставьте в них прочерки. Если сообщение не подали, укажите в этих строках сведения о фактическом получателе дохода – юридическом или физическом лице.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="199"><strong>Сведения о юридическом лице</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="200">В строках 080–140 укажите сведения об организации или иностранной структуре без образования юридического лица, которая имеет фактическое право на доход. Если фактический получатель дохода – человек, поставьте в этих строках прочерки.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="201"><strong>Сведения о физическом лице</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="202">В строки 150–290 впишите сведения о человеке<strong>, </strong>который имеет фактическое право на доход, выплаченный иностранной организации. Если фактический получатель дохода – юридическое лицо или другая иностранная структура без образования юридического лица, поставьте в этих строках прочерки.</span></p>
<p><span data-role="phrase" data-phrase-id="203">В строке 270 укажите адрес места жительства или пребывания человека за пределами России. Адреса места жительства или пребывания в РФ в расчете указывать не надо, строку для этого адреса убрали из формы расчета начиная с отчетности за периоды 2020 года.</span></p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="211">Что указать в разделе 2</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="213">Раздел 2 заполните нарастающим итогом с начала года. Укажите здесь суммы налога (в рублях), который налоговый агент рассчитал, удержал из доходов иностранных организаций и перечислил в бюджет в течение отчетного (налогового) периода, – по каждому коду дохода. </span></p>
<p><span data-role="phrase" data-phrase-id="213">Не включайте в раздел 2 сведения о доходах, выплаченных иностранным организациям, если фактическое право на них имеют физлица (по строке 020 подраздела 3.3 раздела 3 указан код «2» или «4»).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="214"><strong>Код дохода</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="215">Заполните эту строку так же, как строку 020 подраздела 3.2 раздела 3. Возьмите код дохода из приложения 2 к Порядку, утвержденному приказом ФНС от 02.03.2016 № ММВ-7-3/115. Например, код «01» – дивиденды и т. д.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="216"><strong>Сумма налога с начала налогового периода</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="217">Это общая сумма налога в рублях, которую налоговый агент начислил с доходов, выплаченных иностранным организациям в течение года. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Она складывается из сумм:</span></h3>
<ul class="c-list">
<li>налога уплаченного с доходов, выплаченных в предыдущих отчетных периодах (строка 030);</li>
<li>налога, уплаченного с доходов, выплаченных в последнем квартале (месяце) отчетного (налогового) периода (строка 040);</li>
<li>налога, по которому срок уплаты не наступил в отчетном (налоговом) периоде (строка 050).</li>
</ul>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="219"><strong>Сумма налога с доходов, выплаченных в предыдущих отчетных периодах</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="220">Возьмите эту сумму из строки 020 раздела 2 расчета за предыдущий отчетный период.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="221"><strong>Сумма налога с доходов, выплаченных в последнем квартале (месяце)</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="222">Это общая сумма налога, которую налоговый агент перечислил в бюджет в последнем истекшем квартале или месяце отчетного (налогового) периода. В разделе 2 расчета ее указывают отдельно по каждому коду дохода иностранной организации.</span></p>
<p><span data-role="phrase" data-phrase-id="223">Если в отчетном квартале или месяце выплачивали иностранным организациям только доходы, которые не облагаются налогом на прибыль, то проставьте нули по строкам 010 и 040 раздела 2. Если не удерживали и не уплачивали налог как налоговый агент с начала года, то по строкам 020 и 030 тоже будут нули. Такие разъяснения – в письме ФНС от 20.06.2019 № СД-4-3/11937. Они актуальны, несмотря на то что форма расчета с 2020 года изменилась.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="224"><strong>Сумма налога, по которому срок уплаты не наступил</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="225">Бывает, что налоговый агент не перечислил налог с доходов, выплаченных иностранным организациям, в последнем квартале или месяце. Причина – предельный срок уплаты пришелся на следующий отчетный (налоговый) период. В этом случае порядок заполнения строки 050 будет таким.</span></p>
<p><span data-role="phrase" data-phrase-id="226">Если иностранная организация получила доход в рублях, укажите сумму налога в строке 050. Если доход выплатили в иностранной валюте, правила другие. В этом случае важно, уплатил ли налоговый агент налог до того, как подал в инспекцию налоговый расчет. </span></p>
<p><span data-role="phrase" data-phrase-id="226">Если на этот момент налог перечислили в бюджет, укажите сумму этого налога в строке 050. Если налог не перечислили, поставьте в этой строке прочерк. Не учитывайте сумму этого налога в строке 040 раздела 1 расчета.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="227">Как заполнить раздел 1</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="229">В разделе 1 расчета отразите суммы налога на прибыль, причитающиеся к уплате в бюджет с доходов, которые были выплачены в последнем квартале или месяце. Распределите эти суммы по кодам бюджетной классификации. Не включайте в раздел 1 сведения о выплаченных доходах, если фактическое право на них имеют физлица (в строке 020 подраздела 3.3 раздела 3 указан код «2» или «4»).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="230"><strong>Коды ОКТМО и КБК</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="231">В поле «Код по ОКТМО» укажите код территории, где зарегистрирован налоговый агент. По строке 020 укажите код бюджетной классификации (КБК), по которому налоговый агент должен перечислить налог в федеральный бюджет.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="232"><strong>Срок уплаты</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="233">Срок уплаты налога на прибыль, который налоговый агент удержал из дохода иностранной организации, – не позднее следующего рабочего дня после выплаты дохода (ст. 246, п. 2 и 4 ст. 287, п. 1 ст. 310, п. 6 ст. 6.1 НК). Для каждой выплаты дохода и каждого КБК сумму налога и срок его уплаты укажите в разделе 1 отдельно.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="234"><strong>Сумма налога, подлежащая уплате в бюджет (в рублях)</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="235">Укажите здесь сумму налога к уплате в бюджет в рублях. Бывает, что налоговый агент не перечислил налог в последнем квартале или месяце, так как предельный срок уплаты пришелся на следующий отчетный (налоговый) период. В этом случае порядок заполнения строки 040 будет таким.</span></p>
<p><span data-role="phrase" data-phrase-id="236">Если иностранная организация получила доход в рублях, все равно укажите сумму удержанного налога по строке 040 раздела 1 за истекший отчетный (налоговый) период. Если доход выплачен в иностранной валюте, важно, уплатил ли налоговый агент налог до того, как подал в инспекцию расчет. </span></p>
<p><span data-role="phrase" data-phrase-id="236">Если на этот момент налог перечислен в бюджет, впишите его сумму в строку 040 раздела 1 за истекший отчетный (налоговый) период. Если налог не перечислен, поставьте прочерки в строке 040 раздела 1 расчета за истекший отчетный (налоговый) период.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="237">Если с начала года выплачивали иностранным организациям только необлагаемые доходы, по строкам 020–040 раздела 1 проставьте нули (письмо ФНС от 20.06.2019 № СД-4-3/11937).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="264">Что будет, если не сдать расчет</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="266">Налогового агента оштрафуют на 200 руб. за каждый непредставленный документ. Предпринимателя или должностных лиц организации могут привлечь к административной ответственности.</span></p>
<p><span data-role="phrase" data-phrase-id="267">Налоговый расчет о суммах выплаченных иностранным организациям доходов и удержанных налогов – это документ, необходимый для налогового контроля (подп. 4 п. 3 ст. 24 НК). Если налоговый агент не подаст его в установленный срок, налоговая инспекция вправе предъявить ему штраф, который предусмотрен пунктом 1 статьи 126 НК. Размер штрафа – 200 руб. за каждый непредставленный документ.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="268">За подобное нарушение также предусмотрена и административная ответственность. По заявлению налоговой инспекции суд может оштрафовать должностных лиц организации (например, руководителя) на сумму от 300 до 500 руб. (п. 1 ст. 15.6 КоАП). Предпринимателя оштрафуют так же, как должностных лиц организации, то есть на сумму от 300 до 500 руб. (ст. 2.4 КоАП).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="269">Ответственность по статье 119 НК в данной ситуации не применяется. Налоговая инспекция вправе оштрафовать по этой статье, только если несвоевременно была сдана налоговая декларация. Налоговый расчет о доходах, выплаченных иностранным организациям, декларацией не является (п. 1 ст. 80 НК).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-nalogovyj-raschet-o-dohodah-vyplachennyh-inostrannym-organizatsiyam-i-uderzhannyh-nalogah/">Как составить и сдать налоговый расчет о доходах, выплаченных иностранным организациям, и удержанных налогах</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать декларацию по налогу на прибыль, если у организации есть обособленные подразделения</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-pribyl-esli-u-organizatsii-est-obosoblennye-podrazdeleniya/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 15:38:08 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ликвидация]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21702</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Форма и электронный формат декларации по налогу на прибыль, а также Порядок ее заполнения утверждены приказом ФНС от 23.09.2019 № ММВ-7-3/475. &#160; Куда подавать декларацию &#160; Если организация имеет обособленные подразделения, то декларацию по налогу на прибыль нужно подать как по местонахождению головного отделения, так [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-pribyl-esli-u-organizatsii-est-obosoblennye-podrazdeleniya/">Как составить и сдать декларацию по налогу на прибыль, если у организации есть обособленные подразделения</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="2">Форма и электронный формат декларации по налогу на прибыль, а также Порядок ее заполнения утверждены приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Куда подавать декларацию</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="5">Если организация имеет обособленные подразделения, то декларацию по налогу на прибыль нужно подать как по местонахождению головного отделения, так и по местонахождению каждого подразделения (п. 1 ст. 289 НК).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Исключения из этого правила составляют:</span></h3>
<ul class="c-list">
<li>обособленные подразделения крупнейших налогоплательщиков. По ним декларацию подавайте в ту инспекцию, в которой организация зарегистрирована как крупнейший налогоплательщик (абз. 3 п. 1 ст. 289 НК);</li>
<li>обособленные подразделения за пределами России. Показатели по такому подразделению включите в декларацию, которую подаете по местонахождению головной организации (п. 4 ст. 311 НК).</li>
</ul>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="7">При централизованном порядке уплаты декларацию по группе подразделений сдавайте по местонахождению того подразделения или головного отделения, через которое платите налог на прибыль в региональный бюджет.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">Сдавать декларации по местонахождению подразделений, через которые не платите налог, не нужно (письма Минфина от 25.12.2018 № 03-03-06/1/94604, от 03.07.2017 № 03-03-06/1/41778 и от 18.02.2016 № 03-03-06/1/9188, ФНС от 30.06.2006 № ГВ-6-02/664).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<p><span data-role="phrase" data-phrase-id="9">Если среднесписочная численность сотрудников организации за прошлый год превышает 100 человек, декларации по налогу на прибыль нужно подавать в электронном виде как по местонахождению головного отделения, так и по местонахождению обособленных подразделений (письмо Минфина от 09.08.2011 № 03-03-06/1/464).</span></p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="16">Состав отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="17">В состав декларации, которую подаете по местонахождению головного отделения, включите все необходимые листы, а также приложения 5 к листу 02. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="17">Заполните их как в целом по организации, так и по всем обособленным подразделениям (группам подразделений), через которые уплачиваете налог (п. 1.4 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p></blockquote>
<p>&nbsp;</p>
</div>
<p><span data-role="phrase" data-phrase-id="26">В состав декларации, которая подается по местонахождению обособленного подразделения, включите титульный лист, подразделы 1.1 и 1.2 (если организация перечисляет ежемесячные авансовые платежи), а также приложение 5 к листу 02, заполненное по обособленному подразделению (п. 1.4 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="28">Заполнение декларации</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="29">На титульном листе декларации, которую подаете от имени обособленного подразделения, укажите его полное наименование в соответствии с учредительными документами.</span></p>
<p><span data-role="phrase" data-phrase-id="30">В подразделах 1.1 и 1.2 декларации по местонахождению головного отделения укажите суммы налога, подлежащие уплате в региональный бюджет без учета платежей по обособленным подразделениям. </span></p>
<p><span data-role="phrase" data-phrase-id="30">В подразделах 1.1 и 1.2 декларации по местонахождению обособленного подразделения – суммы налога, подлежащие уплате в региональный бюджет исходя из доли прибыли подразделения или группы подразделений (п. 4.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p>
<p><span data-role="phrase" data-phrase-id="31">В приложении 5 к листу 02, которое подаете по местонахождению головного отделения, укажите код 1. Это означает, что в приложении не отражены данные по обособленным подразделениям.<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></p>
<p><span data-role="phrase" data-phrase-id="32">В приложение 5 к листу 02, которое подаете по местонахождению обособленного подразделения, укажите код 2 (если расчет сделан по одному подразделению) или код 4 (если расчет сделан по группе подразделений в одном регионе).</span></p>
<p><span data-role="phrase" data-phrase-id="33">Налоговая база по строке 030 приложения 5 к листу 02 должна быть равна показателю по строке 120 листа 02 декларации.</span></p>
<p><span data-role="phrase" data-phrase-id="34">По строке 040 приложения 5 к листу 02 укажите в процентах долю налоговой базы, приходящуюся на обособленное подразделение.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
</div>
<h3><span data-role="phrase" data-phrase-id="37">Показатель для строки 050 рассчитывают так:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="38">Строка 050 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="39"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="40">Строка 030 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="41"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="42">Строка 040 приложения 5 листа 02</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="43">В строке 060 укажите ставку налога на прибыль в региональный бюджет.Дальше рассчитайте сумму налога, приходящуюся на обособленное подразделение:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="44">Строка 070 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="45"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="46">Строка 050 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="47"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="48">Строка 060 приложения 5 листа 02</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="49">Сумма строк 070 всех приложений 5 к листу 02 должна быть равна показателю по строке 200 листа 02 декларации.</span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="50">По строке 080 отразите сумму авансовых платежей, начисленных в региональный бюджет в течение налогового периода. Если обособленное подразделение платит торговый сбор, то показатель строки 080 нужно уменьшить на сумму торгового сбора, который был учтен при расчете авансового платежа по налогу на прибыль в предыдущем отчетном периоде. </span></p>
<p><span data-role="phrase" data-phrase-id="50">Сумма строк 080 всех приложений 5 к листу 02 должны быть равна сумме по строке 230 листа 02 декларации.</span></p>
</div>
<p><span data-role="phrase" data-phrase-id="77">Строку 090 заполняйте, если организация платила налог за рубежом и засчитывает его в счет российского налога на прибыль. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="77">Во-первых, нужно рассчитать, какая часть налога относится к региональной:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="78">Доля налога, относящаяся к региональной</span></td>
<td><span data-role="phrase" data-phrase-id="79"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="80">Строка 200 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="81"><strong>:</strong></span></td>
<td><span data-role="phrase" data-phrase-id="82">Строка 180 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="83"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="84">100 %</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="85">Затем определите, какая часть уплаченного за рубежом налога относится к обособленному подразделению. Сделать это нужно исходя из доли налоговой базы, указанной по строке 040.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="86">Итого определить показатель для строки 090 следует так:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="87">Строка 090 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="88"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="89">Вся сумма уплаченного за рубежом налога</span></td>
<td><span data-role="phrase" data-phrase-id="90"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="91">Доля налога, относящаяся к региональной</span></td>
<td><span data-role="phrase" data-phrase-id="92"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="93">Строка 040 приложения 5 листа 02</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="94">На зачтенную сумму уменьшайте налог, отраженный по строке 070.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Информацию о торговом сборе отражайте в строках 095–097. А именно:</span></h3>
<ul class="c-list">
<li>по строке 095 листа 02 декларации укажите сумму торгового сбора, которую вы перечислили в региональный бюджет с начала года;</li>
<li>по строке 096 листа 02 декларации укажите сумму торгового сбора, на которую вы уменьшили авансовые платежи за предыдущий отчетный период. Показатель этой строки равен показателю строки 097 приложения 5 декларации за предыдущий отчетный период;</li>
<li>по строке 097 листа 02 декларации укажите сумму торгового сбора, на которую вы уменьшили начисленные авансовые платежи (налог) за отчетный (налоговый) период.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="97">В общем случае показатель по строке 097 равен показателю по строке 095. Однако если сумма уплаченного торгового сбора превышает сумму исчисленного авансового платежа (налога), то по строке 097 укажите сумму торгового сбора в пределах этого исчисленного авансового платежа (налога). То есть</span></p>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="98">если</span></td>
<td><span data-role="phrase" data-phrase-id="99">стр. 095<br />
приложения 5 к листу 02</span></td>
<td><span data-role="phrase" data-phrase-id="100"><strong>&gt;</strong></span></td>
<td><span data-role="phrase" data-phrase-id="101">стр. 070<br />
приложения 5 к листу 02</span></td>
<td><span data-role="phrase" data-phrase-id="102">, то</span></td>
<td><span data-role="phrase" data-phrase-id="103">стр. 097<br />
приложения 5 к листу 02</span></td>
<td><span data-role="phrase" data-phrase-id="104"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="105">стр. 070<br />
приложения 5 к листу 02</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="107">В строке 100 отразите разницу между строкой 070 и строками 080, 090, 097:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td><span data-role="phrase" data-phrase-id="108">Строка 100 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="109"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="110">Строка 070 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="111"><strong>–</strong></span></td>
<td><span data-role="phrase" data-phrase-id="112">Строка 080 приложения 5 листа 02 + строка 090 приложения 5 листа 02 + строка 097 приложения 5 листа 02</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="113">Если результат получился нулевым, по строке 100 проставьте прочерки.</span></p>
<p><span data-role="phrase" data-phrase-id="114">Если же разница получилась отрицательной, полученную сумму укажите не по строке 100, а по строке 110 со знаком плюс. Это будет сумма налога к уменьшению.</span></p>
<p><span data-role="phrase" data-phrase-id="115">При этом зачесть сумму торгового сбора и налога, уплаченного за границей, можно только в пределах суммы налога (авансового платежа), который подлежит зачислению в региональный бюджет (строка 070 приложения 5 листа 02).</span></p>
<p><span data-role="phrase" data-phrase-id="116">Строки 120 и 121 заполняйте, если организация платит авансовые платежи исходя из прибыли за предыдущий квартал.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="116">В строке 120 отразите сумму авансового платежа исходя из доли налоговой базы обособленного подразделения:</span></h3>
<div>
<div class="table-wide scroller-wrapper">
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<td><span data-role="phrase" data-phrase-id="117">Строка 120 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="118"><strong>=</strong></span></td>
<td><span data-role="phrase" data-phrase-id="119">Строка 310 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="120"><strong>×</strong></span></td>
<td><span data-role="phrase" data-phrase-id="121">Строка 040 приложения 5 листа 02</span></td>
<td><span data-role="phrase" data-phrase-id="122"><strong>:</strong></span></td>
<td><span data-role="phrase" data-phrase-id="123">100</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="124">Строку 121 – ежемесячные авансовые платежи на I квартал следующего налогового периода – заполняйте в декларации за девять месяцев налогового периода. По строке нужно отразить ту же сумму, что указана по строке 120.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="125">Такой порядок следует из пунктов 10.1–10.13 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="212">Уточненные декларации</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если обособленное подразделение сначала было ответственным подразделением по региону, а потом перестало выполнять эти полномочия, указывайте в уточненках за него:</span></h3>
<ul class="c-list">
<li>код «9» по реквизиту Форма реорганизации (ликвидация) (код)/Изменение полномочий (закрытие) обособленного подразделения (код);</li>
<li>КПП по адресу бывшего ответственного подразделения – по реквизиту ИНН/КПП изменившего полномочия (закрытого) обособленного подразделения.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="216">Реквизит ИНН/КПП изменившего полномочия (закрытого) обособленного подразделения также заполняйте, если подаете уточненку за ответственное или другое обособленное подразделение, которое изменило адрес и КПП в своем регионе.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="217">Такие правила – в пункте 2.8 и подпункте 6 пункта 3.2 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. Они действуют с отчетности за 2019 год.</span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="235">Декларации по закрытому подразделению</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="237">Ответ на этот вопрос зависит от того, какое именно подразделение было закрыто и когда это произошло.</span></p>
<p><span data-role="phrase" data-phrase-id="238">Если закрыто обособленное подразделение, через которое организация не платит налог на прибыль, то на порядок сдачи отчетности этот факт никак не влияет. То же самое относится к ситуации, когда ответственное подразделение ликвидируют в I квартале (письмо УФНС по Москве от 13.04.2010 № 16-15/038587).</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Во всех остальных случаях надо будет:</span></h3>
<ul class="c-list">
<li>подать уточненки за последний отчетный период до закрытия подразделения;</li>
<li>включить сведения о нем в приложение 5 к листу 02 декларации по головному отделению;</li>
<li>подать отдельные декларации по нему в ИФНС по месту учета головного отделения.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="241">Такие правила следуют из пункта 2.7 и 10.1 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="242"><strong>Уточненки за период до закрытия</strong></span></h3>
<h3></h3>
<h3><span style="text-decoration: underline;">Подайте две уточненные декларации за последний отчетный период до закрытия подразделения. Представьте их в инспекции по месту учета:</span></h3>
<ul class="c-list">
<li>закрытого подразделения – в уточненке исключите суммы начисленных авансовых платежей в региональный бюджет;</li>
<li>головного подразделения – увеличьте авансы по организации без входящих в нее обособленных подразделений.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="245">Раньше контролирующие ведомства рекомендовали поступать так только в ситуации, когда к дате закрытия подразделения срок уплаты ежемесячных авансовых платежей не наступил (письма ФНС oт 07.04.2011 № КЕ-4-3/5530 и Минфина от 24.02.2009 № 03-03-06/1/82).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="245">Но сейчас специалисты ФНС советуют подавать уточненки даже в тех случаях, когда авансовые платежи уже уплачены.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="246"><strong>Отчетность по головному подразделению</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="247">По итогам отчетных периодов и года включайте сведения о закрытом подразделении в приложение 5 к листу 02 декларации по головному отделению. <em><strong>Оформляйте его так.</strong></em></span></p>
<ol>
<li>В реквизите «Расчет составлен (код)» проставьте код 3.</li>
<li>В строки 040 и 050 перенесите показатели из декларации за последний отчетный период до закрытия подразделения. Если налоговая база в целом по организации после закрытия подразделения снизилась, строка 050 будет равна произведению строк 040 и 030.</li>
<li>Если налоговая база не уменьшилась, то строка 070 равна строке 070 из декларации за предыдущий отчетный период. Строка 080 равна строке 070. По строкам 100 и 110 поставьте прочерки.<br />
Если налоговая база уменьшилась, то строка 070 равна произведению строки 050 и налоговой ставки. Строка 080 равна строке 070 из декларации за предыдущий отчетный период. По строке 100 поставьте прочерк. По строке 110 укажите сумму к уменьшению по закрытому обособленному подразделению за счет общего уменьшения налоговой базы.</li>
<li>В строках 120 и 121 приложения 5 к листу 02 поставьте прочерки.</li>
</ol>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="252"><strong>Отчетность по закрытому подразделению</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="253">Подайте отдельную декларацию по закрытому подразделению в ИФНС по месту учета организации с отчетного периода, в котором закрыли подразделение, и до конца года.</span></p>
<p><span data-role="phrase" data-phrase-id="254">В уточненках за периоды, начиная с налогового периода 2019 года, на титульном листе укажите ИНН организации и КПП организации (крупнейшего налогоплательщика). В реквизите «по месту нахождения (учета) (код)» пропишите 223, а по реквизиту «Представляется в налоговый орган (код)» – код инспекции, в которую отчитываетесь.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Также на титульном листе заполните реквизиты:</span></h3>
<ul class="c-list">
<li>«Форма реорганизации (ликвидация) (код)/Изменение полномочий (закрытие) обособленного подразделения (код)» – код «0»;</li>
<li>«ИНН/КПП изменившего полномочия (закрытого) обособленного подразделения» – КПП, который был у организации по местонахождению закрытого обособленного подразделения.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="257">Такие правила предусмотрены пунктом 2.7 и подпунктом 6 пункта 3.2 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="258">В подразделе 1.1 раздела 1 в строке 010 укажите код ОКТМО территории, где было закрытое подразделение. Приложение 5 к листу 02 заполните так же, как и по головному подразделению (п. 2.7, 4.5 и 10.12 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="259"><strong>Что еще учесть при закрытии подразделения</strong></span></h3>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="260">Закрыли ответственное подразделение в регионе, где остались подразделения? Уведомьте ИФНС о том, через какое подразделение будете платить налог в бюджет региона и сдавать отчетность (п. 2 ст. 288 НК, письма ФНС от 13.09.2017 № СД-4-3/18247, от 30.12.2009 № ШС-22-3/990).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="261">Крупнейшие налогоплательщики отчитываются по закрытым подразделениям по месту их учета в качестве таковых. Об этом сказано в пункте 1 статьи 289 НК и пункте 2.7 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475).</span></p>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-deklaratsiyu-po-nalogu-na-pribyl-esli-u-organizatsii-est-obosoblennye-podrazdeleniya/">Как составить и сдать декларацию по налогу на прибыль, если у организации есть обособленные подразделения</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как составить и сдать расчет по налогу на прибыль налоговому агенту</title>
		<link>https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-nalogu-na-pribyl-nalogovomu-agentu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 09 Aug 2020 15:23:43 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[Отчетность по прибыли]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21700</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Сумму налога на прибыль по операциям, в которых организация выступает в качестве налогового агента, отразите в налоговом расчете, который входит в состав декларации.  &#160; Формы отчетности &#160; Налоговый агент отражает облагаемую базу и сумму налога в расчете, который входит в состав декларации [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-nalogu-na-pribyl-nalogovomu-agentu/">Как составить и сдать расчет по налогу на прибыль налоговому агенту</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="1">Сумму налога на прибыль по операциям, в которых организация выступает в качестве налогового агента, отразите в налоговом расчете, который входит в состав декларации. </span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Формы отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="4">Налоговый агент отражает облагаемую базу и сумму налога в расчете, который входит в состав декларации по налогу на прибыль. Форма декларации, а также Порядок ее заполнения утверждены приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="5">Доходы, начисленные в пользу иностранных организаций, дополнительно отразите в другом налоговом расчете. Форма расчета утверждена приказом ФНС от 02.03.2016 № ММВ-7-3/115. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Периодичность подачи расчета</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="8">Организации – налоговые агенты должны сдавать расчет по итогам тех отчетных (налоговых) периодов, в которых они выплачивали дивиденды или проценты по государственным и муниципальным ценным бумагам (абз. 4 п. 1.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475, абз. 2 п. 1 ст. 289 НК).</span></p>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="31">Куда сдавать</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="32">Весь налог, рассчитанный по специальным налоговым ставкам, зачисляется в федеральный бюджет (п. 6 ст. 284 НК). Расчет по налогу на прибыль в части сведений, подаваемых налоговым агентом, сдавайте в инспекцию по местонахождению организации. По местонахождению обособленных подразделений расчеты подавать не нужно (п. 1 ст. 288 НК).</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="33">Сроки сдачи</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Сроки подачи деклараций по налогу на прибыль в инспекцию едины для всех. Налоговые агенты обязаны сдать расчет:</span></h3>
<ul class="c-list">
<li>за I квартал – не позднее 28 апреля отчетного года;</li>
<li>за полугодие – не позднее 28 июля отчетного года;</li>
<li>за девять месяцев – не позднее 28 октября отчетного года;</li>
<li>за год – не позднее 28 марта следующего года.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="39">Ежемесячно представляют декларацию только налогоплательщики, которые перечисляют авансовые платежи по налогу на прибыль исходя из фактически полученной прибыли. </span></p>
<p><span data-role="phrase" data-phrase-id="39">На налоговых агентов это правило не распространяется (п. 3, 4 ст. 289 НК). Если последний срок подачи декларации выпадает на выходной день, ее нужно представить в ближайший за ним рабочий день.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="40">Ответственность</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="42">Несвоевременная подача декларации по налогу на прибыль налоговым агентом является правонарушением (ст. 106 НК, ст. 2.1 КоАП), за которое предусмотрена налоговая и административная ответственность.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="43">Состав отчетности</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">В состав расчета по налогу на прибыль, составляемого налоговым агентом, входят:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>лист 03 «Расчет налога на прибыль организаций, удерживаемого налоговым агентом (источником выплаты доходов)»;</li>
<li>подраздел 1.3 раздела 1 «Для организаций, уплачивающих налог на прибыль организаций с доходов в виде дивидендов, процентов»;</li>
<li>приложение 2 к декларации.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="47">Такие правила в пунктах 1.16 и 1.17 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="47">В зависимости от того, кто является получателем дивидендов – организации или физлица, состав разделов, которые нужно заполнить, может быть разный. Подробнее читайте в таблице «Состав налоговой отчетности по дивидендам». </span></p>
<p><span data-role="phrase" data-phrase-id="48">Приложение 2 подайте только по итогам 2019 года, если выплачивали доходы физлицам по акциям, другим ценным бумагам или финансовым инструментам срочных сделок. О том, можно ли вместо приложения 2 к декларации по налогу на прибыль подать справку по форме 2-НДФЛ, читайте подробнее Должна ли организация на упрощенке сдавать декларацию по налогу на прибыль, если выплачивает дивиденды учредителям – физическим лицам.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">За периоды после 1 января 2020 года приложение 2 не заполняйте, поскольку пункт 4 статьи 230 НК, который обязывает это делать, утратил силу. По выплаченным доходам отчитайтесь по формам:</span></h3>
<ul class="c-list">
<li>2-НДФЛ, утвержденной приказом ФНС от 02.10.2018 № ММВ-7-11/566;</li>
<li>6-НДФЛ, утвержденной приказом ФНС от 14.10.2015 № ММВ-7-11/450.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="50">Читайте подробнее, как и когда сдать справку по форме 2-НДФЛ и расчет по форме 6-НДФЛ.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="51"><strong>Важно: </strong><em>подраздел 1.3 включите в состав декларации даже в том случае, если дивиденды выплачивались только иностранным организациям. Фактически данный подраздел будет пустым. При этом суммы налога с дивидендов отразите в налоговом расчете, форма которого утверждена приказом ФНС от 02.03.2016 № ММВ-7-3/115.</em></span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="55">Заполнение расчета</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="56">Расчет заполняйте в рублях, без копеек. Не допускается исправление ошибок в расчете с помощью корректирующего или иного аналогичного средства. Если какие-либо показатели для заполнения отсутствуют, поставьте прочерки. Отрицательные числовые значения вписывайте со знаком минус в первой ячейке слева.</span></p>
<p><span data-role="phrase" data-phrase-id="57">Поля текстовых показателей заполните печатными буквами слева направо. Например, при заполнении ячеек с названием организации на титульном листе начиная слева укажите данный реквизит печатными буквами. В оставшихся ячейках ставить прочерки не нужно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="58">После того как расчет составлен, последовательно пронумеруйте все страницы. Такие правила  в разделе II Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="60">Заполнение титульного листа</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">На титульном листе укажите:</span></h3>
<ul class="c-list">
<li>ИНН и КПП организации (ячейки, отведенные для ИНН, заполняйте слева направо начиная с первой ячейки);</li>
<li>номер корректировки (для первичного расчета «0&#8212;», при представлении уточненного расчета указывается номер корректировки «1&#8212;» («2&#8212;» и т. д.));</li>
<li>код налогового (отчетного) периода согласно приложению 1 к Порядку, утвержденному  приказом ФНС от 23.09.2019 № ММВ-7-3/475.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="64">Титульный лист должен содержать дату заполнения отчетности, а также подпись лица, заверяющего достоверность и полноту указанных в расчете сведений. Такие правила в разделе III Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="65">Заполнение листа 03</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="67">Для отражения операций налоговых агентов в расчете по налогу на прибыль предусмотрен лист 03 «Расчет налога на прибыль организаций, удерживаемого налоговым агентом (источником выплаты доходов)».</span></p>
<p><span data-role="phrase" data-phrase-id="68">Лист 03 включайте в состав декларации за все периоды, следующие после выплаты дивидендов. Если в течение года вы платили дивиденды по нескольким решениям, то заполните по каждому из них отдельный лист 03.</span></p>
<p><span data-role="phrase" data-phrase-id="69">Подраздел 1.3 раздела 1 заполнять нужно не всегда. Например, если компания распределила и выплатила дивиденды юрлицам во II квартале, то она как налоговый агент обязана удержать налог на прибыль из суммы начисленных дивидендов во II квартале. Налог отразите в листе 03 в составе расчета по итогам полугодия.</span></p>
<p><span data-role="phrase" data-phrase-id="70">Если в течение года компания не распределяла и не выплачивала другие дивиденды, то в расчетах за девять месяцев и год в строке 110 раздела А листа 03 пропишите ту сумму налога с дивидендов, которую вы указали в той же строке расчета за полугодие. В строке 120 расчетов за девять месяцев и год проставьте прочерк. Подраздел 1.3 к расчетам за девять месяцев и год в этом случае можно не составлять.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">В</span><span data-role="phrase" data-phrase-id="70">едь сумму налога с дивидендов вы уже указали по строке 040 подраздела 1.3 расчета за полугодие. Это следует из абзаца 2 пункта 1 статьи 289 НК, пунктов 1.1, 1.16, 4.9, 14.1–14.2 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="71">Лист 03 и подраздел 1.3 раздела 1 не заполняйте, если участниками акционерного общества на упрощенке являются только физлица. За 2019 год подайте титульный лист и приложение 2 к декларации по налогу на прибыль. О том, можно ли вместо приложения 2 к декларации по налогу на прибыль подать справку по форме 2-НДФЛ, читайте подробнее </span></p>
<p><span data-role="phrase" data-phrase-id="71">Должна ли организация на упрощенке сдавать декларацию по налогу на прибыль, если выплачивает дивиденды учредителям – физическим лицам. За периоды после 1 января 2020 года приложение 2 не заполняйте, поскольку пункт 4 статьи 230 НК, который обязывает это делать, утратил силу.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">По выплаченным доходам отчитайтесь по формам:</span></h3>
<ul class="c-list">
<li>2-НДФЛ, утвержденной приказом ФНС от 02.10.2018 № ММВ-7-11/566;</li>
<li>6-НДФЛ, утвержденной приказом ФНС от 14.10.2015 № ММВ-7-11/450.</li>
</ul>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="74">Общества с ограниченной ответственностью на упрощенке в аналогичной ситуации не исполняют обязанности налогового агента, поэтому декларацию вовсе не подают. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="76"><strong>Как заполнить лист 03</strong></span></h3>
<div>
<div class="table-wide scroller-wrapper">
<div class="scroller table-scroller" data-baron-v="inited" data-baron-h="inited">
<div class="scroller__container">
<table width="100%">
<tbody>
<tr data-role="phrase-row">
<td class="bdBottom"><span data-role="phrase" data-phrase-id="77"><strong>Получатели дивидендов</strong></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="78"><strong>Какие разделы и строки заполнить</strong></span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="79">Российские организации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="80">Заполните разделы А и В. В разделе А рассчитайте налог с дивидендов, в разделе В укажите сумму доходов и налог по каждому получателю дивидендов. Заполните столько разделов В, сколько у компании учредителей</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="81">Иностранные организации</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="82">Раздел В не заполняйте. В строке 040 раздела А укажите сумму дивидендов, начисленных в пользу всех иностранных организаций. В строке 041 выделите те их них, фактическими получателями дохода по которым являются российские организации.</span></p>
<p><span data-role="phrase" data-phrase-id="83">Сумму налога с этих дивидендов в декларации не отражайте. Укажите ее в налоговом расчете о суммах выплаченных иностранным организациям доходов и удержанных налогов</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="84">Физические лица – резиденты или нерезиденты</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="85">ООО и АО лист 03 не заполняют</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="86">Промежуточные дивиденды</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="87">В разделе А в поле «Вид дивидендов» поставьте код 1.</span></p>
<p><span data-role="phrase" data-phrase-id="88">Если дивиденды выплачиваются частями, сумму налога к уплате в бюджет отразите по строкам 040 подраздела 1.3 раздела 1. По строке 120 раздела А покажите сумму налога с дивидендов, выплаченных в последнем квартале или месяце отчетного или налогового периода. В последующих расчетах эти данные не дублируйте.</span></p>
<p><span data-role="phrase" data-phrase-id="89">По строке 110 раздела А отразите сумму налога с дивидендов, выплаченных в предыдущие отчетные (налоговые) периоды. Общую сумму налога с дивидендов, распределенных в пользу российских организаций, укажите в строке 100 раздела А</span></td>
</tr>
<tr data-role="phrase-row">
<td class="bdTop"><span data-role="phrase" data-phrase-id="90">Компания получила доходы от участия в капитале других организаций</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="91">В строках 080 и 081 раздела А отразите дивиденды, полученные как от российских, так и иностранных организаций, за вычетом налога, удержанного источником выплаты. В данных строках не отражайте доходы от участия в капитале, облагаемые налогом по нулевой ставке (п. 14.2.5 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475)</span></td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
<div class="incut-v4 incut-v4-spoiler incut-v4-situation" data-role="phrase-incut"></div>
<p class="incut-v4__title">
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="101">Заполнение подраздела 1.3 раздела 1<span class="doc-notes doc-notes_type_references doc__references no-copy hide-on-mobile-version"><span class="btn btn_type_references" title="Дополнительная информация">1</span></span></span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="103">Подраздел 1.3 раздела 1 декларации предназначен для отражения сумм налога на прибыль по дивидендам и процентам, которые организация выплачивает в последнем квартале текущего отчетного или налогового периода.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В подразделе 1.3 раздела 1 укажите:</span></h3>
<ul class="c-list">
<li>по строке 010 – вид платежа (код);</li>
<li>по строке 020 – коды ОКТМО по Общероссийскому классификатору, утвержденному приказом Росстандарта от 14.06.2013 № 159-ст;</li>
<li>по строке 030 – КБК по налогу на прибыль в зависимости от налоговой ставки.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="106">Ячейки для кода ОКТМО заполняйте слева направо. Если код ОКТМО содержит меньше 11 символов, то на компьютере пустые ячейки не заполняйте. При заполнении от руки в пустых ячейках проставьте прочерки. Об этом сказано в пунктах 4.2, 4.3, 4.9 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p>
<p><span data-role="phrase" data-phrase-id="107">Если организация удерживает налог на прибыль как с дивидендов, так и с процентов по государственным и муниципальным ценным бумагам, подраздел 1.3 заполните отдельно по каждому виду дохода.</span></p>
<p><span data-role="phrase" data-phrase-id="108">Если организация удерживает налог на прибыль с дивидендов (код платежа 01), сумма показателей строк 040 подраздела 1.3 должна соответствовать показателю строки 120 раздела А листа 03. Если количество сроков выплаты дивидендов превышает число строк подраздела 1.3 раздела 1 декларации, этот подраздел заполните на нескольких страницах.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="109">Если организация платит налог на прибыль с процентов (код платежа 2), сумма показателей строк 040  должна соответствовать показателю строки 050 раздела Б листа 03 декларации. Это следует из пунктов 4.9.1, 4.9.2 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="110">Приложение 2 к декларации</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="112">У налоговых агентов, которые выплачивают гражданам доходы от операций с ценными бумагами, финансовыми инструментами срочных сделок, а также доходы по ценным бумагам российских эмитентов, по итогам 2019 года есть выбор.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Они вправе отчитаться по выплатам таким гражданам и удержанным с них налогам одним из двух способов:</span></h3>
<ul class="c-list">
<li>включить приложение 2 в декларацию по налогу на прибыль;</li>
<li>подать справки 2-НДФЛ по каждому получателю-физлицу.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="114">Начиная с отчетности за 2020 год выбора нет – сдавайте справки 2-НДФЛ. Такие разъяснения в письме Минфина от 05.12.2019 № 03-04-07/94678, которое доведено до сведения налоговых инспекций письмом ФНС от 12.12.2019 № БС-4-11/25567.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="115">Организации, которые выплачивают такие доходы, – налоговые агенты по НДФЛ по статье 226.1 НК. Включать приложение 2 в декларацию по налогу на прибыль их обязывал пункт 4 статьи 230 НК. </span></p>
<p><span data-role="phrase" data-phrase-id="115">С 1 января 2020 года он утратил силу (подп. «б» п. 19 ст. 2 Закона от 29.09.2019 № 325-ФЗ). С этого момента налоговые агенты обязаны отчитываться по таким доходам физлиц по форме 2-НДФЛ вместо приложения 2 к декларации. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="116">Однако в форме самой декларации приложение 2 осталось, при этом порядок его заполнения ссылается на отмененный пункт (п. 22.1 Порядка, утв. приказом ФНС от 23.09.2019 № ММВ-7-3/475). </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="116">Из-за этой нестыковки за 2019 год организация вправе подать справку 2-НДФЛ или сдать приложение 2 к декларации по налогу на прибыль по своему усмотрению.</span></p>
<p><span data-role="phrase" data-phrase-id="117">Логичнее выбрать второй вариант и включить приложение 2 в декларацию по налогу на прибыль за 2019 год. </span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В этом случае заполните приложение при выплате доходов по ценным бумагам российских эмитентов, а также доходов:</span></h3>
<ul class="c-list">
<li>по операциям с ценными бумагами;</li>
<li>операциям с финансовыми инструментами срочных сделок;</li>
<li>операциям РЕПО с ценными бумагами;</li>
<li>операциям займа ценными бумагами.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="119">В частности, при выплате дивидендов физическим лицам по акциям приложение 2 к декларации по налогу на прибыль должны заполнять акционерные общества. Эти выплаты подпадают под определение «доходы по ценным бумагам российских эмитентов».</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Если организация не обязана сдавать декларацию по налогу на прибыль, но она налоговый агент по статье 226.1 НК, то сдайте расчет по налогу на прибыль в минимальном составе:</span></h3>
<ul class="c-list">
<li>титульный лист;</li>
<li>приложение 2 к декларации.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="122">Такие правила  в пунктах 1.17 и 22.1 Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="123">В приложении должны быть отражены сведения о гражданине, суммы доходов и налогов, удержанных с доходов, а также другая аналогичная информация. Приложение 2 нужно составлять на каждого гражданина, которому были выплачены доходы. Это следует из раздела XXII Порядка, утвержденного приказом ФНС от 23.09.2019 № ММВ-7-3/475.</span></p>
<p><span data-role="phrase" data-phrase-id="124">Если сведения о доходах, выплаченных физлицам, отражены в приложении 2 к декларации, то дублировать эти сведения в справках 2-НДФЛ не нужно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="124">Такие разъяснения в письме Минфина от 29.01.2015 № 03-04-07/3263 (доведено до налоговых инспекций письмом ФНС от 02.02.2015 № БС-4-11/1443 и размещено на официальном сайте налоговой службы в разделе «Разъяснения ФНС, обязательные для применения»).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-sostavit-i-sdat-raschet-po-nalogu-na-pribyl-nalogovomu-agentu/">Как составить и сдать расчет по налогу на прибыль налоговому агенту</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как учесть новогодние расходы</title>
		<link>https://enterfin.ru/kak-uchest-novogodnie-rashody/</link>
					<comments>https://enterfin.ru/kak-uchest-novogodnie-rashody/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 04 Aug 2020 19:51:40 +0000</pubDate>
				<category><![CDATA[Организация налогового учета]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<category><![CDATA[ценные бумаги]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21513</guid>

					<description><![CDATA[<p>Олег Хороший начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России &#160; Премии Премию к празднику или годовую премию за счет чистой прибыли нельзя признать расходом в налоговом учете, поскольку эта выплата не связана с трудовыми показателями (абз. 1 ст. 255, п. 21 ст. 270 НК, письма Минфина от 08.07.2019 № 03-03-06/1/49986, от 03.07.2019 № 03-03-07/48770, от 19.05.2017 № 03-03-06/1/30897 и от 22.07.2016 № 03-03-06/1/42954). Такие же правила применяются при расчете [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-uchest-novogodnie-rashody/">Как учесть новогодние расходы</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><span class="author__name">Олег Хороший </span><span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой политики Минфина России</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Премии</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-789033" class="inimg aligncenter" 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" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="6">Премию к празднику или годовую премию за счет чистой прибыли нельзя признать расходом в налоговом учете, поскольку эта выплата не связана с трудовыми показателями (абз. 1 ст. 255, п. 21 ст. 270 НК, письма Минфина от 08.07.2019 № 03-03-06/1/49986, от 03.07.2019 № 03-03-07/48770, от 19.05.2017 № 03-03-06/1/30897 и от 22.07.2016 № 03-03-06/1/42954). Такие же правила применяются при расчете налога при упрощенке (подп. 6 п. 1, п. 2 ст. 346.16 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="7">Новогодняя премия облагается страховыми взносами, даже если ее сумма не превышает 4000 руб. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="7">Это следует из ​статьи 420 НК и подтверждает Минфин (письмо от 25.10.2018 № 03-15-06/76608). Однако сумма страховых взносов признается расходом и для целей налога на прибыль, и для целей упрощенки в общем порядке (письмо Минфина от 15.07.2013 № 03-03-06/1/27562). </span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><strong>чтобы учесть премию и взносы с нее в расходах на оплату труда, выдавайте ее не к празднику, а за трудовые показатели</strong></p>
<p class="incut-v4__tag">Производственные премии учитывают при расчете налога на прибыль и единого налога на упрощенке с объектом «доходы – расходы». Главное – пропишите такое стимулирование сотрудников в трудовом или коллективном договоре.</p>
<blockquote>
<p class="incut-v4__tag">Основание – статьи 135, 191 ТК, абзац 1 статьи 255, пункт 21 статьи 270, пункт 1 статьи 346.16 НК и письма Минфина от 08.07.2019 № 03-03-06/1/49986, от 16.12.2016 № 03-03-06/1/75456 и от 16.10.2015 № 03-03-06/59431.</div></div>
</blockquote>
<p>&nbsp;</p>
<div class="incut-v4__icon"></div>
</div>
<h3><span style="text-decoration: underline;">Смотрите проводки, как отразить премии за счет чистой прибыли в бухучете:</span></h3>
<ul class="c-list">
<li>премии к Новому году;</li>
<li>годовой премии по произвольной форме и по форме Т-11а;</li>
<li>премии за счет прибыли текущего года.</li>
</ul>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><strong>с премии к празднику удержите НДФЛ, даже если ее сумма не превышает 4000 руб.</strong></p>
<p class="incut-v4__tag">Премия полностью облагается НДФЛ. Этого требуют правила в подпункте 6 пункта 1 статьи 208, статье 420 НК (письмо Минфина от 25.10.2018 № 03-15-06/76608).</p>
<p class="incut-v4__tag">В справке 2-НДФЛ премии к празднику укажите с кодом 2002 или 2003 – в зависимости от того, за счет каких источников ее выплатили. Читайте подробнее, как отразить в 6-НДФЛ непроизводственную премию. </div></div>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="19"><br />
Отпускные</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17627467" class="inimg" 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" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="22">Когда определяете продолжительность отпуска, исключайте из расчета нерабочие праздничные дни. Пример, как рассчитать отпускные, когда отпуск совпадает с праздниками, смотрите в рекомендации Нужно ли включать в продолжительность отпуска нерабочие праздничные дни.</span></p>
<p><span data-role="phrase" data-phrase-id="23">Отпускные выплатите за три календарных дня до начала отпуска (ст. 136 ТК). При пятидневной рабочей неделе новогодние праздники в 2020 году продлятся до 8 января включительно (см. производственный календарь на 2020 год). Если работник написал заявление на отпуск с 9 января, то выплатить отпускные нужно не позднее последнего рабочего дня декабря. </span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="24">Учет отпускных и страховых взносов по ним в налоговых расходах в ситуации, когда отпуск переходит с одного месяца на другой, зависит от метода учета доходов и расходов. На кассовом методе общего режима и расчете налога при упрощенке отпускные признайте в расходах на день выплаты, страховые взносы – на день перечисления в фонды.</span></p>
<p><span data-role="phrase" data-phrase-id="25">При методе начисления на общем режиме отпускные распределите пропорционально дням отпуска, а страховые взносы признайте в расходах общей суммой на день начисления. </span></p>
<p>&nbsp;</p>
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<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><strong>с отпускных за декабрь – январь НДФЛ перечислите в бюджет в декабре, несмотря на то, что часть отпуска приходится на следующий год</strong></p>
<p class="incut-v4__tag">Включите отпускные в налоговую базу по НДФЛ того месяца, в котором их выплатили (подп. 1 п. 1 ст. 223 НК). Таким образом, отпускные, которые сотрудник получил в декабре, относятся к доходам декабря. Читайте подробнее, как их отразить в 6-НДФЛ и какой код указать в 2-НДФЛ.</div></div>
<div class="incut-v4__icon"></div>
</div>
<p><span data-role="phrase" data-phrase-id="29">Бухгалтерский учет отпускных зависит от того, создавала ли компания резерв под их выплату. Конкретные проводки смотрите в рекомендации Как отразить в бухучете начисление отпускных.</span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="30">Оплата труда в праздники</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-17627456" class="inimg" 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" alt="" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="33">Работу в новогодние праздники оплатите не меньше чем в двойном размере или предоставьте отгул (ст. 153 ТК). Конкретный размер выплат зависит от системы оплаты труда, читайте подробнее, как их рассчитать при повременной или сдельной системе, окладе или исходя из суммированного времени. </span></p>
<p><span data-role="phrase" data-phrase-id="33">Примеры расчета зарплаты смотрите в рекомендациях Как рассчитать доплату за работу в выходные и праздники и Как компенсировать сотруднику работу в командировке в выходной или праздничный день.</span></p>
<p><span data-role="phrase" data-phrase-id="34">Чтобы учесть расходы для целей налога на прибыль или налога при упрощенке, обоснуйте, что выход работников в праздники был обусловлен производственной необходимостью. Причину выхода пропишите в приказе о выходе на работу в праздники: завершение проекта, устранение неполадок и т. д. </span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="35">Оплату труда в январские праздники при методе начисления учтите в зависимости от того, относится она к прямым или косвенным расходам: по мере реализации или на последний день месяца. При кассовом методе признайте расходы на оплату труда после ее выплаты. </span></p>
<p><span data-role="phrase" data-phrase-id="36">При упрощенке оплату труда в январские праздники признавайте на дату погашения долга перед сотрудником. </span></p>
</div>
<p><span data-role="phrase" data-phrase-id="38">Проводки по оплате труда в праздники будут такими же, как и при начислении обычной зарплаты. </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="39">Оформление витрин и офиса</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-789405" class="inimg" 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" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="42">Учесть расходы на праздничное оформление витрин можно, если цель таких украшений – привлечь клиентов. Затраты учтите в составе рекламных расходов при расчете налога на прибыль и единого налога на упрощенке с объектом «доходы минус расходы».</span></p>
</div>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="42"> Об этом – в подпункте 28 пункта 1, пункте 4 статьи 264, подпункте 20 пункта 1, пункте 2 статьи 346.16 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="43">Подтвердят расходы приказ руководителя и отчет о проведенных мероприятиях. В приказе пропишите цель закупки и планируемый результат. Например, так: для привлечения покупателей и увеличения спроса в период новогодних и рождественских праздников.  Рост клиентов и выручки зафиксируйте в отчете о проведенных мероприятиях.</span></p>
<p><span data-role="phrase" data-phrase-id="44">Региональное или местное законодательство может требовать, чтобы предприятия украшали витрины к праздникам. Пример – распоряжение правительства Москвы от 06.12.2006 № 2521-РП. По нему предприятия потребительского рынка и услуг Москвы обязаны украшать витрины к праздникам светодинамическими и декоративными элементами.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="44">В этом случае расходы на украшения можно учесть как прочие экономически обоснованные (подп. 49 п. 1 ст. 264 НК).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><strong>оформление офиса, склада или другого помещения, где покупатели не бывают, безопаснее в налоговых расходах не учитывать</strong></p>
<p class="incut-v4__tag">Компании будет сложно подтвердить, что расходы на новогодние украшения связаны с деятельностью, например улучшают спрос на продаваемые товары (п. 1 ст. 252 НК).</div></div>
<div class="incut-v4__icon"></div>
</div>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="48">Акции для покупателей</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-789036" class="inimg" 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" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<blockquote><p><span data-role="phrase" data-phrase-id="51">Пропишите условия акции в договорах с покупателями или во внутреннем положении. Иначе инспекторы снимут расходы. Подтверждают это постановления арбитражных судов Московского округа от 22.09.2015 № А40-199817/14, от 28.11.2014 № А40-13473/14, Волго-Вятского округа от 03.03.2016 № А43-14608/2013.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="52">Условия о скидках внесите в договор с покупателями или дополнительное соглашение к нему. Важно указать, за что покупатель получает скидку. Например, если приобретает определенный объем товаров.</span></p>
<p><span data-role="phrase" data-phrase-id="53">Когда снижаете цены в канун праздников для всех покупателей, издайте положение о скидках. Пропишите, на какие товары снижаете цены и на сколько, а также период действия скидок. Конкретизируйте и цель акции – привлечь покупателей и быстрее продать сезонные товары.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="53">Это поможет доказать направленность праздничных акций на получение доходов или другого экономического эффекта (п. 1 ст. 252 НК, письма Минфина от 23.09.2019 № 03-03-06/1/72907, от 30.08.2019 № 03-03-06/1/66950 и от 21.05.2019 № 03-03-06/1/36449).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<p class="incut-v4__tag"><strong>сувениры с логотипом можно учесть в расходах</strong></p>
<p class="incut-v4__tag">Сувениры покупателям и контрагентам с логотипом компании можно учесть как нормируемые рекламные расходы. Это следует из подпункта 28 пункта 1, пункта 4 статьи 264, подпункта 20 пункта 1 статьи 346.16 НК.</p>
<p class="incut-v4__tag">Чтобы подтвердить затраты на сувениры, издайте приказ о рекламной акции к Новому году. В приказе укажите, что раздаете календари и ежедневники в рекламных целях неопределенному кругу лиц. </div></div>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="59">Корпоратив</span></h2>
<p><span class="recommendations-v4-block recommendations-v4-image"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-789037" class="inimg" src="data:image/gif;base64,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" width="800" height="187" /></span></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="62">Затраты на корпоративный праздник нельзя учесть при расчете налога на прибыль и налога на упрощенке. Расходы на отдых сотрудников не учитывают при налогообложении, эти расходы экономически необоснованны.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="62">Об этом – в пункте 29 статьи 270 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="63">Расходы на корпоратив компания может отстоять только в суде и при условии, что пригласила на мероприятие деловых партнеров. Тогда расходы на корпоративные мероприятия возможно учесть как представительские. Это нормируемые затраты – 4 процента от расходов на оплату труда. Такой вариант рискованный.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">В свою защиту обозначьте в документах цель мероприятия. Например, в приказе о проведении мероприятия укажите, что корпоративный вечер проводите, чтобы:</span></h3>
<ul class="c-list">
<li>подвести итоги работы организации;</li>
<li>продемонстрировать деловым партнерам достижения компании.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="65">В регламенте вечера предусмотрите время для переговоров и презентаций. На праздник пригласите не только сотрудников, но и представителей других организаций.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="65">Зафиксируйте это в отчете о представительских расходах (постановление ФАС Уральского округа от 19.01.2012 № А50-3964/2011).</span></p></blockquote>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p>&nbsp;</p>
</div>
<div class="incut-v4 incut-v4-advice" data-role="phrase-incut">
<p class="incut-v4__tag"><div class="sue-icon-panel" data-url="" style="background-color:#fed4d5;color:#121f1a;border-radius:5px;-moz-border-radius:5px;-webkit-border-radius:5px;box-shadow:0px 0px 0px #eeeeee;-moz-box-shadow:0px 0px 0px #eeeeee;-webkit-box-shadow:0px 0px 0px #eeeeee;border:0px dotted #cccccc"><div class="sue-icon-panel-head"><i class="fa fa-exclamation" style="font-size:56px;color:#ec2020"></i></div><div class="sue-icon-panel-content sue-content-wrap" style="text-align:left"><strong>СОВЕТ</strong></p>
<blockquote>
<p class="incut-v4__tag">на стоимость новогоднего корпоратива НДФЛ и страховые взносы не начисляйте (письмо Минфина от 03.08.2018 № 03-04-06/55047).</p>
</blockquote>
<p>&nbsp;</p>
<p class="incut-v4__tag">Персональный учет доходов каждого сотрудника на таком мероприятии невозможен.</div></div>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-uchest-novogodnie-rashody/">Как учесть новогодние расходы</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>Куда представлять консолидированную финансовую отчетность</title>
		<link>https://enterfin.ru/kuda-predstavlyat-konsolidirovannuyu-finansovuyu-otchetnost/</link>
					<comments>https://enterfin.ru/kuda-predstavlyat-konsolidirovannuyu-finansovuyu-otchetnost/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 28 Mar 2020 18:08:30 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21030</guid>

					<description><![CDATA[<p>Андрей Кизимов, действительный государственный советник РФ 3-го класса, кандидат экономических наук Сергей Пушкин, директор по аудиту ООО «Кроу Русаудит» Организации, которые составляют консолидированную финансовую отчетность, обязаны представить и раскрыть ее. Куда представлять отчетность и в какие сроки, читайте в этой рекомендации. &#160; Кому представить консолидированную отчетность &#160; Отчетность представляют двум категориям пользователей: акционерам, учредителям, собственникам; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kuda-predstavlyat-konsolidirovannuyu-finansovuyu-otchetnost/">Куда представлять консолидированную финансовую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong>Андрей Кизимов, действительный государственный советник РФ 3-го класса, кандидат экономических наук</strong></p>
<p><strong>Сергей Пушкин, директор по аудиту ООО «Кроу Русаудит»</strong></p>
<blockquote><p>Организации, которые составляют консолидированную финансовую отчетность, обязаны представить и раскрыть ее. Куда представлять отчетность и в какие сроки, читайте в этой рекомендации.</p></blockquote>
<p>&nbsp;</p>
<h2 style="text-align: center;">Кому представить консолидированную отчетность</h2>
<p>&nbsp;</p>
<p><em><strong>Отчетность представляют двум категориям пользователей:</strong></em></p>
<ul>
<li>акционерам, учредителям, собственникам;</li>
<li>в Банк России .</li>
</ul>
<h3 style="text-align: center;"><em><strong>Отчетность акционерам, учредителям, собственникам</strong></em></h3>
<p><span data-role="phrase" data-phrase-id="6">Годовую отчетность акционерам, учредителям, собственникам представляют все <a href="#/document/16/58763/" data-anchor="/document/16/57864/backlinkanchor7/">компании, которые составляют консолидированную финансовую отчетность</a>. Промежуточную отчетность представляют, если в уставе компании участники предусмотрели такую обязанность. Если в уставе положений о промежуточной консолидированной отчетности нет, компании отчитываются перед акционерами, учредителями, собственниками только по итогам года.</span></p>
<p><span data-role="phrase" data-phrase-id="7">Это указано в частях <a href="#/document/99/902228072/ZAP25QE3HG/" data-anchor="/document/16/57864/backlinkanchor9/">1</a> и <a href="#/document/99/902228072/ZAP26QM3HS/" data-anchor="/document/16/57864/backlinkanchor11/">2</a> статьи 4 Закона от 27.07.2010 № 208-ФЗ.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><em><strong>Отчетность в Банк России</strong></em></h3>
<p><em><strong>В Банк России представляют отчетность по итогам года:</strong></em></p>
<p><span data-role="phrase" data-phrase-id="10">– кредитные организации;<br />
– страховые организации;<br />
– негосударственные пенсионные фонды и управляющие компании инвестиционных фондов, паевых инвестиционных фондов и негосударственных пенсионных фондов;<br />
– клиринговые организации;<br />
– головные организации банковских холдингов, ценные бумаги которых допущены к торгам и включены в котировальный список.</span></p>
<p><span data-role="phrase" data-phrase-id="11">Также Банк России может обязать эти компании представить промежуточную отчетность.</span></p>
<p><span data-role="phrase" data-phrase-id="12"><strong><span style="color: #ff0000;">Это следует из частей</span> <a href="#/document/99/902228072/ZAP25QE3HG/" data-anchor="/document/16/57864/backlinkanchor23/">1</a>, <a href="#/document/99/902228072/ZAP26QM3HS/" data-anchor="/document/16/57864/backlinkanchor25/">2</a> статьи 4 Закона от 27.07.2010 № 208-ФЗ</strong>.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Когда представить</h2>
<p>&nbsp;</p>
<p><em><strong>Годовую и промежуточную консолидированную финансовую отчетность представляют акционерам, учредителям, собственникам в разные сроки:</strong></em></p>
<ul>
<li>годовую подают не позднее 120 календарных дней после того, как закончился отчетный год;</li>
<li>промежуточную – не позднее 60 календарных дней после окончания отчетного периода.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="16">Если последний день срока – выходной или праздничный, представьте отчетность в следующий за ним рабочий день.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="17">Отчетность за 2018 год представьте акционерам, учредителям и собственникам не позже 30 апреля 2019 года. Сроки для промежуточной отчетности зависят от отчетного периода, который установила компания. Если формируете отчетность поквартально, то в 2019 году крайние сроки – 30 мая, 29 августа и 29 ноября. Если отчетный период – полугодие, то отчитайтесь не позднее 29 августа 2019 года.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="18"><a href="#/document/16/57864/ogr9/" data-role="phrase-anchor" data-doc-id="57864" data-mod-id="16" data-phrase-anchor="bssPhr18">Для компаний, которые представляют отчетность в Банк России</a>, действуют другие сроки. Их устанавливает Банк России в указаниях, которые публикует на <a href="https://www.cbr.ru/analytics/?PrtId=msfo_23217_41739">официальном сайте</a>. Такие правила следуют из частей <a href="#/document/99/902228072/ZAP28GO3KO/" data-anchor="/document/16/57864/backlinkanchor27/">7</a> и <a href="#/document/99/902228072/ZAP1JJ238S/" data-anchor="/document/16/57864/backlinkanchor29/">7.1</a> статьи 4 Закона от 27.07.2010 № 208-ФЗ.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="19">Как представлять отчетность</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="20">Акционерам, учредителям и собственникам консолидированную финансовую отчетность подают в порядке, который установили в уставе компании.</span></p>
<p><span style="color: #ff0000;" data-role="phrase" data-phrase-id="21">В Банк России отчитываются по правилам, которые закреплены в <a style="color: #ff0000;" href="#/document/99/420221452/" data-anchor="/document/16/57864/backlinkanchor31/">указаниях Банка России от 01.09.2014 № 3374-У</a>.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="22">Это следует из частей <a href="#/document/99/902228072/ZAP1Q3E3BR/" data-anchor="/document/16/57864/backlinkanchor33/">3</a> и <a href="#/document/99/902228072/ZAP1QKG3A6/" data-anchor="/document/16/57864/backlinkanchor35/">5</a> статьи 4 Закона от 27.07.2010 № 208-ФЗ, указаний ЦБ от 01.09.2014 № 3374-У, от 14.12.2017 № 4645-У.</span></p></blockquote><p>The post <a href="https://enterfin.ru/kuda-predstavlyat-konsolidirovannuyu-finansovuyu-otchetnost/">Куда представлять консолидированную финансовую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как раскрыть консолидированную финансовую отчетность</title>
		<link>https://enterfin.ru/kak-raskryt-konsolidirovannuyu-finansovuyu-otchetnost/</link>
					<comments>https://enterfin.ru/kak-raskryt-konsolidirovannuyu-finansovuyu-otchetnost/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 24 Mar 2020 16:35:46 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[ценные бумаги]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21021</guid>

					<description><![CDATA[<p>Андрей Кизимов, действительный государственный советник РФ 3-го класса, кандидат экономических наук &#160; Компании, которые составляют консолидированную финансовую отчетность, обязаны раскрывать ее внешним пользователям – банкам, инвесторам, поставщикам и другим. То есть опубликовать или разместить в источниках, которые доступны внешним пользователям. Правило действует для компаний, которые консолидируют отчетность по требованию закона и по уставу, для остальных [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-raskryt-konsolidirovannuyu-finansovuyu-otchetnost/">Как раскрыть консолидированную финансовую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong>Андрей Кизимов, действительный государственный советник РФ 3-го класса, кандидат экономических наук</strong></p>
<p>&nbsp;</p>
<blockquote><p>Компании, которые составляют консолидированную финансовую отчетность, обязаны раскрывать ее внешним пользователям – банкам, инвесторам, поставщикам и другим. То есть опубликовать или разместить в источниках, которые доступны внешним пользователям. Правило действует для компаний, которые консолидируют отчетность по требованию закона и по уставу, для остальных – добровольно.<br />
Как и в какой срок раскрывать отчетность – читайте в рекомендации.</p></blockquote>
<h2></h2>
<h2 style="text-align: center;">За какой период раскрывать консолидированную отчетность</h2>
<p>&nbsp;</p>
<p><span data-role="phrase">Консолидированная финансовая отчетность бывает за год и промежуточная. Годовую отчетность обязаны раскрывать все компании, которые ее составляют.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Промежуточную отчетность раскрывают кредитные организации, а также эмитенты, чьи ценные бумаги допущены к торгам и включены в котировальный список.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="6">Если в консолидированной отчетности любой компании есть сведения, которые составляют государственную тайну, и эти сведения нельзя отделить от отчетности, такую отчетность не раскрывают.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="7">Это следует из частей 1, 6 и 8 статьи 7 Закона от 27.07.2010 № 208-ФЗ, части 1 статьи 3 Закона от 03.07.2016 № 262-ФЗ.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Каким способом раскрыть консолидированную отчетность</span></h2>
<p>&nbsp;</p>
<p><span style="color: #ff0000;" data-role="phrase">Раскрыть отчетность можно тремя способами.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="10"><strong>Способ 1. Разместить в Интернете.</strong> Отчетность можно опубликовать на официальном сайте компании или на специальных сайтах. Например, на www.open.vestnikao.ru, www.e-disclosure.ru. Если размещаете отчетность не на сайте компании, укажите на нем информацию о месте, где пользователи могут найти отчетность.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="11">Отчетность должна быть доступна пользователям в течение трех лет со дня, когда ее опубликовали. В составе размещенной информации должно быть и аудиторское заключение по годовой отчетности, и другие аудиторские документы по промежуточной.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="12"><strong>Способ 2. Опубликовать отчетность в СМИ</strong>. Название печатного издания укажите в уставе компании или решении общего собрания акционеров. Выбрать можно любой журнал или газету. Главное, чтобы они были доступны заинтересованным лицам. Если компания небольшая и все акционеры находятся в одном регионе, можно использовать региональное печатное издание. Если акционеры из нескольких регионов, выберите издание, которое выходит по всей стране. Например, «Российскую газету».</span></p>
<p><span data-role="phrase" data-phrase-id="13"><strong>Способ 3. Раздать или разослать отчетность адресатам.</strong> Можно издать буклеты или брошюры и распространить их среди акционеров.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="14">Такие правила следуют из частей 2, 3, 4 статьи 7 и части 3 статьи 5 Закона от 27.07.2010 № 208-ФЗ и информационного сообщения Минфина от 07.07.2016 № ИС-учет-4.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Когда раскрыть консолидированную отчетность</h2>
<p>&nbsp;</p>
<p><span data-role="phrase">Консолидированную финансовую отчетность раскрывают не позднее 30 календарных дней с даты, когда закончится срок предоставления отчетности. Если последний день срока пришелся на выходной или нерабочий праздник, сдайте отчет в первый за ним рабочий день.</span></p>
<p><span data-role="phrase" data-phrase-id="17">Отчетность за 2018 год раскройте до 30 мая 2019 года (включительно).</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="18">Сроки раскрытия промежуточной отчетности зависят от отчетного периода, который установила компания. Если формируете отчетность поквартально, то в 2019 году крайние сроки – 1 июля, 30 сентября, 30 декабря. Если отчетный период – полугодие, то опубликовать на сайте компании отчетность или информацию о месте раскрытия надо до 30 сентября 2019 года (включительно).</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="19">Для организаций банковской сферы Банк России может установить другие сроки раскрытия отчетности, сокращенные. На сегодняшний день сроки для головных кредитных организаций банковской группы установлены в Указании ЦБ от 14.12.2017 № 4645-У, для головных организаций банковских холдингов – в Указании ЦБ от 27.11.2017 № 4619-У.</span></p>
<p><span data-role="phrase" data-phrase-id="20">Это следует из частей 5, 6 статьи 7 Закона от 27.07.2010 № 208-ФЗ.</span></p>
<p><span data-role="phrase" data-phrase-id="21">Для эмитентов, которые образуют группу, в случае регистрации проспекта, допуска биржевых облигаций или российских депозитарных расписок к организованным торгам с представлением бирже проспекта указанных ценных бумаг, также установлены специальные сроки раскрытия консолидированной отчетности. Годовую отчетность надо раскрыть в течение трех дней после даты аудиторского заключения, но не позднее 120 календарных дней с даты, когда закончится отчетный год. </span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="21">Крайний срок для отчетности за 2018 год – 30 апреля 2019 года. Промежуточную – в течение трех дней с даты составления, но не позже 60 календарных дней с даты окончания второго квартала отчетного года. Крайний срок для отчетности за полугодие 2019 года – 29 августа 2019 года.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="22">Такие правила следуют из пункта 12 статьи 30 Закона от 22.04.1996 № 39-ФЗ, пунктов 2.17, 67.3, 68.2 положения ЦБ от 30.12.2014 № 454-П.</span></p><p>The post <a href="https://enterfin.ru/kak-raskryt-konsolidirovannuyu-finansovuyu-otchetnost/">Как раскрыть консолидированную финансовую отчетность</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</title>
		<link>https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 21 Mar 2020 15:49:19 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=21013</guid>

					<description><![CDATA[<p>Владислав Волков, заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России По итогам года ИП представляют декларацию 3-НДФЛ, в которой самостоятельно исчисляют общую сумму налога. В этой рекомендации – как правильно заполнить и подать декларацию в инспекцию. Кто сдает &#160; Предприниматели на общей системе налогообложения обязаны составлять декларацию по НДФЛ. Причем неважно, были у [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl/">Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong>Владислав Волков, заместитель начальника Управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС России</strong></p>
<blockquote><p><span data-role="phrase" data-phrase-id="1">По итогам года ИП представляют декларацию 3-НДФЛ, в которой самостоятельно исчисляют общую сумму налога. В этой рекомендации – как правильно заполнить и подать декларацию в инспекцию.</span></p></blockquote>
<h2></h2>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Кто сдает</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="26">Предприниматели на общей системе налогообложения обязаны составлять декларацию по НДФЛ. Причем неважно, были у коммерсанта доходы и движение по счету в течение года или нет – декларацию 3-НДФЛ надо сдать в любом случае. Единая налоговая упрощенная декларация ее не заменяет. Такие разъяснения даны в письме Минфина от 30.10.2015 № 03-04-07/62684 (доведено до сведения инспекций письмом ФНС от 09.11.2015 № БС-4-11/19548).</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="3">По какой форме сдавать</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="30">Форма 3-НДФЛ, порядок ее заполнения, а также формат представления налоговой декларации в электронной форме утверждены приказом ФНС от 03.10.2018 № ММВ-7-11/569. По данной форме отчитывайтесь за 2018 год и последующие отчетные периоды.</span></p></blockquote>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Когда сдавать</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="34">Декларацию по форме 3-НДФЛ за истекший налоговый период (год) представляйте не позднее 30 апреля года, следующего за отчетным (п. 1 ст. 229 НК).</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="35">Если прекращаете деятельность в качестве предпринимателя до окончания года, декларацию сдайте не позже пяти дней с даты регистрации в ЕГРИП прекращения деятельности (п. 3 ст. 229 НК, письмо ФНС от 13.01.2016 № БС-4-11/114).</span></p>
<p><span data-role="phrase" data-phrase-id="39">Сдавать декларацию необходимо и в том случае, если у предпринимателя за истекший год доходов не было вообще либо они были меньше, чем расходы (ст. 229 НК). Освобождения от подачи нулевой декларации НК для предпринимателей не содержит.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Куда сдавать</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="43">Декларацию по форме 3-НДФЛ сдавайте в одном экземпляре в налоговую инспекцию по местожительству (подп. 4 п. 1 ст. 23, п. 1 ст. 83 НК).</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Как сдать</span></h2>
<p>&nbsp;</p>
<p><strong><em>Налоговую декларацию предприниматели вправе сдать в инспекцию:</em></strong></p>
<ul>
<li>на бумаге (лично, через уполномоченного представителя или по почте). По просьбе предпринимателя на ее копии инспектор обязан поставить штамп с указанием даты приема, регистрационный номер и свою подпись (абз. 2 п. 4 ст. 80 НК);</li>
<li>в электронном виде по телекоммуникационным каналам связи.</li>
</ul>
<p><strong><span style="color: #ff0000;" data-role="phrase" data-phrase-id="49">Об этом сказано в пунктах 3 и 4 статьи 80 НК.</span></strong></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Какие разделы включить</span></h2>
<p>&nbsp;</p>
<p><em><strong>В составе декларации по форме 3-НДФЛ предприниматели обязаны представить в налоговую инспекцию:</strong></em></p>
<ul>
<li>титульный лист;</li>
<li>раздел 1;</li>
<li>раздел 2;</li>
<li>приложение 3.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="55">Остальные листы декларации заполняются при необходимости, то есть при наличии данных, влияющих на расчет НДФЛ. Это следует из раздела II Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Как заполнить</h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="68">Правила заполнения декларации по форме 3-НДФЛ изложены в Порядке, утвержденном приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p>
<p><span data-role="phrase" data-phrase-id="69">Текстовые поля декларации заполняются заглавными печатными символами слева направо, начиная с крайней левой ячейки, либо с левого края поля, отведенного для записи значения показателя. Если какое-либо поле не заполняется, нужно поставить прочерк – провести прямую линию посередине по всей длине поля (т. е. перечеркнуть всю строку). Когда показатель меньше, чем число отведенных для него ячеек, в незаполненных ячейках правой части поля ставятся прочерки.</span></p>
<p><em><strong>Порядок заполнения декларации на компьютере (с последующей распечаткой) имеет некоторые особенности:</strong></em></p>
<ul>
<li>значения числовых показателей (т. е. тех, которые заполняются в рублях или другой валюте) выравниваются по правому краю. Это значит, что пустые ячейки, если они есть, должны остаться слева;</li>
<li>прочерки в пустых ячейках можно не ставить;</li>
<li>использовать можно только шрифт Courier New высотой 16–18 пунктов.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="72">Об этом сказано в пунктах 1.12–1.13 Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="73">После заполнения декларации проставьте сквозную нумерацию заполненных страниц в поле «Стр.». Поле «Стр.» имеет три ячейки. Для первой страницы в поле «Стр.» укажите «001», для пятнадцатой – «015» (п. 1.14 Порядка, утв. приказом ФНС от 03.10.2018 № ММВ-7-11/569).</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="74">Декларацию заполняйте в рублях и копейках. В полных рублях исчисляется только сумма налога. То есть сумму налога менее 50 коп. отбрасывайте, а сумму налога 50 коп. и более округляйте до полного рубля.</span></p>
<p><span data-role="phrase" data-phrase-id="75">Не допускается исправление ошибок с помощью корректирующих средств. Если какие-либо показатели для заполнения декларации отсутствуют, то в соответствующих строках и графах поставьте прочерки. Дробные числовые показатели указывайте в том же порядке, что и целые (слева направо с проставлением прочерков в последних ячейках, оставшихся пустыми). </span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="75">Например, если показатель «доля в праве собственности» имеет значение 1/3, то данный показатель указывается в двух полях по три ячейки каждое следующим образом: «1&#8212;» – в первом поле, знак «/» или «.» – между полями и «3&#8212;» – во втором поле. При заполнении декларации на компьютере числовые показатели выравниваются по правому краю (т. е. незаполненными остаются левые ячейки). После того как декларация составлена, последовательно пронумеруйте все страницы.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="76">Такие правила предусмотрены в разделе I Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569. Подробнее об оформлении налоговых деклараций см. Как оформить налоговую отчетность.</span></p>
<p><strong><em>На титульном листе декларации укажите:</em></strong></p>
<p><span data-role="phrase" data-phrase-id="81">– ИНН;</span></p>
<p><span data-role="phrase" data-phrase-id="82">– номер корректировки (для первичной декларации «0&#8212;», при представлении уточненной декларации указывается номер корректировки «1&#8212;» («2&#8212;» и т. д.));</span></p>
<p><span data-role="phrase" data-phrase-id="83">– фамилию, имя, отчество предпринимателя полностью, без сокращений, в соответствии с документом, удостоверяющим личность. Для иностранных физических лиц допускается при написании фамилии, имени и отчества использование букв латинского алфавита;</span></p>
<p><span data-role="phrase" data-phrase-id="84">– код налогового периода – «34»;</span></p>
<p><span data-role="phrase" data-phrase-id="85">– код категории налогоплательщика согласно приложению 1 к Порядку, утвержденному приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p>
<p><span data-role="phrase" data-phrase-id="86">На титульном листе должны быть дата заполнения и подпись предпринимателя или его представителя.</span></p>
<p><span data-role="phrase" data-phrase-id="87">Такие правила предусмотрены в разделе III Порядка, утвержденного приказом ФНС от 03.10.2018 № ММВ-7-11/569.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="88"><strong>В приложении 3 </strong>декларации покажите доходы от предпринимательской деятельности и расходы, учитываемые в составе профессионального вычета. Если у предпринимателя есть право на иные вычеты, заполните дополнительные листы. Так, например, стандартные вычеты показывают в приложении 5 декларации.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="89"><strong>В раздел 2</strong> перенесите данные для расчета налога из приложения 3 (и остальных заполненных листов при наличии таковых).</span></p>
<p><em><strong>В разделе 1 нужно указать:</strong></em></p>
<ul>
<li>коды ОКТМО в соответствии с приказом Росстандарта от 14.06.2013 № 159-ст;</li>
<li>КБК по НДФЛ;</li>
<li>итоговую сумму налога к уплате (возврату)</li>
</ul>
<blockquote><p>Платежи в систему «Платон» могут превышать начисленный транспортный налог. Минфин разъяснил, что эту разницу организации вправе учесть при расчете налога на прибыль в составе прочих расходов (письмо Минфина от 11.01.2016 № 03-03-РЗ/64). Предприниматели на общей системе налогообложения по аналогии могут уменьшить НДФЛ. Превышение платежа за большегрузы в систему «Платон» над транспортным налогом отразите в составе профессиональных вычетов.</p></blockquote>
<p><span data-role="phrase" data-phrase-id="140">Разницу между платежом в «Платон» и транспортным налогом учтите при расчете показателя по строке 044 приложения 3 «Доходы, полученные от предпринимательской, адвокатской деятельности и частной практики, а также расчет профессиональных налоговых вычетов» к декларации 3-НДФЛ. Этот показатель сформирует значение по строке 060 приложения 3. </span></p><p>The post <a href="https://enterfin.ru/kak-predprinimatelyu-sostavit-i-sdat-deklaratsiyu-po-forme-3-ndfl/">Как предпринимателю составить и сдать декларацию по форме 3-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Четыре принципа для консолидированной отчетности</title>
		<link>https://enterfin.ru/chetyre-printsipa-dlya-konsolidirovannoj-otchetnosti/</link>
					<comments>https://enterfin.ru/chetyre-printsipa-dlya-konsolidirovannoj-otchetnosti/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 03 Mar 2020 13:09:29 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<category><![CDATA[валюта]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20972</guid>

					<description><![CDATA[<p>Андрей Кизимов, действительный государственный советник РФ 3-го класса, кандидат экономических наук Сергей Пушкин, директор по аудиту ООО «Кроу Русаудит» Принципы консолидации – это правила, по которым готовят достоверную консолидированную финансовую отчетность. Существуют четыре основных принципа: единая учетная политика; единая отчетная дата; единая валюта; отчетность группы как единой компании. В этой рекомендации читайте подробно про каждое правило и как его применять. &#160; Принцип [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/chetyre-printsipa-dlya-konsolidirovannoj-otchetnosti/">Четыре принципа для консолидированной отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<div class="doc-author doc-author_viewtype_list">
<div class="author">
<div class="author__about"><strong><span class="author__name">Андрей Кизимов</span>, <span class="author__props">действительный государственный советник РФ 3-го класса, кандидат экономических наук</span></strong></div>
</div>
<div class="author">
<div class="media author__portrait"></div>
<div class="author__about"><strong><span class="author__name">Сергей Пушкин</span>, <span class="author__props">директор по аудиту ООО «Кроу Русаудит»</span></strong></div>
</div>
</div>
<div></div>
<div></div>
<div class="js-textsearch">
<blockquote><p><strong>Принципы консолидации – это правила, по которым готовят достоверную консолидированную финансовую отчетность.</strong></p></blockquote>
<p><em><strong>Существуют четыре основных принципа:</strong></em></p>
<ul class="c-list">
<li>единая учетная политика;</li>
<li>единая отчетная дата;</li>
<li>единая валюта;</li>
<li>отчетность группы как единой компании.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="4">В этой рекомендации читайте подробно про каждое правило и как его применять.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Принцип единой учетной политики</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="7">Принцип единой учетной политики – к одинаковым группам активов, обязательств и операций надо применять одинаковые методы учета (п. 19 МСФО (IFRS) 10). Разная методология учета дочерних компаний влияет на оценку показателей их индивидуальной отчетности.</span></p>
<p><em><strong>Достичь цели единой учетной политики можно двумя способами:</strong></em></p>
<ul class="c-list">
<li>либо обязать компании группы соблюдать единую учетную политику;</li>
<li>либо скорректировать индивидуальную отчетность перед составлением консолидированной (п. В87 МСФО (IFRS) 10). Корректировки отразите в документе, который обычно называют финансовой информацией.</li>
</ul>
<p><span style="color: #ff0000;"><strong>Финансовая информация – документ произвольной формы. Покажем, как его составить, на примере одной учетной статьи.</strong></span></p>
<div class="incut incut-example" data-role="phrase-incut">
<div class="incut-head incut-head-with-control"><span class="incut-head-control">Пример, как составить финансовую информацию (фрагмент)</span></div>
</div>
<p><em><strong>Чтобы понять, есть ли различия в методах учета, проверьте перед консолидацией, как дочерняя компания определяет:</strong></em></p>
<ul class="c-list">
<li>модель учета для одних и тех же классов активов. Например, материнская компания учитывает объекты недвижимости по справедливой стоимости, дочерняя – по первоначальным затратам за минусом накопленной амортизации. При консолидации необходимо провести переоценку и ее результаты отразить в финансовой информации. При этом при составлении индивидуальной отчетности дочерняя компания может продолжать использовать свою модель учета недвижимости;</li>
<li>сроки полезного использования внеоборотных активов;</li>
<li>стоимость запасов при их списании;</li>
<li>возмещаемую стоимость запасов;</li>
<li>возмещаемую стоимость дебиторской задолженности;</li>
<li>подходы в классификации и определении справедливой стоимости финансовых инструментов;</li>
<li>оценочные резервы.</li>
</ul>
<blockquote><p><span data-role="phrase" data-phrase-id="17">Если нашли различия в способах учета, то индивидуальную отчетность компаний нужно скорректировать под единую учетную политику группы. Подробнее об этом см. Как составить консолидированную финансовую отчетность.</span></p></blockquote>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="19">Принцип единой отчетной даты</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="20">Суть принципа в том, что отчетность консолидируемых компаний должна быть составлена за один и тот же период, на одну и ту же дату. Обычно консолидированную отчетность составляют на дату отчетности материнской компании. Если даты отчетного периода разные, то дочерняя компания готовит дополнительную финансовую информацию на дату отчетности материнской (п. В92 МСФО (IFRS) 10).</span></p></blockquote>
<p><em>Например, компания «М» составляет консолидированную отчетность за финансовый год, закончившийся 30 сентября текущего года. Отчетность включает показатели компании «Д», у которой нет обязанности составлять отчетность за промежуточные периоды. Соответственно, бухгалтер компании «Д» отчетность на 30 сентября делает только для целей консолидации. Также бухгалтер к результатам отчетности за девять месяцев текущего года должен добавить результаты за IV квартал предыдущего года.</em></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="23">Принцип единой валюты представления</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="24">Вся отчетность, которую компания представляет пользователям, должна быть в одной определенной валюте (п. 8 МСФО (IAS) 21). Валюта представления консолидированной отчетности – российский рубль, если иное не предусмотрено российским законодательством (п. 6 ст. 4 Закона от 27.07.2010 № 208-ФЗ). Так, согласно части 15 статьи 2 Закона от 03.08.2018 № 290-ФЗ, международные компании сами определяют валюту представления финансовой отчетности. Данная норма применяется начиная с составленной бухгалтерской (финансовой) отчетности, включающей в себя период после 25.12.2018 (ч. 6 ст. 4 Закона от 27.07.2010 № 208-ФЗ и ч. 13, 14, 15 ст. 2 Закона от 03.08.2018 № 290-ФЗ).</span></p>
<p><span data-role="phrase" data-phrase-id="25">Компания может использовать в своей деятельности не только рубль, но и другую валюту. Ее называют функциональной (п. 8 МСФО (IAS) 21). Например, если компания ведет деятельность на территории России, то функциональной валютой будет рубль. У российских дочек зарубежных холдингов функциональной будет валюта материнской компании. Закон обязывает представлять отчетность в рублях, но не запрещает составлять отчетность и вести учет в другой валюте, например долларах или евро (информационное сообщение Минфина от 17.11.2014).</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="26">Для целей консолидации индивидуальные отчетности компаний пересчитывают в единую валюту. Для пересчета балансовых статей применяют официальный курс обмена валюты на конец отчетного периода. Это курс, который установлен денежным регулятором страны резидентства материнской компании. Например, в России это официальный курс ЦБ РФ.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="27">Показатели отчета о финансовых результатах пересчитывают по обменным курсам на даты соответствующих операций. Но такой пересчет очень трудоемкий, поэтому если у компании нет возможности перевести каждую операцию, то используют средний курс за отчетный период. На практике средний курс рассчитывает материнская компания и сообщает дочерним компаниям.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="28">Из-за разных курсов, которые применяют для пересчета балансовых статей и показателей отчетов о финансовых результатах, возникают разницы. Они оказывают незначительное влияние на результат компании. Поэтому их не отражают в составе прибыли или убытка, а показывают отдельной строкой в разделе «Капитал» отчетности компании. Такие правила следуют из пунктов 38–41 МСФО (IAS) 21.</span></p></blockquote>
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t8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFH/AA9i/ZZ/6OW+AP8A4cPR/wD5Io/4dO/ss/8ARtPwB/8ADeaP/wDI9H/Dp39ln/o2n4A/+G80f/5HoAP+HsX7LP8A0ct8Af8Aw4ej/wDyRR/w9i/ZZ/6OW+AP/hw9H/8Akij/AIdO/ss/9G0/AH/w3mj/APyPR/w6d/ZZ/wCjafgD/wCG80f/AOR6AD/h7F+yz/0ct8Af/Dh6P/8AJFeyeEfF2leOvCul65oupafrOh63ape2F/ZXKXFrfwSIJI5Y3T5JI5E+cODggjGc143/AMOnf2Wf+jafgD/4bzR//kej/gk5/wAotP2a/wDslfhf/wBNNtQB9BUUUUAFfPv7G3/JxH7V/wD2VWw/9QjwpX0FXz7+xt/ycR+1f/2VWw/9QjwpQB9BUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHz78Sf+Upvwb/7JX47/wDTt4Or6Cr59+JP/KU34N/9kr8d/wDp28HV9BUAFfl//wAFzf8Ago9+09/wSX+EWk/Erw/ffA3xh4T8R+LP+EetNN1HwbqdrfaYskF1cW++dNXMdwRHbOkkgigycERoDiv1Ar8f/wDg9P8A+UWngD/sqen/APpp1egDgP8Aglf/AMFov28v+Cuw8cn4aeH/ANkLRv8AhX32D+0D4lsfENt5v2z7T5fl/Z7mfp9jkzv2f8s8ZzXY/wDBTD/gpr/wUG/4JTfArR/iJ8RdH/Y01jRda1+38OW8Phu08SXF0lxJb3Nx5jC4ngTy/LtJP485KcY5rw7/AIMZfu/tRf8Acqf+5qvf/wDg9P8A+UWngD/sqen/APpp1egDP/4Ihf8ABZD9rP8A4LK638RoYbj9nv4e6f8ADyLT3uJ28Faxq0t1JefafLjSP+24AP8Aj0kyS9fshX4Af8GMv3f2ov8AuVP/AHNV9q/8Fmv+C7Hir/gjp8QvCFjq3wU0fxx4Z8dfa20DVLfx5JZXkhtEthc/abU6bIsGJLtAnlyyB0GTsP7sAH6VUV+bfhT/AIKr/Hz9s3/glbB+0D+z38I/Atn4jS2v7/UNI8X63e3kcUdncXEckFmLeC3+2yyRW4fd5lvHHJJ5f7ySOQDqP+CIn/Bb3w7/AMFdfAHiC2n0P/hDfiN4RMUur6Qlz9ptbq2k4juLeQ4OzIxJGeYzjrvFAH35RX5M/wDBVb/g5M8Tf8Env2pU+Gfij9n/AEbxR/aOmf27o2p6d8RZI/tWnyXNzbQSTxyaXmC4P2Z/MjDyBM8SSda+ln/4KK/FGP8A4JYf8NON8HPA6t/wj3/Cc/8ACMn4jT/8i7/Zv23zftf9k4+29vsnleXjn7Rv/dUAfaFFfkz/AMEp/wDg5K8U/wDBWL9qQ/DPwp+z/ovhn+z9M/t3WdU1H4iSS/YdPS5traeSKOPS8z3A+0x+XGXjD45kj61J/wAFUv8Ag448Yf8ABJ79pyT4b+KP2fNL8VWtxp8es6ZrWnfEKREubCe5uYLc3CPpX+j3D/Y5SYvMkAxxJJ9+gD9YqK8p/Y0/an8M/ttfsz+C/ir4RnWTQfGulx6jHB5qSSWEp4lt5NmR5sUokjkGeHjNfJP/AAWy/wCC72if8Ec77wLpP/CCN8SPEXjaO5u5LBNbGkppdrB5cYld/InP7yRyEQR/8s5MnOMgH6GUV8nf8Epv+ChHij/go9+ylZfGTxB8P9E+GvhXxA066FBb+K31q5uUt7m4trmS5H2K3jtwJLf5CJJPMBJPl4G/yT9mv/gr/r3/AAU+/af+JHw+/Zrh8J2PhH4Z2cD6h8Q/FFncara6leSyyRxRWemW9xbSSW7i3nP2h7pPu/6vp5gB+hlFfnD/AMEuP+C8un/tl/tYeNv2ffiX4d0/4e/GjwfquoaZHb2WpfbtH8RyafJJHdizkkSOQSJ5cknlkEmOMyA8SAeb/wDBVb/g5M8Tf8Env2pU+Gfij9n/AEbxR/aOmf27o2p6d8RZI/tWnyXNzbQSTxyaXmC4P2Z/MjDyBM8SSdaAP1mor4x/4eIfFL/h1j/w0v8A8Kd8Gb/+Ed/4T7/hF/8AhYdx/wAi7/Zn9o+f9r/sj/j8xx9m8ry8c/ac/u6+Z/8AglP/AMHJXin/AIKxftSH4Z+FP2f9F8M/2fpn9u6zqmo/ESSX7Dp6XNtbTyRRx6Xme4H2mPy4y8YfHMkfWgD9ZqK+VP25v+Cp3w8/Yc+NHwt+HOuXtqvjf4vatHYaXHdXPkWOmW+/ynvbuX/lnHvOyOP/AJayYGYwJJI/lf8A4LB/8FoPjN/wRh/aD+HsninQfhn8Svhb8Ro7w20Ol6fe6LrunyWb2X2gSSSXdxBLmO4/dny4+TzxH+8AP1TorxXwF+0/cftJ/sf6J8V/g7o+k+Lm8W6VbatoOna3qkmixXCSeX5kVxcRwXJikiBcHEUg8yPZwMyD8x/2G/8Ag7E8Vf8ABQL9qXwr8H/BP7Nei2PijxfJcJZzax8TZYLKMW9tLcyGR49Hkf8A1cEnSMnoPegD9oqK/NX/AILNf8F2PFX/AAR0+IXhCx1b4KaP448M+OvtbaBqlv48ksryQ2iWwuftNqdNkWDEl2gTy5ZA6DJ2H92Nr4Ff8Fgvir8d/wDgllr/AO1ZpvwK8HW/hfTbC/1y20S4+J06311pun/bk1GTeNH2RyxyWieXFk+YHkJkjMcccoB+iFFfkz/wSn/4OSvFP/BWL9qQ/DPwp+z/AKL4Z/s/TP7d1nVNR+Ikkv2HT0uba2nkijj0vM9wPtMflxl4w+OZI+tN/wCCqf8Awcl+KP8AglD+1J/wrHxR8AtC8Utfaf8A25o2pad8R3j+16fJcXNvBJPHJpY+z3BNs++MPIE6CSQfOQD9aKK+N9E/4Kq6b8NP+Ca+mftOfHPQNM+Gvh3X9P0/WdI0rR9cm8SXNza38FvJZR/8elsBcyGVgYgHjjEYcy43iPy//gn9/wAFoviR/wAFVbPxJrfwN/Z90lfAnhm5GnPr3jnx+dCNxebfMNvHBZ6ZqB3RxSQPkkD94OvcA/RiivxaP/B154sX9ut/2el/Zp0STxsvjz/hXvnp8TZP7MfUf7Q/s/zPN/sgSeR5vO/y87P4M8V+w/hM61deG9Nm1yz03Ttakto5L61srx763tZymZIo53jieSMOMCQxRlwATGhJFAG9Xz78Nv8AlKb8ZP8AslfgT/07eMa+gq+ffht/ylN+Mn/ZK/An/p28Y0AfQVFFFABRRRQAUUUUAFFFFABX5ff8Fxv+Ckf7UH/BJj4Sab8StA1D4FeMPCPiDxb/AMI7aabqPg3VLXUNMSWC5uIPMnTVylwRHbmOSQRQAvgiNAcD9Qa/H/8A4PT/APlFp4A/7Knp/wD6adXoAz/+CIv/AAWP/ay/4LK638RIYbj9nr4d2Hw7isDcTt4K1jVZruS8+0+XGif23AB/x6SZJevTv+C5P/BST9qD/gkt8JrH4l6BqHwL8ZeEdf8AFh8PWWmX/g3VLa+0tJI7q4g82dNXKXGI7cpJII4gXxiNM4r4F/4M6v2q/hb+zEf2ij8SviR4B+Hf9vf8I3/Z/wDwkviCz0n7f5X9rGTy/tEib/L8yPPl9PNTpmvbv+DtX9tL4M/tKf8ABOTwToPw7+Lnwv8AHutWvxKsL6ew8OeJ7PVrqKBdK1WMyvHbyO+zfJGm8gDMiDuKAO+/4Ii/8Fj/ANrL/gsrrfxEhhuP2evh3YfDuKwNxO3grWNVmu5Lz7T5caJ/bcAH/HpJkl6/ZCvwA/4MZfu/tRf9yp/7mq/V/wD4KX/8FOPh7/wTB+EOk+JvGzXEl54i1aPRtF05H8v7ZO/LySSYPl28cfzySYfGeI3fCEA+oKK/NL/gsx/wVP8Ajb/wSm+GHgH4u6Ta/CX4ifDHxVrEGi3mlf2df2eppPcWdzcxS29+LySJ4ilv1+zDp/00/d/WH/BOn9vPwr/wUh/ZR8O/Fbwha3unadrBkt7nT7xt1xpt3E/lyQSHGHwf4xwQc/QA99rxz9qL9pn/AIZ30Gxh0rwr4l+InjrxJI8fh/wroXlC+1J4gDJJJJJJHBbW0WU8y4lkjjHmRx/PJJFHJ7HWSPDlguvSaqbW3bVJLf7G92Y/3pg3+Z5e/wDuAsTigD8Tf21P+Dif9tL/AIJ6/FnRbj4u/so+DvBfgfxCjx6faya7JqVzcyJyU/tW0lktfMH/ADzNuH79K/Ur/gnH+354R/4KUfsr6F8U/B4ubWx1SWWzvNOuf+PnS7yJsSW8nJGcYkBHWOSM96/H/wD4Oef+Cm37P/7bfgv4WfA3wt8TtF1G1h8YReIvEXjDSIH1rTdBt47O6t0QfZ/+PiSQ3G/ZFkDyhk81+p//AAR0/Ze+EX7Jn7BHg7Q/gtr9j418Iap5msSeJ7bZ/wAVHdy4ElzJj/Vn91HH5fWMRJH/AAGgBP2/P+Cy37P/APwTZ0u6j+JHji1bxRHbmWDwpo5+3a3dcOUxCn+oEmw4kuXii7b89fHP+CI3/BbTUf8AgsZ8S/jbNb+C7PwV4R+Hp0WLQ4HunudSvTePqXmS3MnEQylnBiONP3ZMv7yTgjO/4Odvhd4bj/4IpfGbUx4f0WPULG80fULa6jtI45o55desY5Jd+P8AWSRzSAv1Ikf1r4k/4MZfu/tRf9yp/wC5qgD9/wCiiigD5P8A2/P+Cy37P/8AwTZ0u6j+JHji1bxRHbmWDwpo5+3a3dcOUxCn+oEmw4kuXii7b89fHP8AgiN/wW01H/gsZ8S/jbNb+C7PwV4R+Hp0WLQ4HunudSvTePqXmS3MnEQylnBiONP3ZMv7yTgjO/4Odvhd4bj/AOCKXxm1MeH9Fj1CxvNH1C2uo7SOOaOeXXrGOSXfj/WSRzSAv1Ikf1r4k/4MZfu/tRf9yp/7mqAP23/ad/aR8G/sgfArxN8SPiBq0Oh+EfCtobu/u2znBPlpGif8tJJJHSOOP+N5ABzivwb+MP8Awev/ABBuPipC/wAP/g74Ns/BdvO/mweIby4n1a/hz8jiWCSOK3fHVPLn+vHP7vfHn9mzwj+0m/hW28ZWc2saX4V1uPXk0qWTNjf3UUckdv8Aa4/uzxxySCRI5OPNiik58sV4F/wXM/Zv8DfH/wD4JUfGpfF+g6dqH/CG+DtV8R6HPLCPM0vULGzluLeW3k6x/vIwhxjzI5JI/uSEEAP+CPX/AAWF8Ff8FcfgvqGtaHYyeG/F/hV4LbxJ4eluBcS2Ly/6qWOTA8y3k2SYfA/1ZyM19l1/O7/wZP8A7PWvy/GH4w/FaRtQtvDNjosHhOOPzMWuoXktxHdSHYP+WtvHBH15Avf9uv6IqAPN/wBp39pHwb+yB8CvE3xI+IGrQ6H4R8K2hu7+7bOcE+WkaJ/y0kkkdI44/wCN5ABzivwb+MP/AAev/EG4+KkL/D/4O+DbPwXbzv5sHiG8uJ9Wv4c/I4lgkjit3x1Ty5/rxz+73x5/Zs8I/tJv4VtvGVnNrGl+Fdbj15NKlkzY391FHJHb/a4/uzxxySCRI5OPNiik58sV4F/wXM/Zv8DfH/8A4JUfGpfF+g6dqH/CG+DtV8R6HPLCPM0vULGzluLeW3k6x/vIwhxjzI5JI/uSEEAP+CPX/BYXwV/wVx+C+oa1odjJ4b8X+FXgtvEnh6W4FxLYvL/qpY5MDzLeTZJh8D/VnIzSf8FNf+CtXh3/AIJ9+Jvh74Ds9Jbxr8XPi3qkGj+FPD32sWlv5klylvHc3lxhzb25lk2ZEbySEOAP3chT8qf+DJ/9nrX5fjD8YfitI2oW3hmx0WDwnHH5mLXULyW4jupDsH/LW3jgj68gXv8At14n+3d8eJP2iv8Ag7M8HtPqEesab4U+L/hTwrp8aujx2kdnqFlHcW4+lz9pJB/5aSSUAfs7+3P/AMFNfGn/AASYh8G+JfjrH4U8W/DPxzr8mhTav4Q0i70u+8KSSR+bb+Zbz3dz9vjCR3Bkkjkt5MRjZbnkV9s+FPFWneNPDen61pd5b3+l6tAl5Y3ULb4rqCRN8ciH3Q5r8l/+D0//AJRaeAP+yp6f/wCmnV69m/4Nav2gLr46/wDBHLwJDfammpaj4D1C/wDC0778yQxwS+ZbxSc/8s7a4twP+mYjoA7L/gob/wAHAn7OP/BOr7dpOveLF8ZeO7X5f+EV8M7Ly/gkwhHnv/x72+N4ciWQSYPyRycitP8A4IYf8FRte/4K2fsz+NPiVrfhXSfBsel+NJ9B0zTLK4kumitY9PsJwZpnwJZTJcy/MqRjZ5fyfxv8af8AB5N8LvDPhf8A4Jm/Dm90vw/pGm3tl8SrOxt5rSzjieKCTS9VkeNdgGI98cZx6x10X/BlZ/yi38ff9lT1D/006RQB3n/Bfj/guh4g/wCCVPjHw34f8NeG7jWL/WLS11CSX7bBbxLFK99GV/eW8x3brVT0HB6jBz+c3/EZz8Vv+hC/8rdn/wDK2v6AfEf7Efwz+IPxWn8Z+KvB3h3xZrjWzWUUut6VaX/2eHzjMFjaSIuoV2YgbsDe3GSTVb4j/syfBv4efDrXtem+Fvwzih0PTrjUJGfwtaMqLFE0hJVYtxGF6Dk9qAPyk/4JV/8ABxT8Yv8AgpF8d9Y8H2vhvTtF/srQZ9ZM13q8Dq/l3FrDtAj04HJ+0A5zj5T7V+31fmH/AMEC/gtpuufGP9oL4uW+g6ZpceofEHxHoOltYW8MFt/Zzz2N3Cqx48xBzwpIUAAbQRX6eUAFFFFABRRRQAUUUUAFFFFAHz7+xt/ycR+1f/2VWw/9QjwpX0FXz7+xt/ycR+1f/wBlVsP/AFCPClfQVABRRRQAUUUUAFFFFABWD4sXWrrw3qUOh3mm6drUltJHY3V7ZvfW9rOUxHLJAkkTyRhxkxiWMuAQJEJBreooA/Df/gsZ/wAF/P2sP+CRf7VWnfDW6tf2e/Haax4dt/EdnqcXhHWNOJiluLm38t4P7Xlw/mWz/wDLQ19if8EkP2rf2n/+Cj37HHhn4zeIvEXwL8K6X4wTVRYaNp/gTVbm4he2kubO3nkuH1tAYxdQCR4vLzJEDGJIzJ5kf5D/APB6f/ylL8Af9ks0/wD9O2r1+jX/AAbrf8FA/gL8DP8Agjh8H/C/jL43fCLwj4k0sa19r0nW/GWn6dqFt5muahLH5kEsokj3xyRv9HGOKAPFf+Cxn/Bf39rL/gkf+1Tp/wANby2/Z78eQ6x4dt/EVnqkfhHWNNzFLcXNv5bwf2vLscSWj/8ALQ19tf8ABGb9rz9oj/god+zF4H+N3j/Vvg7ong7xQ9+D4d0HwhqK6jKtvc3VmHF9NqkkcX+kW4cj7NJmPjKE7x+JH/B2v+0H4E/aS/4KO+Ctc+HnjTwn480a1+G9hYT3/h3WLbVrWG4GqarKYnkgd08zZJG+wkHEiHoRX7T/APBrt/ygt+Bf/cf/APUh1KgD9AqK+T/jL/wVO8D/AA7/AOCg3gr9mOw1Cy/4WR4ws5NRlnv5PLstHi8uWSOPPWe6lMY8u3/d/u8v5n+rjk+N/wBvH/g4E+Jf/BJH/gopZ/C/41eHPAvjn4feINNs9f0/W/B+n3mk6lpenz3F1bt9ot7i4uI7iSOS3/5ZyRggZGC/lxgH68UVl+G/Etl4y8Oafq2nTR3en6rbx3lpMnIlikQOj/iDWpQB8q/tg/tt/ET4ca3feD/gL8Fdc+OnxB0uKOTUok1ez0XRNBEgEkcdxf3boj3EkZ8z7PFvkEZjkk8sSRmT8xLX/g65+N37Iv7Vl58O/wBqr9n/AEjwiljd/wClx6HLcW99plm/McuJJLiO89pIpI45O2K/an4k/ELwP+y78ONZ8WeK9W8O+CfCdjcm81TVr+4jsbKCS4lEYlkd+N8kkiJnOXkkA5Jr+df9v744/sx/8Fsv+C52hx+IPiwvgP4V+H9B0/wtb62+myND4vuIrq5uJI458gWccn2nyhcTdo+nIoA/pK8KeM9K8a+C9N8QaZe295o2sWceoWl1H/q5reRPMjkHsY8Gvz3/AOCi/wDwc1fs5/sHrqmh6HrDfFv4hWYkhGieGbiOSxtbkCQAXV//AKqMCRNkgj82WPP+rr758J/DLw74J+F2m+DdI0nT7XwrpemR6NaabHEn2WGyjj8qO3CdPL8sbMelfgh/we1eA9C8Jan+zZfaXo+l6XdX8HiS3uJra0jiknji/skxRvjr5fmyY9PMoA/Xv/gkj+2rr3/BQ/8AYD8E/GDxFo2leH9U8XT6tnTtPaT7NaxwareWkEe6TJkk8mCIu/AMnmYSMHYPp2vz9/4Ndv8AlBb8C/8AuP8A/qQ6lX6BUARzzrDE7yN5aJ1b0r84f+Ci/wDwc1fs5/sHrqmh6HrDfFv4hWYkhGieGbiOSxtbkCQAXV//AKqMCRNkgj82WPP+rr9ENV0a08R6XdWd5b295Z3UbwTwzJ5kcqP99HTpyOOa/n5/4PavAeheEtT/AGbL7S9H0vS7q/g8SW9xNbWkcUk8cX9kmKN8dfL82THp5lAH69/8Ekf21de/4KH/ALAfgn4weItG0rw/qni6fVs6dp7SfZrWODVby0gj3SZMknkwRF34Bk8zCRg7Bif8FbP+CsvgT/gkx8Bh4s8WLJrXiLXPMtfC/hq1m8q6124QfvDv5EcEW+PzJcHy/MTh5JI4z5r/AMGu3/KC34F/9x//ANSHUq+tJP2YvB2rftHH4qahprat4vg0ePRNPub0+dFo9vHLJLJ9kTpBJLJIPMcfPJ5UQziMUAfgv8Ov+D2D4lWnxYmm8VfBvwNdeBZJ4/KstJvrmLVrWP8AjzcSO8U7+n7qOv3h/ZF/ap8I/tufs8+Gfih4DvjqHhfxVbfabZ2G2W3kEhjkt5E52SRyI6OPUd6/JX/g9J/Z78Ew/sqfDX4px6DYW/xCj8XReGjq8MXlXF1p8llfXDxSEf6wRyW8Zj8wny/Mk2Y8x6+l/wDg1V/Z4179n/8A4JA+F7jxBJqUcnxA1a88WWdpdP8A8eNnOIorfywPuxyx24uB/wBfOaAP0or5H/4K0f8ABWz4f/8ABJP4GW3ijxZDNrnibxBM9r4Z8N2U6x3OszRjMj5cERQRCSMyS4ODIq4YlQfrivL5/wBmnwfqH7SLfFXULFtW8YW+jRaFptxeM0sOi2yyySzfY4z/AKmWZ5V82RPmk8mFT/q6APwc8Af8HrvxKHxbkm8TfB3wJN4Emmj8uy0q/uodWsowR5mbiSRorhsZIxDCCeMnv+7v7JX7V3hD9tn9nHwz8UPAWoG/8MeKbRrq1kxiSBkbZLDKONssciPGVJx8pzxX5J/8Ho37OPgtP2Ufhv8AFZdDsbf4hxeMIfDZ1SOFVurrTprG9uZIpiP9aqS20TJniIyTbf8AXPn3L/g3D8Dap+w3/wAEH7rxx4uu7iztdUGt/EOOLUp90Wl6etunlEHosMkVp9q9D9pLfxUAe2eIP+Crp+M3/BSHU/2V/gtb6Lf+OfDOk3ep+KvFOtxy3Gj+GhGsaiFLaGSOW+nWeeFHRZrZYxI6796OqpoP/BWhvgv/AMFGtL/ZZ+NsOjaf448UaZban4S8U6JBNbaP4j81HTyZbWWWWSxmM8M6ovnXEbBAPN3kCvx+/wCDPXxbqHxN/wCCv3xQ8Sa5cyaprutfDvVtSv7yYq0lxczaxpLyTEj+Ji7Fvd6b/wAHi/jPVPhx/wAFgvhX4i0S8m0/WdB+HOk6jYXUJxJbTw6zq0kbqfVWUEfSgD+lTWdcsfDuj3F9qF1a2NnbR+ZcTXMqxxwoM5LuxwFGG5Jr8s/+ChP/AAdkfAb9lb7RoXwr3fHDxpGwj83S5/s+hWzHZnfeFD5xwxYLarIjFNrSoxxX6QfCrxZov7SP7PnhHxFLDper6H4z0Ow1mNSizWkyTRR3MbqGyCPmR0JBxtB4Ir+a/wD4PJ/B+k+E/wDgqJ4RfSdLs9LOqfDTTr28W2hWMTTnU9Vj3Pt4L7Io1z/sCgD+jn9iH40ar+0d+x58I/iHrVvY2ms+PPBmj+IdRgsVaOziuLuxinkWFXZ38sM5Chnb5cfO+Mn0Pxp4k03wd4Uv9V1jULXSdL06E3F1eXMywxW8a8lmdiFAH+1x65HFeH/8EpkD/wDBLH9msNux/wAKt8MZx3/4lVrx+PSvx9/4Oj/2+Nd/aO/bC8DfsZeDdXh0/wAPX2paVH4vuYUa4kudSu54za20kY+Zo4I3hnCry7SgdYhkA/RLwX/wV28TftvePNS0f9k74WN8SdD0GZrfUPiF4q1OTw74PWQbv3dtIsMtzeOGABEcIUA5YgFTX1v8B9N+IWl+H7qP4k6x4P1fXGvHltj4b0a5020t7MgbIm+0XVw00oYMXlVow2V/dL95vmD4Bftw/sn/APBP+z8F/s32fiaH4X3nh7T0ttK0zxR4e1Tw5FqBJUPcR3N7bRwzyzTSMxYSM7yPKeWD19q2kqXUMckbrJHIodXRgQ4I4bI4II6UAT0UUUAFFFFABRRRQAUUUUAFfPv/AASc/wCUWn7Nf/ZK/C//AKabavoKvn3/AIJOf8otP2a/+yV+F/8A0021AH0FRRRQAV8+/sbf8nEftX/9lVsP/UI8KV9BV8+/sbf8nEftX/8AZVbD/wBQjwpQB9BUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHz78Sf+Upvwb/7JX47/APTt4Or6Cr59+JP/AClN+Df/AGSvx3/6dvB1fQVABX4//wDB6f8A8otPAH/ZU9P/APTTq9fsBX4w/wDB01rPiD9s/wDZS8O/Cn4W/Cn46+NfE3hv4hJqmpNYfDLxB/Z8UNtZ6hbOY7uSzEVwHkni2SQPJHIMvnGCQDx7/gxl+7+1F/3Kn/uar3//AIPT/wDlFp4A/wCyp6f/AOmnV6+df+DWOx8cf8E2tZ+OFp8Z/gr+0L4Qt/HUWiPpl1H8KvEmoxu9n/aPmIRaWUrp/wAfceCR617Z/wAHT2t+JP20/wBlPw78K/hX8Kfjd428TeGfiCmq6lJY/DTX/sMUdvZ6hauY7h7QRTpJJcR+W8EkkbjJBxgkA8e/4MZfu/tRf9yp/wC5qj/g+a+7+y7/ANzX/wC4WqX/AAaw23jr/gmpr3xutfjL8FP2hPCVr46TRJNMu4/hT4h1GLfaf2j5qOttZySD/j7jxx61d/4Pmvu/su/9zX/7haAPvj/g2J06PWP+CDfwTtZh5kNxHr8cg9jr+pCvw8/4NMvH+qeDv+Cz3g3TdOt3mtfFmgaxpWqOuf8AR7dLOS9Dt/28WlunOP8AWfTP6vf8EO/20/Bf7F//AAboeA/GXxA1aPwzY+G7DxDd2Ul8Qg1Z/wC2dR8uO05/eymT935f+sBxxsdCfnv/AINHv+CTnjv4PfErxF+0J8RvD2seE7SfSH0DwrYaram3ub7zpY5Li88uQCRIwI0jjP8Ay082XsBkA+c/+D0//lKX4A/7JZp//p21ev098TSt48/4NxdP8Px5bS/D/wCywmtaxnpJcHwr/odv+EiSXBI5T7Pb/wAEmK/PL/g6W/Z0+KX7cP8AwUb0fXPhf8F/jj4x0Xwn4Ng8K6hqNp8OdYFpJf2+o6jLIIJTb4nixcpiWPMcmP3buOa/Qnwfq0nhH/g2+1LwXH4E+NM3j7WPhZP8P7vQ5vhvrn9tP4gk8OfZ44vs32PzPskeyO3jvMfZsRJH5pk4oA/Mb/gyw/5Sl+P/APslmof+nbSK/Sj/AILQ/wDBP2T/AIKG+JP2lPCuk2a3vjbw78KfAniTwwPKUzS3tvqnjT/RkOUwbiIyQZ/6ajrXwP8A8GtP7OnxS/Ye/wCCjesa58UPgv8AHHwdovizwbP4V0/Ubv4c6wbSO/uNR06WMTyi3xBFi2fMsmI48/vHQc1+xXwc+PFrrn/BWD4nWa+DvixY2GseDPDvhqw12+8A6zZ6Hc6hpV94luLyMahJbC28sR31v5c5k8qcyfupJMpkA/JD/g0K/wCCnln8Kte8cfs++NtYjsvD2oW9x4u8LXNzKfLtLi2i338AG8nElvGLgRpwPs9yer1F/wAHiHh3ULbwr+zfrur272OveMLvxXrGoW0hzLY749FjgtjzjMVvFFHJ5f7syJI//LTn3bwz/wAG8t7pH/Bxzc+Po9HvLX4E2ZPxMguIUeO2l1WST/kFeZv6/bfMuDGcx/Zh5f8AHXN/8Hdvwi+IX7YXxB+DPhn4Y/Cn4veP774dprj65daN4B1e50+D7amlSW/l3a25t7jIgkD+U7+WQUfEgIABv/s7/F7Vvgf/AMGUtxr2hw3EuqP4f1zSl8mR45IY7/xVe2MsoI5/dxXEkn/AK8F/4M7dL+Jms3/7Qlt8NfGfw/8ACcwj8OyahH4n8I3fiM3af8TXy/s/2fU7Ly/LLfPu8zf5kePL2HzPu/8A4Iw/s03Hx3/4IIyfsz/Ejwt8Rvh7r0Wja1oeuW3iDwjqGiyWh1HUdRuLe4t5byBIrgokkchERk8sgCQDemfyE/ZQ8Z/Hz/g2N/4KDy658SvhvrZ8I6hu8P64LXzP7I8RWbyeYk+n3ZHlSSp5Ykj34kA8yNxF5kmAD9V/gj/wbLeJ/hT/AMFO7P8AaguP2hNPvPE7eOLzxlqml2fw9eytLr7ZcSveWsTvqckkaSRzyRoT5nl5GfM5z5D/AMHYP/BIP4wftb/F3wR8ZvhX4T1fx1Dofhf/AIRvW9J0oi4v7VILi4uIp4rf/WT+Z9qdCI98n7tPk5Jr76/Y+/4KMeOv+Ci3jXRbz4ffCH4jfC/4Z2Ny11r3iT4iaZDptxqipjZZabZpLJ5vmFjvuS4jiEeAJJJPk+2KAPyf0n44fEi7/wCDenxR4B1r9nz4oeB7zwX+z5f6BqWreLJdP0vTz9j0F7WSSKEXMmoeYY0eQRyWcYJGyR4+tfnH/wAGWH/KUvx//wBks1D/ANO2kV+73/BW7X5rf/gnR8Y9HsfD3jPxRrHjjwZrXhXRtM8O+G9Q1y6udQvNPuUg3x2kUhii3gAzy7Io+AX/AHiA/ih/wa2fs2fFb9iT/gozrWtfFL4L/HDwdovizwZP4V0/Ub34d6z9mjv7nUdOkjE0iW/7iLZBLmeTZFH1d0HNAH6Z/wDBc79lP9jjXJvBfxx/al1CTRbjwK6WOnx2s/8ApHiyISGaPS5Lfy3kuI/MeR/3fl+X5kheQRmSvy1/4Op/j/4x/ap+Ef7MPxC8ReB/+FdeHfEy+Jrnwrouoy+brq2B/sc/adQEf7q3kl+TZbx+YY4+XkMjmOPn/wDg7i8AfGLxD/wVG0+bWdG1rVPAt/o+mad4AktLS5ktZnkQ+fbDjy/tsl59oJjj/eGMW3tXsH/BztcfEj9vH9jr9n/4w2/wI+I/w88J+EDq9vqNrrtlF9vs/tltp8kdxJb28kht7P8A0SSMSXJikyOYkzGZAD9Iv+DXb/lBb8C/+4//AOpDqVfz3/8ABu14o1D4ef8ABZL4O6ro/hbX/HV9a/200WjaJJZQ398H0PUE/dveXFvbfJy58yVOEOPnwlftl/wbX/tTyfDv/gjP4Xsde+F/xistL+GYvM6tbeFp9Sh8S/2hq1zcx/2XbWZlvbvy0uoxJILYRx/Od+I5MflJ/wAEKv2R/jV+xT/wVY+FfxM+I3wD+P2geC/DcmqJqd+vwy128+yi40q9toz5cFpJI/7yeMfInfPTmgD6B/4PF/jD4h+LKfs7/wDCQfCvx98L2sT4kFsPE95olx/aYk/sreY/7N1C8A8vYM+b5f8ArE2b/n8v64/4Jo/8qcPiX/slXxH/APSnW68d/wCDu34RfEL9sL4g/Bnwz8MfhT8XvH998O01x9cutG8A6vc6fB9tTSpLfy7tbc29xkQSB/Kd/LIKPiQED0z9iDXdf+EH/Bsd4p+DOvfC746ab8TYfCHivwtD4ck+F/iCS6ub3V5NZlsvLxZ7JIvLkHmSZ8uIlBIYzJF5gB8D/wDBnb4ntfAX/BR34mavfec1nYfCXVJnEUfmSvjVNIOxEH33PQJ61m/8Hc3hS68Nf8FGPAUmqLH/AG9rHwwsNS1QxSeZGlzJq2rZjQ/xxxRhIE/6ZxJmu+/4NlP2QPid+yr/AMFIm1j4tfBz43eEPDeseHZNGsrm8+HWsGxudQfUdPkto7qQWhEEcbwfaPtD7I4nt4y8iDNa/wDwdJ/s2fFb9tv/AIKM6LrXwt+C/wAcPGOi+E/BkHhXUNRsvh3rP2aS/ttR1GSQQyPb/v4tk8WJ498UnVHcc0AfpXq3/BOHQ/8Agqj/AMG+f7P3ww1XVG0HUIvh14U1vQ9VEP2hdP1CDRoo45JI/wCOMxyyRuBjiTivzt/4N/v+Ck99/wAErPjn8QP2Odc8E6p8Vda1Lx9eR6XfeBbi3k8/WI4orO4jH9oSWaG3/wBDH72SSPGyTjHNfo98Ef25dY/ZT/4Iy/DG30f4Q/HrW/it4Y+Htn4Xs/CUXwu8QLd/21YaXaROJ82eyO282SPFwT5cmJfL8x4pI0/M/wD4NoP+CZ3xO+F/7eHij47/ABy+GPxN8M6b8MfDt/qtlNr/AIZ1aPU9S1W5DxmS3tjB5t/ILc3uUjEknmvBhDI8dAHyF4W1ebxH/wAHL+k6ld6bqOg3l9+05HPc6XfPBLdadI3ikE28pgkki8yPOw+VLJHkHZI4wa/sDr+T3/hkv43f8P0/+F4/8M/ftDf8K7/4Xv8A8Jz/AGh/wrPW/N/sv/hIftvnfZ/s3mZ+z8+Xjf2x2r+qHwn4nh8a+GdP1q2TUo7TVLWK8gjvtPuNPuo0kUuBJb3CRywyAEAxyokkZGHAPFAHQ18+/Db/AJSm/GT/ALJX4E/9O3jGvoKvn34bf8pTfjJ/2SvwJ/6dvGNAH0FRRRQAUUUUAFFFFABRRRQAV+P/APwen/8AKLTwB/2VPT//AE06vX7AV+L3/B0x4h8TftrfsoaF8Jfhb8Kfjx428UeF/iHHqeoS2Pwx1/8As9Iray1G2fZcyWYinzJcJ5b27yRyJlxIRgkA+ZP+DOr9lT4W/tOn9oofEr4b+AfiJ/YP/CN/2f8A8JL4fs9W+web/a3meX9ojfZ5nlx58vr5SdcV7d/wdq/sW/Bn9mv/AIJyeCde+Hfwj+F/gLWrr4lWFjPf+HPDFnpN1LA2larIYnkt40fZvjjfYSRlEPYVwn/BrDZ+OP8Agmvr3xstfjN8Ff2hvCVv48j0OTS7qP4U+IdQif7H/aPmo4t7OV0P+lx4yK9o/wCDpjxD4m/bW/ZQ0L4S/C34U/Hjxt4o8L/EOPU9Qlsfhjr/APZ6RW1lqNs+y5ksxFPmS4Ty3t3kjkTLiQjBIB5D/wAGMv3f2ov+5U/9zVfpJ/wW2/Y3/Zp/af8A2ZrXxF+05rE3hPwr8Nb1tRs/EFre/Zr21EnlmW0j/dSGT7R5UcZijjeSTy08v95ivzR/4NYbPxx/wTX1742Wvxm+Cv7Q3hK38eR6HJpd1H8KfEOoRP8AY/7R81HFvZyuh/0uPGRUH/B6b4R+KmqePPhLqMdjqFx8GdL0i4LXNtBPJb2GtyXGyU3cgHlR+Zb/AGRIPM5ObkDvQBj/APBfv9p1/wBqz/gjP8M9X8B/D1vAH7PGg/ELS9B8CSasPL1XxDbW+k6vbx3EVvnFpYRxxGOPzDJLLkP+7Ef736o/4MsP+UWnj/8A7KnqH/pp0ivmH/goPpXxW/bV/wCDbT4LeGdF+A/xM8Mt8D7rw6urtq+lxwzawlnpt5pklxYWcbyXMkYkkSSSS4jt/v8AyeaPMMfs3/Bmn8W9U079kzxr8PW+Hfj4WN34tu/E8Xi5rKOPw95clpY2Yt0uJJBJJcCS0k+SKOQIB87pmgD9uKKK/Dz/AILc/s4ftv8AwV/4KiWH7Sf7PY8YeNPC8Ok2kEOk6K324aYlvHsudOn05P3lxb3DLJLwjnfKeUdI8AGv/wAHZv8AwS7+HviT9j3VP2ivDeh6b4Z8deB9Ss/7fu7K0SI+JLK8uIrIfaCmDJLHLJbmOQ8iPzIznjy8v/gyd8WeL9S/Zq+Nmk34mbwLpviGwl0SRm4/tCW3l/tBB83aOOwfpj94eeeJv2mvi7+3B/wXP/Zbt/gmn7KEnwI8MeLb+z/4SrxV4v1iWGNIbaeO4/d2c9vFcxf6RAnSO4JHHH+sH6Zf8E1P+Ce3g3/gmT+yrofwx8HLJcR2rvd6vqs0Xl3OtX8gAkuZccdEjjQHOyOKNOcZoA8F/wCDon/lBb8dP+4B/wCpDptfAX/BjL939qL/ALlT/wBzVfW3/Bw58c7z9ov/AIJ1/FT4LfDv4Y/Hrxx448QalY2Cx6d8LfEIsYvsmq29xLL9sksxbTxYtHEb28kgkMkZTKc18df8GssHjr/gmn4m+NNj8Yvgl+0R4Vs/HkGjy6ZfR/CrxDqEQez+3CSN0t7OSQE/bI+QmPk60Af0HUV+Vv8AwdQftEftD/s8fsbeF9S+CN54i8P6HeatPH401/w+ZF1LSrUW/wDo/wC8SPzLeCQ+YZLgPGY5I4o9/wC8r27/AIN+fjN8cPjv/wAE1/DniD4+Wuqx+LpdRu49LvNWgNvqOqaYhH2e5uI/LjPmE+bGDjMkcUchJ8zJAMH/AIOif+UFvx0/7gH/AKkOm18Bf8GMv3f2ov8AuVP/AHNV9bf8HDnxzvP2i/8AgnX8VPgt8O/hj8evHHjjxBqVjYLHp3wt8Qixi+yarb3Esv2ySzFtPFi0cRvbySCQyRlMpzXx1/wayweOv+Cafib402Pxi+CX7RHhWz8eQaPLpl9H8KvEOoRB7P7cJI3S3s5JAT9sj5CY+TrQB/QdX52/8FmfFXjP9suMfsb/AAZkZvGfxGtoL3x34gPNj4C8Ob8vJdlSD9ovCnlxW/WWPzfuDEle5/8ABU/9sLxv+xr+y5qmsfDX4X+Ofit8RNUR7Lw/pfh3w7d6zFbXOzP2i7FuhMdvHnPODIfkHUkfz6/CH9qf/gqt8CbrxG3hjwL8etLvPFmrS65rl/N8Fo7291W7kwPNlmm0x5JMACONN5SONEjQJGgFAH9H/wCxt+yb4F/4J+/s5eDfhT4NhhsNH0iP7JDJcSRi51m78uSSe4fp5lxJskkfA4AOMImB7VX4s/8ABBH4sft0ftR/t13ms/tWab8UrDwX4J8KXkuj/wDCSeCI/C9m2p3FxbRpsRLW3+0SfZvtfaTy+em+vn39vD9u79vjwb/wXvk8I+D28dR2ieJ4rTwf4QtYJB4e13RBLB+/k/d+XJHJHg3Fyd5tjJKPMj8ugD+iivzt/wCCzPirxn+2XGP2N/gzIzeM/iNbQXvjvxAebHwF4c35eS7KkH7ReFPLit+ssfm/cGJK9z/4Kn/theN/2Nf2XNU1j4a/C/xz8VviJqiPZeH9L8O+HbvWYra52Z+0XYt0Jjt4855wZD8g6kj+fX4Q/tT/APBVb4E3XiNvDHgX49aXeeLNWl1zXL+b4LR3t7qt3JgebLNNpjySYAEcabykcaJGgSNAKAP6P/2Nv2TfAv8AwT9/Zy8G/CnwbDDYaPpEf2SGS4kjFzrN35ckk9w/TzLiTZJI+BwAcYRMD+aX4+fCST4Lf8HZem6PI8kn239obQtc+f8A6iOq2Woj8hd1+j3/AAQR+LH7dH7Uf7dd5rP7Vmm/FKw8F+CfCl5Lo/8AwkngiPwvZtqdxcW0abES1t/tEn2b7X2k8vnpvr1T/gtF/wAEefFHx1/bH+EP7VHwl01Nc8c/CrXNLvPEXh2N47a58SWen3kdzG9q0riL7THsePZIYxIjp+8Hl4kAOR/4PT/+UWngD/sqen/+mnV6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width="770" height="269.1572700296736" /></p>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="30">Принцип – отчетность нескольких компаний как одной</span></h2>
<p>&nbsp;</p>
<p><strong><em>По деятельности всей группы отчетность составляют так, как если б это была одна компания (МСФО (IFRS) 10). Чтобы составить такую отчетность, статьи отчетностей дочерних компаний суммируют со статьями отчетности материнской компании и исключают внутригрупповые обороты (п. В86 МСФО (IFRS) 10). Причем доля участия материнской компании значения не имеет. </em></strong></p>
<p><strong><em>Если компания владеет менее 100 процентов в капитале дочерней компании, то определяют неконтролирующую долю участия. Ее показывают в отчетности отдельной строкой (п. 22 МСФО (IFRS) 10). Неконтролирующая доля участия – это собственный капитал дочерней компании, которым материнская компания не владеет (приложение А к МСФО (IFRS) 10). </em></strong></p>
<p><strong><em>Например, если материнская компания владеет 80 процентами акций дочерней компании, то 20 процентов ей не принадлежат. Это и есть неконтролирующая доля – 20 процентов.</em></strong></p>
</div><p>The post <a href="https://enterfin.ru/chetyre-printsipa-dlya-konsolidirovannoj-otchetnosti/">Четыре принципа для консолидированной отчетности</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как ответить на требование вне рамок налоговой проверки</title>
		<link>https://enterfin.ru/kak-otvetit-na-trebovanie-vne-ramok-nalogovoj-proverki/</link>
					<comments>https://enterfin.ru/kak-otvetit-na-trebovanie-vne-ramok-nalogovoj-proverki/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 05 Jan 2020 12:29:28 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[сделки]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20823</guid>

					<description><![CDATA[<p>Сергей Тараканов, заместитель начальника отдела Контрольного управления ФНС России Михаил Мухин, действительный государственный советник РФ 3-го класса, президент, главный эксперт-координатор Центра финансовых экспертиз и аудита Вне рамок налоговых проверок инспекторы вправе запросить данные по любой сделке. Направить требование представить документы или информацию инспекторам позволяет пункт 2 статьи 93.1 НК. В рекомендации – что вправе запросить ИФНС вне рамок налоговых проверок и как отвечать на такое [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-otvetit-na-trebovanie-vne-ramok-nalogovoj-proverki/">Как ответить на требование вне рамок налоговой проверки</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<div class="author">
<div class="author__about"><strong><span class="author__name">Сергей Тараканов</span>, <span class="author__props">заместитель начальника отдела Контрольного управления ФНС России</span></strong></div>
</div>
<div class="author">
<div class="media author__portrait"></div>
<div class="author__about"><strong><span class="author__name">Михаил Мухин</span>, <span class="author__props">действительный государственный советник РФ 3-го класса, президент, главный эксперт-координатор Центра финансовых экспертиз и аудита</span></strong></div>
</div>
<div></div>
<div>
<blockquote><p><span data-role="phrase" data-phrase-id="1">Вне рамок налоговых проверок инспекторы вправе запросить данные по любой сделке. Направить требование представить документы или информацию инспекторам позволяет пункт 2 статьи 93.1 НК. В рекомендации – что вправе запросить ИФНС вне рамок налоговых проверок и как отвечать на такое требование.</span></p>
<p>&nbsp;</p></blockquote>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Что вправе требовать вне рамок проверки</span></h2>
<p>&nbsp;</p>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<p><span data-role="phrase" data-phrase-id="28">Вне рамок налоговых проверок инспекторы вправе требовать документы или информацию по любой сделке у ее участников или иных лиц, которые располагают такими данными (п. 2 ст. 93.1 НК). Запросить документы и информацию вправе, когда ревизии нет ни у одного из участников сделки. Когда ИФНС запрашивает сведения при проверке контрагента, действуют иные правила. Запрошенные документы и информацию по сделкам впоследствии используют при планировании выездных проверок. Критерии отбора кандидатов на выездные проверки – в таблице.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="29">Инспекторы могут запросить в одном требовании документы и информацию сразу по нескольким сделкам. Налоговое законодательство это не запрещает (письмо Минфина от 15.10.2018 № 03-02-07/1/73833). Кодекс также не ограничивает количество документов и информации, которые могут запросить.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="30">Но ИФНС вправе запросить данные, когда в них есть обоснованная необходимость (письмо ФНС от 27.06.2017 № ЕД-4-2/12216). Инспекторы должны соблюдать принципы целесообразности и разумности и не истребовать документы и информацию произвольно. Например, не запрашивать документы в объеме, который сами не смогут проверить. Истребование большого объема документов не повод, чтобы признать требование незаконным. <em><strong>Но при оценке правомерности штрафа УФНС и суды учитывают:</strong></em></span></p>
<ul class="c-list">
<li>необходимость в требуемых документах и информации;</li>
<li>возможность инспекторов изучить запрошенный объем бумаг;</li>
<li>возможность изготовить и представить копии в большом объеме;</li>
<li>наличие ходатайства о продлении срока сдачи бумаг.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="32">Если ИФНС в требовании пренебрегает этими принципами, это дает право отказать в представлении запрошенных данных и сослаться в отказе на разъяснения ФНС. Даже если ИФНС впоследствии оштрафует, суд такой штраф может отменить или существенно снизить с учетом смягчающих обстоятельств.</span></p>
</div>
</div>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<p><span data-role="phrase" data-phrase-id="36">В требовании ИФНС должна отразить, что документы и информация нужны именно вне рамок налоговых проверок (приложение 17 к приказу ФНС от 07.11.2018 № ММВ-7-2/628). Из требования также должно быть понятно, в рамках какой сделки нужно представить документы или информацию.</span></p>
<p><em><strong>Инспекторы не обязаны приводить в требовании дату и номер конкретного договора, но должны указать признаки, которые позволят идентифицировать сделку. Например: «документы по сделке, которую исполнили платежным поручением от 19.07.2019 № 125». Другой допустимый вариант – ИФНС просит информацию по договору, в рамках которого выставили конкретные первичные документы, счета-фактуры. В требовании инспекторы также вправе указать конкретного контрагента и период сделки с ним.</strong></em></p>
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<p><span data-role="phrase" data-phrase-id="44">Если ИФНС четко не обозначит, по какой сделке нужны сведения, и впоследствии привлечет вас к ответственности за неисполнение требования, штраф можно оспорить.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Какие документы вправе запросить</span></h2>
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<p><span data-role="phrase" data-phrase-id="58">Вне рамок проверок вправе запросить документы по конкретному договору. Это могут быть любые документы, которые стороны составляют, когда заключают и исполняют сделку. Например, сам договор, накладные, акты приема-передачи и т. д.</span></p>
<p><span data-role="phrase" data-phrase-id="59"><b>Какие документы ИФНС вправе запросить вне рамок проверки</b></span></p>
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<td class="bdRight bdBottom"><span data-role="phrase" data-phrase-id="60"><b>Документы</b></span></td>
<td class="bdLeft bdBottom"><span data-role="phrase" data-phrase-id="61"><b>Судебное решение</b></span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="62">Договор, соглашение, контракт, спецификации</span></td>
<td class="bdTop bdLeft bdBottom" rowspan="4"><span data-role="phrase" data-phrase-id="63">Определение Верховного суда от 26.10.2017 № 302-КГ17-15714 по делу № А19-22283/2016, постановления арбитражных судов Уральского округа от 01.08.2018 № Ф09-4410/2018 по делу № А76-34609/2017, от 05.04.2018 № Ф09-535/2018 по делу № А50-23230/2017, Поволжского округа от 23.12.2016 № Ф06-16020/2016 по делу № А65-12057/2016</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="64">Товарно-транспортные и товарные накладные, акты приемки-сдачи работ (услуг)</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="65">Счета-фактуры, книги покупок и продаж, выписки из книг</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="66">Карточки бухгалтерских счетов</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="67">Доверенности</span></td>
<td class="bdTop bdLeft bdBottom" rowspan="5"><span data-role="phrase" data-phrase-id="68">Постановления Арбитражного суда Уральского округа от 01.08.2018 № Ф09-4410/2018 по делу № А76-34609/2017 и от 05.04.2018 № Ф09-535/2018 по делу № А50-23230/2017</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="69">Путевые листы</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="70">Платежные поручения, приходные кассовые ордера</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="71">Акты о зачете взаимных требований</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="72">Ведомости аналитического учета по счетам</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="73">Справки о выполненных работах</span></td>
<td class="bdTop bdLeft bdBottom"><span data-role="phrase" data-phrase-id="74">Постановления арбитражных судов Дальневосточного округа от 25.07.2018 № Ф03-2969/2018 по делу № А24-6927/2017, Западно-Сибирского округа от 21.05.2019 № Ф04-1292/2019 по делу № А70-9661/2018</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="75">Рабочая переписка по договорам</span></td>
<td class="bdTop bdLeft bdBottom"><span data-role="phrase" data-phrase-id="76">Постановления арбитражных судов Поволжского округа от 23.12.2016 № Ф06-16020/2016 по делу № А65-12057/2016, Западно-Сибирского округа от 21.05.2019 № Ф04-1292/2019 по делу № А70-9661/2018</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="77">Акты сверки расчетов</span></td>
<td class="bdTop bdLeft bdBottom"><span data-role="phrase" data-phrase-id="78">Постановления арбитражных судов Северо-Кавказского округа от 22.02.2019 № Ф08-213/2019 по делу № А32-23758/2018, Уральского округа от 05.04.2018 № Ф09-535/2018 по делу № А50-23230/2017</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="79">Акты инвентаризации</span></td>
<td class="bdTop bdLeft bdBottom"><span data-role="phrase" data-phrase-id="80">Постановления арбитражных судов Северо-Кавказского округа от 22.02.2019 № Ф08-213/2019 по делу № А32-23758/2018, Поволжского округа от 23.12.2016 № Ф06-16020/2016 по делу № А65-12057/2016</span></td>
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<td class="bdTop bdRight bdBottom"><span data-role="phrase" data-phrase-id="81">Акты приема-передачи имущества</span></td>
<td class="bdTop bdLeft bdBottom"><span data-role="phrase" data-phrase-id="82">Постановление Арбитражного суда Дальневосточного округа от 21.03.2017 № Ф03-712/2017 по делу № А51-14515/2016</span></td>
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<td class="bdTop bdRight"><span data-role="phrase" data-phrase-id="83">Справки о выполненных работах</span></td>
<td class="bdTop bdLeft"><span data-role="phrase" data-phrase-id="84">Постановления арбитражных судов Дальневосточного округа от 25.07.2018 № Ф03-2969/2018 по делу № А24-6927/2017, Западно-Сибирского округа от 21.05.2019 № Ф04-1292/2019 по делу № А70-9661/2018</span></td>
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<p><strong>Вне рамок налоговых проверок инспекторы могут запросить документы, срок хранения которых еще не истек (письмо Минфина от 30.04.2019 № 03-02-08/32313). Общий срок хранения данных бухгалтерского и налогового учета – четыре года (подп. 8 п. 1 ст. 23 НК).</strong></p>
<p><span data-role="phrase" data-phrase-id="95">Но не стоит ориентироваться исключительно на дату документа. Например, договор, который действует в течение длительного времени, должен храниться более длительный срок. Документы за годы, в которых организация получила убыток в налоговом учете, надо хранить в течение всего периода, пока учитываете этот убыток, плюс четыре года.</span></p>
<p><span data-role="phrase" data-phrase-id="96">Если срок хранения документов истек, вы вправе их не представлять. Но, чтобы избежать штрафа, письменно уведомите ИФНС о том, что у вас нет запрошенных документов.</span></p>
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<blockquote><p><span data-role="phrase" data-phrase-id="100">Направьте в ИФНС уведомление о невозможности представить данные, если у вас нет запрошенных документов или информации. Уведомление составьте на бланке из приказа ФНС от 24.04.2019 № ММВ-7-2/204. На этом же бланке оформляют уведомление в ИФНС об отказе повторно подавать ранее представленные документы.</span></p></blockquote>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="4">Какую информацию вправе запросить</span></h2>
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<p><span data-role="phrase" data-phrase-id="104">Вне рамок проверок инспекторы запрашивают информацию по сделке, когда этих данных нет в конкретных документах. Например, об обстоятельствах, при которых стороны заключили и исполнили договор.</span></p>
<p><span data-role="phrase" data-phrase-id="105"><span style="color: #ff0000;"><em>В ответ на требование подготовьте письмо с информацией в произвольной форме. Требовать аналитическую информацию, например, специальные расчеты, прогнозы, расшифровки, инспекторы не вправе (п. 4 письма ФНС от 13.09.2012 № АС-4-2/15309 и постановление Верховного суда от 09.07.2014 № 46-АД14-15)</em></span>.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">В какой срок исполнить требование ИФНС</span></h2>
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<p><span data-role="phrase" data-phrase-id="109">Срок ответа на требование вне рамок проверок зависит от того, каким способом инспекторы его направили. Сроки и порядок их расчета можно определить в таблице ниже или при помощи сервиса.</span></p>
<p><span data-role="phrase" data-phrase-id="110"><b>Сроки ответа на требование вне рамок проверок</b></span></p>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="111"><b>Как получили требование</b></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="113">Лично в ИФНС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="114">10 дней с даты, когда получено требование (абз. 2 п. 5 ст. 93.1 НК)</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="115">По почте</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="116">16 дней с даты, когда инспекция отправила требование (п. 4 ст. 31, абз. 2 п. 5 ст. 93.1 НК)</span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="117">По ТКС</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="118">10 дней с даты отправки квитанции о приеме требования (абз. 2 п. 5 ст. 93.1 НК)</span></td>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="119">Через личный кабинет на сайте ФНС</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="120">11 дней с даты размещения требования (п. 4 ст. 31, абз. 2 п. 5 ст. 93.1НК)</span></td>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Как представить документы и информацию</span></h2>
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<p><span data-role="phrase" data-phrase-id="124">Документы и информацию можно передать на бумаге или в электронном виде. В Кодексе нет специальных правил для подачи документов и информации вне рамок проверки, поэтому руководствуйтесь общим порядком.</span></p>
<p><span data-role="phrase" data-phrase-id="138">Передавайте документы и информацию с сопроводительным письмом и описью, чтобы не представлять данные повторно, если инспекция снова их запросит. Письмо и опись составьте в произвольной форме.</span></p>
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<p><span data-role="phrase" data-phrase-id="148">Когда инспекция требует большой объем документов и информации, можно направить в ИФНС уведомление о невозможности выполнить требование в срок. В уведомлении укажите дату, к которой представите данные. С 9 июня 2019 года оформляйте уведомление на бланке из приказа ФНС от 24.04.2019 № ММВ-7-2/204. Отправьте уведомление надо в течение дня, следующего за днем, когда получили требование вне рамок проверок (п. 5 ст. 93.1 НК).</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="149">Продлевать срок – право, а не обязанность инспекции, поэтому нет гарантии, что срок увеличат. Но впоследствии уведомление с просьбой продлить срок поможет в суде уменьшить штраф за несвоевременное представление документов. Судьи учитывают, обращались ли вы с ходатайством о продлении срока, принимала ли ИФНС какое-либо решение по этому поводу, каким было решение (письмо ФНС от 27.06.2017 № ЕД-4-2/12216).</span></p></blockquote>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="7">Дополнительные полномочия ИФНС вне рамок проверки</span></h2>
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<p><em><span style="color: #ff0000;" data-role="phrase" data-phrase-id="153">Инспекторы вне рамок проверок, помимо запроса документов и информации, вправе проводить другие контрольные мероприятия. Например, вызвать представителя организации или ИП в инспекцию, чтобы получить устные пояснения (подп. 4 п. 1 ст. 31 НК). Вызов свидетеля на допрос также не требует проведения налоговой проверки (ст. 90 НК). Но штраф за неявку свидетеля возможен только в рамках дела о налоговом правонарушении (ст. 128 НК).</span></em></p>
<blockquote><p><span data-role="phrase" data-phrase-id="154">Осмотры помещений допустимы в рамках налоговой проверки. Но НК допускает возможность осмотра вне рамок ревизии, если владелец помещения против него не возражает (ст. 92 НК). Без проверки инспекторы могут проводить осмотры помещения в рамках Закона о госрегистрации (п. 4.2 ст. 9 Закона от 08.08.2001 № 129-ФЗ).</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="155">Проводить выемку документов и назначать экспертизу вне рамок налоговой проверки инспекторы не вправе (ст. 94, 95 НК).</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Ответственность</span></h2>
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<blockquote><p><span data-role="phrase" data-phrase-id="159">Если проигнорировать запрос ИФНС или представить документы и информацию с опозданием, штраф 5000 руб. За повторное нарушение в течение календарного года оштрафуют на 20 000 руб. Такая ответственность прописана в статье 129.1 НК. Что именно этой нормой должны руководствоваться ИФНС в данном случае, ФНС сообщала в письмах от 27.06.2017 № СА-4-9/12220 и от 27.06.2017 № ЕД-4-2/12216.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="160">Должностное лицо, например, руководителя, могут также привлечь к административной ответственности по статье 15.6 КоАП. Штраф может составить от <strong><span style="color: #ff0000;">300 до 500 руб.</span></strong></span></p>
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</div><p>The post <a href="https://enterfin.ru/kak-otvetit-na-trebovanie-vne-ramok-nalogovoj-proverki/">Как ответить на требование вне рамок налоговой проверки</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<pubDate>Thu, 02 Jan 2020 11:15:15 +0000</pubDate>
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					<description><![CDATA[<p>Ольга Цибизова, действительный государственный советник РФ 3-го класса &#160; Начислять НДС к уплате в бюджет нужно по всем операциям, признаваемым объектами налогообложения, момент определения налоговой базы которых относится к соответствующему кварталу (п. 4 ст. 166 НК). Из этой рекомендации вы узнаете, как считать налоговую базу по разным операциям. Что считают налоговой базой &#160; При реализации товаров (работ, услуг) налоговой базой по НДС признают выручку. Размер выручки определяйте исходя из всех доходов организации, связанных [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-nachislit-nds-pri-realizatsii-tovarov-rabot-uslug/">Как начислить НДС при реализации товаров, работ, услуг</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong><span class="author__name">Ольга Цибизова</span>, <span class="author__props">действительный государственный советник РФ 3-го класса</span></strong></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="1">Начислять НДС к уплате в бюджет нужно по всем операциям, признаваемым объектами налогообложения, момент определения налоговой базы которых относится к соответствующему кварталу (п. 4 ст. 166 НК). Из этой рекомендации вы узнаете, как считать налоговую базу по разным операциям.</span></p></blockquote>
<h2></h2>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Что считают налоговой базой</span></h2>
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<p><span data-role="phrase" data-phrase-id="3">При реализации товаров (работ, услуг) налоговой базой по НДС признают выручку. Размер выручки определяйте исходя из всех доходов организации, связанных с расчетами по оплате этих товаров (работ, услуг) (п. 2 ст. 153 НК). Подробнее об этом см. Как начислить НДС при получении сумм, связанных с расчетами по оплате реализованных товаров (работ, услуг).</span></p>
<p><span data-role="phrase" data-phrase-id="4">В общем случае выручку от реализации товаров (работ услуг) рассчитывайте исходя из цен, которые установлены в договоре с покупателем (заказчиком). Считается, что эти цены соответствуют рыночным (п. 1 и 3 ст. 105.3 НК). Однако в некоторых случаях налоговые инспекторы могут проверить, соответствуют ли указанные в договоре цены рыночным. Подробнее об этом см. Как проводится проверка правильности ценообразования для целей налогообложения.</span></p>
<p><em><strong>В некоторых случаях налоговую базу по НДС определяйте в особом порядке (ст. 154 НК). Это касается следующих ситуаций:</strong></em></p>
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<li>реализации товаров (работ, услуг) по товарообменным (бартерным) операциям;</li>
<li>реализации товаров (работ, услуг) на безвозмездной основе;</li>
<li>реализации имущества, которое ранее учитывалось с учетом НДС;</li>
<li>реализации сельхозпродукции и продуктов ее переработки, закупленной у граждан;</li>
<li>реализации автомобилей, приобретенных ранее у граждан для перепродажи;</li>
<li>производства товаров из давальческого сырья;</li>
<li>реализации имущественных прав;</li>
<li>реализации посреднических услуг;</li>
<li>реализации других товаров (работ, услуг), перечисленных в статье 154 НК;</li>
<li>реализации металлолома, вторичного алюминия и сырых шкур животных.</li>
</ul>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="61">Когда определять налоговую базу</span></h2>
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<p><em><strong>Моментом определения налоговой базы по товарам (работам, услугам) в целях расчета НДС является наиболее ранняя из следующих дат:</strong></em></p>
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<li>день их отгрузки (передачи);</li>
<li>день оплаты, частичной оплаты в счет предстоящих поставок товаров (выполнения работ, оказания услуг).</li>
</ul>
<p><span data-role="phrase" data-phrase-id="64">То есть начислить НДС к уплате в бюджет нужно либо в день отгрузки (передачи) товаров (работ, услуг), либо в день их оплаты – в зависимости от того, какое из этих событий произошло раньше. Например, если организация отгрузила покупателю товары (выполнила для заказчика работы, оказала ему услуги), то по этой операции она должна начислить НДС, даже если оплата от покупателя (заказчика) не поступила.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="65">В таком же порядке нужно определять налоговую базу и при реализации объектов недвижимости. То есть продавец тоже должен начислить НДС либо на дату получения предоплаты, либо на дату отгрузки. При этом датой отгрузки объекта недвижимости признается дата передачи имущества, указанная в акте или другом передаточном документе. Такой порядок следует из положений пунктов 1 и 16 статьи 167 НК.Аналогичные разъяснения содержатся в письме Минфина от 14.10.2014 № 03-07-09/51678.</span></p></blockquote>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="224">Как определить налоговую базу по срочным сделкам</span></h2>
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<p><span data-role="phrase" data-phrase-id="225">Если организация реализует товары (выполняет работы, оказывает услуги) по срочным сделкам, налоговую базу по НДС определяйте как стоимость этих товаров (работ, услуг), указанную непосредственно в договоре. </span></p>
<p><span data-role="phrase" data-phrase-id="225">При этом она не должна быть ниже их стоимости, рассчитанной исходя из рыночных цен, действующих на дату отгрузки (передачи) товаров (работ, услуг), либо на дату их оплаты – в зависимости от того, какое из этих событий произошло раньше. В стоимости товаров (работ, услуг) учтите акциз (для подакцизных товаров) и не учитывайте НДС. Такие правила установлены в пункте 6 статьи 154 и пункте 1 статьи 167 НК.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="234">Как определить налоговую базу при реализации сельхозпродукции, закупленной у населения</span></h2>
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<p><strong>Если организация реализует сельскохозяйственную продукцию или продукты ее переработки, закупленные у населения, налоговую базу по НДС определяйте как разницу между рыночной ценой и ценой приобретения указанной продукции (п. 4 ст. 154 НК).</strong></p>
<p><em><strong>При этом должны быть выполнены два условия:</strong></em></p>
<p><span style="color: #ff0000;"><em>1. Сельскохозяйственная продукция или продукты ее переработки должны быть закуплены у граждан, не являющихся предпринимателями (письмо Минфина от 07.12.2006 № 03-04-11/234).</em></span></p>
<p><span style="color: #ff0000;"><em>2. Сельскохозяйственная продукция и продукты ее переработки должны быть включены в перечень, утвержденный постановлением Правительства от 16.05.2001 № 383.</em></span></p>
<p><span data-role="phrase" data-phrase-id="239">Если оба условия выполнены, то НДС при продаже сельхозпродукции рассчитайте так.</span></p>
<p><em><strong>Если реализуемая сельхозпродукция облагается НДС по ставке 20 процентов, используйте формулу:</strong></em></p>
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<td><span data-role="phrase" data-phrase-id="243">Цена продажи</span></td>
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<h3><span data-role="phrase" data-phrase-id="244"><strong>–</strong></span></h3>
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<td><span data-role="phrase" data-phrase-id="245">Цена покупки</span></td>
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<h3><span data-role="phrase" data-phrase-id="246"><strong>) ×</strong></span></h3>
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<td><span data-role="phrase" data-phrase-id="247">20/120</span></td>
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<em><strong>Если реализуемая сельхозпродукция облагается НДС по ставке 10 процентов, используйте формулу:</strong></em></span></p>
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<td><span data-role="phrase" data-phrase-id="249">НДС</span></td>
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<td><span data-role="phrase" data-phrase-id="251">Цена продажи</span></td>
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<h3><span data-role="phrase" data-phrase-id="252"><strong>–</strong></span></h3>
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<td><span data-role="phrase" data-phrase-id="253">Цена покупки</span></td>
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<h3><span data-role="phrase" data-phrase-id="254"><strong>) ×</strong></span></h3>
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<td><span data-role="phrase" data-phrase-id="255">10/110</span></td>
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<p><span data-role="phrase" data-phrase-id="256">Такие правила установлены в пункте 4 статьи 154 и пункте 4 статьи 164 НК. Если хотя бы одно из условий не выполняется, НДС начисляйте в обычном порядке – исходя из полной цены продажи (п. 1 ст. 154 НК).</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="266">Как определить налоговую базу при одновременной закупке продуктов у предприятий и населения</span></h2>
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<p><span data-role="phrase" data-phrase-id="267">Если организация закупает продукты одновременно и у предприятий, и у населения, то для правильного определения налоговой базы по НДС нужно организовать раздельный учет закупаемых продуктов. Это можно сделать, открыв к счетам 41 «Товары» и 90 «Продажи» дополнительные субсчета, на которых будет отдельно отражаться стоимость товаров, приобретенных у граждан и у организаций.</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="296">Как определить налоговую базу при реализации автомобилей, приобретенных у населения</span></h2>
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<p><span data-role="phrase" data-phrase-id="297">Если организация реализует автомобили, ранее приобретенные у граждан для перепродажи, налоговую базу по НДС определяйте как разницу между рыночной ценой (с учетом НДС) и ценой их приобретения (п. 5.1 ст. 154 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="298">Такой вариант расчета налоговой базы возможен, если автомобили отражены в учете как товары на счете 41 и куплены у граждан, которые не являются предпринимателями. Если автомобили, приобретенные у граждан, использовались в деятельности организации и учитывались как основные средства, налоговую базу нужно определять с полной стоимости (п. 1 ст. 154 НК).</span></p>
<p><em><strong>Сумму НДС с межценовой разницы определяйте по формуле:</strong></em></p>
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<td><span data-role="phrase" data-phrase-id="303">–</span></td>
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<h3><span data-role="phrase" data-phrase-id="305"><strong>) ×</strong></span></h3>
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<p><span data-role="phrase" data-phrase-id="307">В этой формуле цена продажи – это та цена, которую устанавливают стороны, совершая сделку купли-продажи. Предполагается, что цена продажи соответствует уровню рыночных цен, пока не доказано обратное (п. 1 и 3 ст. 105.3 НК). Такие правила установлены в пункте 5.1 статьи 154, а также в пунктах 3 и 4статьи 164 НК.</span></p>
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<blockquote><p><span data-role="phrase" data-phrase-id="317">Если организация перепродает автомобили, закупая их одновременно и у организаций, и у населения, то для правильного определения налоговой базы по НДС нужно организовать их раздельный учет. Это можно сделать, открыв к счетам 41 «Товары» и 90 «Продажи» дополнительные субсчета, на которых будет отдельно отражаться стоимость транспортных средств, приобретенных у граждан и у организаций.</span></p></blockquote>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="323">Как определить налоговую базу при переработке давальческого сырья</span></h2>
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<p><span data-role="phrase" data-phrase-id="324">Налоговая база при реализации услуг по производству товаров из давальческого сырья (материалов) определяется как стоимость их обработки, переработки или иной трансформации с учетом акцизов (для подакцизных товаров) и без включения в нее НДС. Стоимость же самого сырья налоговую базу не увеличивает. Ведь реализации сырья (материалов), а затем и готовой продукции не происходит – все это принадлежит давальцу. Это следует из положений пункта 5 статьи 154 НК.</span></p>
<p><em>Давальческие услуги облагаются НДС по ставке 20 процентов. Причем независимо от того, какую ставку применяет заказчик при налогообложении готовой продукции. Такие услуги не упомянуты в пункте 2 статьи 164 НК как подпадающие под ставку 10 процентов. Не повлияет на налогообложение услуг по переработке и то что произведенные товары могут быть освобождены от НДС по статье 149 НК. Ведь освобождение от налогообложения услуг по переработке давальческого сырья статьей 149 НК также не предусмотрено.</em></p>
<p><span data-role="phrase" data-phrase-id="326">При передаче готовой продукции давальцу счет-фактуру оформите только на стоимость услуг по переработке (п. 5 ст. 154 НК).</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="327">Как оформить услуги по переработке давальческого сырья  </span></h2>
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<p><span data-role="phrase" data-phrase-id="328">Правила составления договора на переработку давальческого сырья регулируются главой 37 ГК. Согласно договору, одна сторона (давалец) передает сырье другой стороне (переработчику). А после того как сырье будет переработано, готовая продукция возвращается обратно давальцу (ст. 713 ГК).</span></p>
<p><span data-role="phrase" data-phrase-id="329">Поступление давальческого сырья можно оформить приходным ордером по форме № М-4, на котором указывается, что материалы (сырье) поступили на давальческих условиях. После окончания выполнения работ готовая продукция может передаваться заказчику по акту приемки-передачи и накладной по форме № МХ-18. </span></p>
<p><span data-role="phrase" data-phrase-id="329">Кроме того, после окончания работ переработчик обязан предоставить отчет о расходовании сырья. Этот документ должен содержать сведения о поступивших и не ушедших в производство материалах, количестве и ассортименте полученной продукции. В нем также указывают, сколько получено отходов, в том числе возвратных. </span></p>
<p><em><strong>Излишки должны быть возвращены давальцу. Или же можно уменьшить вознаграждение переработчика на стоимость отходов или неиспользованного материала. Это будет зависеть от договоренности сторон. Такой порядок установлен статьей 713 ГК.</strong></em></p>
<p><span data-role="phrase" data-phrase-id="330">На основании акта и отчета в бухучете давальца на дату подписания акта отражается себестоимость готовой продукции или обработанного материала, предназначенного для дальнейшей переработки.</span></p>
<p><span data-role="phrase" data-phrase-id="331">Право собственности на исходное сырье (материалы), а также на готовую продукцию принадлежит давальцу. А переработчик лишь перерабатывает сырье и передает изделия заказчику (ст. 713 ГК).</span></p>
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<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="342">Как определить налоговую базу с выручки в иностранной валюте</span></h2>
<p>&nbsp;</p>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<blockquote><p><em>Налоговую базу по НДС по договорам в иностранной валюте определяйте с учетом особенностей. Они связаны с тем, что покупатель может перечислять оплату как в иностранной валюте, так и в рублях.</em></p></blockquote>
<p><span data-role="phrase" data-phrase-id="344">Если <strong>выручка поступает в иностранной валюте</strong>, ее нужно пересчитать в рубли по официальному курсу ЦБ на дату определения налоговой базы. При этом налоговую базу при экспорте пересчитывают в рубли на дату отгрузки (передачи) товаров (работ, услуг). Такие правила предусмотрены пунктом 3статьи 153 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="345">Бывают случаи, когда <strong>в договоре стоимость указана в иностранной валюте, а покупатель оплачивает рублями</strong>. При этом есть два варианта.</span></p>
<p><span data-role="phrase" data-phrase-id="346"><strong>Первый вариант</strong>: товары (работы, услуги) оплачивают после их отгрузки. Тогда выручку от реализации нужно пересчитать в рубли по курсу ЦБ на дату отгрузки товаров (работ, услуг). Такие правила установлены пунктом 4 статьи 153 НК.</span></p>
<p><span data-role="phrase" data-phrase-id="347"><strong>Второй вариант</strong>: покупатель перечислил оплату авансом. В этом случае налоговую базу нужно определять дважды: на дату поступления предоплаты и на дату отгрузки товаров (работ, услуг) (п. 1, 14 ст. 167 НК). При этом если получена 100-процентная предоплата, то пересчитывать налоговую базу, определенную при поступлении аванса, по курсу ЦБ на дату отгрузки товаров (выполнения работ, оказания услуг) не нужно. Если получена частичная предоплата, налоговая база определяется как сумма двух величин:<br />
– суммы поступившей предоплаты;<br />
– стоимости отгруженных товаров (работ, услуг) по курсу ЦБ на дату отгрузки за вычетом поступившей предоплаты.</span></p>
<p><span data-role="phrase" data-phrase-id="348">Аналогичные разъяснения содержатся в письме Минфина от 17.01.2012 № 03-07-11/13.</span></p>
</div>
</div><p>The post <a href="https://enterfin.ru/kak-nachislit-nds-pri-realizatsii-tovarov-rabot-uslug/">Как начислить НДС при реализации товаров, работ, услуг</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как заполнять раздел 3 РСВ, если с физлицом несколько видов трудовых договоров или ГПД, например, по внутренним совместителям</title>
		<link>https://enterfin.ru/kak-zapolnyat-razdel-3-rsv-esli-s-fizlitsom-neskolko-vidov-trudovyh-dogovorov-ili-gpd-naprimer-po-vnutrennim-sovmestitelyam/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sun, 29 Dec 2019 18:31:58 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[бух. учет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20790</guid>

					<description><![CDATA[<p>Любовь Котова, начальник отдела нормативно-правового регулирования страховых взносов департамента налоговой и таможенной политики Минфина России Владислав Лабутов, заместитель начальника отдела управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС Когда одно и то же физлицо состоит с работодателем в разных трудовых или гражданско-правовых отношениях, на него нужно заполнить только один раздел 3. В подразделе 3.2 суммируйте выплаты по [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-zapolnyat-razdel-3-rsv-esli-s-fizlitsom-neskolko-vidov-trudovyh-dogovorov-ili-gpd-naprimer-po-vnutrennim-sovmestitelyam/">Как заполнять раздел 3 РСВ, если с физлицом несколько видов трудовых договоров или ГПД, например, по внутренним совместителям</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<div class="author">
<div class="author__about"><strong><span class="author__name">Любовь Котова</span>, <span class="author__props">начальник отдела нормативно-правового регулирования страховых взносов департамента налоговой и таможенной политики Минфина России</span></strong></div>
</div>
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<div class="author__about"><strong><span class="author__name">Владислав Лабутов</span>, <span class="author__props">заместитель начальника отдела управления налогообложения доходов физических лиц и администрирования страховых взносов ФНС</span></strong></div>
</div>
<div></div>
<div></div>
<div>
<blockquote><p><span data-role="phrase" data-phrase-id="840">Когда одно и то же физлицо состоит с работодателем в разных трудовых или гражданско-правовых отношениях, на него нужно заполнить только один раздел 3. В подразделе 3.2 суммируйте выплаты по всем договорам и отразите их общей суммой.</span></p>
<p><span data-role="phrase" data-phrase-id="841">Раздел 3 расчета по страховым взносам заполните <a href="#/document/16/62562/bii2/">в общем порядке</a> на каждое застрахованное лицо. Сделайте это независимо от того, в каких отношениях с работодателем состоит сотрудник – как основной работник, внутренний совместитель или он работает по гражданско-правовому договору. Заполнять отдельные разделы 3 в зависимости от вида дохода физлица <a class="npd" title="Приложение 2. Порядок заполнения расчета по страховым взносам" href="#/document/99/420379894/XA00M6C2MG/">Порядком</a> не предусмотрено (утв. приказом ФНС от 10.10.2016 № ММВ-7-11/551).</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-zapolnyat-razdel-3-rsv-esli-s-fizlitsom-neskolko-vidov-trudovyh-dogovorov-ili-gpd-naprimer-po-vnutrennim-sovmestitelyam/">Как заполнять раздел 3 РСВ, если с физлицом несколько видов трудовых договоров или ГПД, например, по внутренним совместителям</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как вести налоговый учет амортизируемого имущества</title>
		<link>https://enterfin.ru/kak-vesti-nalogovyj-uchet-amortiziruemogo-imushhestva/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Wed, 25 Dec 2019 16:32:48 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20783</guid>

					<description><![CDATA[<p>Олег Хороший,  начальник отдела налога на прибыль организаций департамента налоговой и таможенной политики Минфина России &#160; Варианты учета &#160; Правила налогового учета амортизируемого имущества установлены главой 25 Налогового кодекса РФ. В некоторых случаях положения этой главы предоставляют организациям право выбрать из нескольких возможных вариантов учета один. Так, организация может установить в учетной политике для целей налогообложения: метод [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-vesti-nalogovyj-uchet-amortiziruemogo-imushhestva/">Как вести налоговый учет амортизируемого имущества</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong><span class="author__name">Олег Хороший</span>,  <span class="author__props">начальник отдела налога на прибыль организаций департамента налоговой и таможенной политики Минфина России</span></strong></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="1">Варианты учета</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="2">Правила налогового учета амортизируемого имущества установлены главой 25 Налогового кодекса РФ. В некоторых случаях положения этой главы предоставляют организациям право выбрать из нескольких возможных вариантов учета один. </span></p>
<p><strong><em>Так, организация может установить в учетной политике для целей налогообложения:</em></strong></p>
<ul class="c-list">
<li>метод амортизации основных средств и нематериальных активов (кроме зданий, сооружений, передаточных устройств, входящих в восьмую–десятую амортизационные группы) (п. 1 ст. 259 НК РФ);</li>
<li>порядок применения «амортизационной премии» – списание не более 10 процентов (30% – в отношении основных средств, входящих в третью–седьмую амортизационные группы) первоначальной стоимости основного средства, а также расходов на его достройку, дооборудование, реконструкцию, модернизацию, техническое перевооружение (п. 9 ст. 258 НК РФ);</li>
<li>порядок применения повышающих коэффициентов к нормам амортизации основных средств (п. <a class="npd" title="1. Налогоплательщики вправе применять к основной норме амортизации специальный коэффициент, но не выше 2:" href="#/document/99/901765862/ZAP1REK3BS/">1</a> и <a class="npd" title="2. Налогоплательщики вправе применять к основной норме амортизации специальный коэффициент, но не выше 3:" href="#/document/99/901765862/ZAP210A3DE/">2</a> ст. 259.3 НК РФ);</li>
<li>применение пониженных норм амортизации (добровольное) (п. 4 ст. 259.3 НК РФ);</li>
<li>порядок определения нормы амортизации по основным средствам, бывшим в эксплуатации у предыдущего собственника (п. 7 ст. 258 НК РФ).</li>
</ul>
<blockquote><p><span data-role="phrase" data-phrase-id="4">При составлении учетной политики для целей налогообложения учитывайте, что некоторые из правил можно устанавливать только в отношении всех объектов одновременно, а некоторые – к конкретному перечню объектов по выбору организации. Например, пониженные нормы амортизации могут применяться к объектам, выбранным руководителем.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="5">Выбранные методы налогового учета амортизируемого имущества применяйте в течение всего налогового периода (года). Изменить налоговый учет амортизируемого имущества в середине года можно, только если изменилось законодательство о налогах и сборах. Такой порядок предусмотрен абзацем<span style="color: #ff0000;"><strong> 6 статьи 313 Налогового кодекса РФ.</strong></span></span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="6">Изменение метода амортизации</span></h2>
<p>&nbsp;</p>
<p><em>Установленный метод расчета амортизации объекта основных средств (нематериальных активов) организация вправе изменить с начала следующего налогового периода. При этом перейти с нелинейного метода начисления амортизации на линейный можно не раньше чем через пять лет после начала его применения (<a class="npd" title="1. В целях настоящей главы налогоплательщики вправе выбрать один из следующих методов начисления амортизации с учетом особенностей, предусмотренных настоящей главой:" href="#/document/99/901765862/ZA02F0A3J1/">п. 1 ст. 259 НК РФ</a>).</em></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="8">Организация налогового учета</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9">Основные требования к налоговому учету амортизируемого имущества приведены в статье 323 Налогового кодекса РФ. Учет доходов и расходов по амортизируемому имуществу ведется пообъектно. Исключение составляет амортизация при применении нелинейного метода.</span></p>
<p><em><strong>Система налогового учета, разработанная в организации, должна содержать информацию:</strong></em></p>
<ul class="c-list">
<li>о первоначальной стоимости имущества;</li>
<li>о сроке полезного использования;</li>
<li>о дате приобретения и введения в эксплуатацию;</li>
<li>об амортизации основных средств (нематериальных активов), начисленной за весь период эксплуатации объектов, – при линейном методе начисления амортизации;</li>
<li>об амортизации и суммарном балансе каждой амортизационной группы (подгруппы) – при нелинейном методе начисления амортизации;</li>
<li>об остаточной стоимости объектов амортизируемого имущества при его выбытии из амортизационной группы;</li>
<li>о реализации (дате, цене реализации и расходах по реализации) и т. д.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="12">Полный перечень сведений, которые должен обеспечивать аналитический учет амортизируемого имущества, приведен в статье 323 Налогового кодекса РФ.</span></p>
<p><em><strong>Налоговый кодекс РФ предусматривает два варианта ведения налогового учета:</strong></em></p>
<ul class="c-list">
<li>использование регистров бухучета;</li>
<li>использование специально разработанных организацией регистров налогового учета.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="15">Об этом говорится в статье 313 Налогового кодекса РФ.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="16">Налоговые регистры</span></h2>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="17">Если выбранные правила учета амортизируемого имущества в бухгалтерском и налоговом учете совпадают, то организация может формировать данные налогового учета на основе регистров бухучета (абз. 3 ст. 313 НК РФ). Вести отдельные налоговые регистры необязательно. Такое положение объясняется рядом причин. Во-первых, сведения для налогового учета берутся из тех же первичных документов, которые используются для отражения операций в бухучете. Во-вторых, из-за совпадения многих методов и способов оценки в налоговом и бухгалтерском учете составлять отдельные налоговые регистры нецелесообразно. Для расчета налоговой базы можно использовать данные бухучета.</span></p></blockquote>
<p><em><span style="color: #ff0000;" data-role="phrase" data-phrase-id="18">Таким образом, если отличий между бухгалтерским и налоговым учетом нет, налоговые регистры не ведите. А в учетной политике для целей налогообложения уточните источники, из которых берутся данные для расчета налоговой базы (перечень бухгалтерских регистров).</span></em></p>
<p><span data-role="phrase" data-phrase-id="19">Если выбранные правила учета амортизируемого имущества в бухгалтерском и налоговом учете не совпадают, то организация должна формировать данные налогового учета основных средств обособленно от бухучета. <em><strong>Сделать это можно двумя способами:</strong></em></span></p>
<ul class="c-list">
<li>дополнив регистры бухучета необходимыми реквизитами, для того чтобы их можно было использовать в налоговом учете;</li>
<li>сформировать обособленные регистры налогового учета.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="21">Если организация решила разработать налоговые регистры, то нужно иметь в виду, что обязательных форм (бланков) таких регистров в законодательстве нет. Организация сама решает, какие регистры использовать в своей деятельности (ст. 314 НК РФ).</span></p>
<p><em><strong>Разрабатываемые организацией регистры налогового учета должны содержать ряд обязательных реквизитов:</strong></em></p>
<ul class="c-list">
<li>наименование регистра;</li>
<li>период (дату) составления;</li>
<li>измерители операций в натуральном (если это возможно) и в денежном выражении;</li>
<li>наименование хозяйственных операций;</li>
<li>подпись (расшифровку подписи) сотрудника, ответственного за составление указанных регистров.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="24">Таковы требования статьи 313 Налогового кодекса РФ.</span></p>
<p><strong><em>Кроме обязательных реквизитов в регистр включите те реквизиты, которые помогут правильно рассчитать сумму амортизационных отчислений. Ими могут быть:</em></strong></p>
<ul class="c-list">
<li>размеры повышающих или понижающих коэффициентов;</li>
<li>способ начисления амортизации;</li>
<li>срок полезного использования;</li>
<li>остаточная стоимость.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="27">В любом случае в учетной политике для целей налогообложения укажите состав налоговых регистров (либо в виде перечня, если они из числа рекомендованных инспекторами, либо в виде приложения (альбома форм)). Кроме того, определите и другие источники данных для налогового учета, если они используются (бухгалтерские регистры, данные аналитического учета и т. п.). Таковы требования <a class="npd" title="Статья 314. Аналитические регистры налогового учета" href="#/document/99/901765862/ZAP25NI3I6/">статьи 314</a> Налогового кодекса РФ.</span></p>
<p><span data-role="phrase" data-phrase-id="28">Налоговая служба разработала рекомендуемые образцы форм налоговых регистров. Они приведены в рекомендациях МНС России от 19 декабря 2001 г.Использовать эти бланки необязательно, однако они могут послужить примером для разрабатываемых организацией регистров.</span></p>
<div class="incut incut-attention incut-exclamation" data-role="phrase-incut">
<div class="incut-head incut-head-with-control"><span class="incut-head-control">Внимание:</span> <span class="incut-head-sub">при выездной проверке инспекторы вправе затребовать у организации налоговые регистры, подтверждающие расчет налоговой базы (п. 1 ст. 93 НК РФ). За непредставление этих документов в течение 10 рабочих дней со дня получения письменного требования предусмотрена налоговая и административная ответственность (п. 3 ст. 93, ст. 120 НК РФ, ч. 1 ст. 15.6 КоАП РФ).</span></div>
<div></div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="35">Заполнение регистров</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="36">Регистры налогового учета заполняйте в хронологическом порядке. Налоговые регистры можно вести в виде специальных форм: разработочных таблиц, ведомостей, журналов. Делайте это на бумажных (машинных) носителях или в электронном виде.</span></p>
<p>&nbsp;</p>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="43">Исправление ошибок</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="44">Если в регистре налогового учета обнаружена ошибка, внести исправление вправе только сотрудник, ответственный за ведение регистра. Причем исправление должно быть не только заверено подписью последнего (с указанием даты), но и письменно обосновано.</span></p>
<p><span data-role="phrase" data-phrase-id="45">Такой порядок предусмотрен в статье 314 Налогового кодекса РФ.</span><span style="font-style: italic;">аким способом внести исправления в налоговый регистр, Налоговый кодекс РФ не уточняет. Поэтому сделать это можно, например, путем включения исправительной записи (если регистр сформирован в электронном виде) или вычеркиванием неверной суммы (если регистр составлен на бумаге).</span></p><p>The post <a href="https://enterfin.ru/kak-vesti-nalogovyj-uchet-amortiziruemogo-imushhestva/">Как вести налоговый учет амортизируемого имущества</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</title>
		<link>https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 24 Dec 2019 16:23:12 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[арбитраж]]></category>
		<category><![CDATA[иск]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20781</guid>

					<description><![CDATA[<p>Сергей Разгулин, действительный государственный советник РФ 3-го класса &#160; Что отражать в регистре &#160; Налоговые регистры нужны для того, чтобы правильно составить расчеты по форме 6-НДФЛ и справки по форме 2-НДФЛ. Поэтому вести регистры нужно ежемесячно по каждому гражданину с подведением нарастающих итогов с начала года. В регистре отразите: 1. Доходы, которые начислили и выплатили гражданам. Учет доходов ведите по каждому коду и [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl/">Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong><span class="author__name">Сергей Разгулин</span>, <span class="author__props">действительный государственный советник РФ 3-го класса</span></strong></p>
<p>&nbsp;</p>
<div class="incut incut-situation" data-role="phrase-incut">
<div class="incut-head incut-head-with-control">
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Что отражать в регистре</span></h2>
<p>&nbsp;</p>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<p><span data-role="phrase" data-phrase-id="20">Налоговые регистры нужны для того, чтобы правильно составить расчеты по форме 6-НДФЛ и справки по форме 2-НДФЛ. Поэтому вести регистры нужно ежемесячно по каждому гражданину с подведением нарастающих итогов с начала года. В регистре отразите:</span></p>
<p><strong><em>1. Доходы, которые начислили и выплатили гражданам. Учет доходов ведите по каждому коду и по каждой дате выплаты. Дело в том, что в форме 6-НДФЛ нужно указывать даты, когда:</em></strong></p>
<ul class="c-list">
<li>человек получил доход;</li>
<li>налоговый агент удержал налог с этого дохода;</li>
<li>налог с выплаченной суммы должен быть перечислен в бюджет.</li>
</ul>
<p><em><strong>2. Вычеты, которые предоставили за месяц и нарастающим итогом с начала года. Учет вычетов ведите по каждому виду и по каждому коду. Кроме того, отражайте реквизиты уведомлений из налоговой инспекции, на основании которых были предоставлены имущественный и социальные вычеты.</strong></em></p>
<p><em><strong>3. НДФЛ, рассчитанный, удержанный и перечисленный с каждой выплаты, по каждой дате. Отдельно учитывайте суммы: излишне удержанные, не удержанные и которые вернул налоговый агент.</strong></em></p>
<p><em>Доходы, которые не облагаются НДФЛ, в регистре отражать не нужно. Например, это пенсии, компенсационные выплаты и т. д. Кроме того, можно не отражать доходы, выплаченные:</em></p>
<ul class="c-list">
<li>гражданам при приобретении у них имущества и имущественных прав, принадлежащих им на праве собственности;</li>
<li>предпринимателям.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="27">НДФЛ с полученных доходов они рассчитывают и платят в бюджет самостоятельно.</span></p>
<p><span data-role="phrase" data-phrase-id="28">Это следует из положений <a class="npd" title="1. Налоговые агенты ведут учет доходов, полученных от них физическими лицами в налоговом периоде, по форме, которая установлена Министерством финансов Российской Федерации" href="#/document/99/901765862/ZAP24OG3E2/">абзаца 1</a> пункта 1 статьи 230, <a class="npd" title="2. Исчисление сумм и уплата налога в соответствии с настоящей статьей производятся в отношении всех доходов налогоплательщика, источником которых является налоговый агент, за исключением..." href="#/document/99/901765862/ZAP1V8C3HG/">пункта 2</a> статьи 226, статей 227 и 228 НК и подтверждается письмами Минфина от 01.02.2011 № 03-04-06/3-14, от 27.02.2013 № 03-04-06/5607.</span></p>
</div>
</div>
<div class="incut incut-situation" data-role="phrase-incut"></div>
<div class="incut incut-situation" data-role="phrase-incut">
<div class="incut-head incut-head-with-control"></div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="3">Форма регистра</span></h2>
<p>&nbsp;</p>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<p><span style="color: #ff0000;">Типового образца налогового регистра для расчета НДФЛ нет. Поэтому налоговый агент должен разработать эту <a style="color: #ff0000;" href="#/document/118/61769/">форму</a> самостоятельно.</span></p>
<p><em><strong>Включите в регистр следующие сведения:</strong></em></p>
<ul class="c-list">
<li>данные налогового агента: наименование, ИНН, КПП;</li>
<li>персональные данные гражданина, которому выплачиваете доход (в т.ч. его ИНН – при наличии);</li>
<li>виды доходов, выплачиваемых гражданину, – по каждому <a class="npd" title="Коды видов доходов налогоплательщика..." href="#/document/99/420304334/ZAP29GK3I8/">коду</a> (в соответствии с приказом ФНС от 10.09.2015 № ММВ-7-11/387);</li>
<li>виды предоставленных вычетов – по каждому <a class="npd" title="Коды видов вычетов налогоплательщика..." href="#/document/99/420304334/ZAP2EQC3IL/">коду</a> (в соответствии с приказом ФНС от 10.09.2015 № ММВ-7-11/387);</li>
<li>суммы доходов;</li>
<li>налоговый статус гражданина;</li>
<li>даты фактического получения дохода, выплаты дохода, удержания налога, а также дату, когда налог, удержанный с данного вида доходов, должен быть <a href="#/document/117/39651/">перечислен в бюджет</a>;</li>
<li>дату и номер платежного поручения на перечисление НДФЛ в бюджет.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="59">Это следует из положений <a class="npd" title="Формы регистров налогового учета и порядок отражения в них аналитических данных налогового учета, данных первичных учетных документов разрабатываются налоговым агентом самостоятельно..." href="#/document/99/901765862/ZAP26I83GN/">абзаца 2</a> пункта 1 статьи 230 НК.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="60">Учтите, что основное назначение регистра – сформировать показатели для составления справок 2-НДФЛ и расчетов 6-НДФЛ. Поэтому, разрабатывая регистр, придерживайтесь структуры этих форм, а также справочников, приведенных в приложениях к приказам ФНС, которыми утверждены эти формы.</span></p></blockquote>
<div class="incut incut-example" data-role="phrase-incut">
<h3></h3>
<h3 class="incut-head incut-head-with-control"><span class="incut-head-control">Пример, как заполнить налоговый регистр для расчета НДФЛ</span></h3>
</div>
</div>
</div>
<div class="incut incut-universal" data-role="phrase-incut">
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<p><em>Если налоговый агент не ведет налоговый регистр, его могут наказать за грубое нарушение правил учета доходов, расходов и объектов налогообложения. За это предусмотрена налоговая и административная ответственность.</em></p>
<p><em>Налоговая инспекция оштрафует организацию на 10 000 руб. Если регистр не вели несколько лет, штраф – 30 000 руб. При этом, если занизили налоговую базу, штраф серьезнее: 20 процентов от суммы неуплаченного налога, но не менее 40 000 руб. Такие меры ответственности содержит статья 120 НК.</em></p>
<p><em><strong>Если не представить регистры по требованию налоговой инспекции, привлекут к ответственности по <a class="npd" title="Статья 126. Непредставление налоговому органу сведений, необходимых для осуществления налогового контроля" href="#/document/99/901714421/ZAP21LE3CH/">статье 126</a> НК. Размер штрафа:</strong></em></p>
<ul class="c-list">
<li>200 руб. за каждый документ, который вовремя не сдали;</li>
<li>10 000 руб. за отказ сдать документы и сведения.</li>
</ul>
<p><em>Кроме того, по заявлению налоговой инспекции суд может оштрафовать должностных лиц организации (например, руководителя) на сумму от 300 до 500 руб. (ч. 1 ст. 15.6 КоАП).</em></p>
<p>&nbsp;</p>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="5">Как вести регистр</span></h2>
<p>&nbsp;</p>
<div class="incut-universal incut" data-role="phrase-incut">
<div class="incut-body">
<p><span data-role="phrase" data-phrase-id="100">Регистр налогового учета рассчитан на один календарный год. Регистр можно вести как на бумаге, так и в электронном виде. Заводить его нужно при первом же начислении и выплате доходов человеку. <a href="#/document/117/39651/">Даты выплаты доходов</a> в регистре указывайте в соответствии со статьей 223 НК.</span></p>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="6">Регистры ведите помесячно и нарастающим итогом с начала года. Чтобы корректно заполнить этот документ, включите в него графу «Месяц налогового периода». В ней отражайте тот месяц, в котором полученный гражданином доход включен в расчет налоговой базы по НДФЛ.</span></p>
<p><span data-role="phrase" data-phrase-id="7">Разделы, в которых отражаются доходы, выплаченные сотруднику, целесообразно заполнять не только помесячно, но и в разрезе каждой выплаты. Это позволит правильно определить налоговую базу и сумму исчисленного и удержанного НДФЛ по доходам, которые переходят с одного месяца на другой. Например, по отпускным, выплаченным авансом.</span></p>
<blockquote><p><span data-role="phrase" data-phrase-id="8">Доходы группируйте по налоговым ставкам и разносите по разным разделам регистра.</span></p></blockquote>
<p><span data-role="phrase" data-phrase-id="9">Структурируйте раздел, в котором отражают вычеты. Их удобнее показывать отдельно по каждому <a class="npd" title="Коды видов вычетов налогоплательщика..." href="#/document/99/420304334/ZAP2EQC3IL/">коду</a>. Суммы вычетов, которые полагаются сотруднику и которые предоставлены ему фактически, тоже лучше показывать отдельно.</span></p>
<p><em>Все показатели в регистре (кроме суммы НДФЛ) отражайте в рублях и копейках. Сумму налога показывайте в полных рублях (суммы до 50 коп. отбрасывайте, суммы в 50 коп. и более округляйте в большую сторону). Валютные показатели пересчитывайте по курсу Банка России на дату получения доходов (дату расходов, если они принимаются к вычету).</em></p>
<p><em><strong>Заполняйте регистр с учетом справочников, утвержденных ФНС:</strong></em></p>
<ul class="c-list">
<li>коды документов берите из приложения 2 к <a class="npd" title="Порядок заполнения формы налоговой декларации по налогу на доходы физических лиц (форма 3-НДФЛ)" href="#/document/99/551394465/ZAP2FBO3HR/">Порядку</a>, утвержденному приказом ФНС от 03.10.2018 № ММВ-7-11/569@;</li>
<li>гражданство, адрес и код страны постоянного проживания <a title="Нерезидент – гражданин России или иностранный гражданин (лицо без гражданства), который фактически находится в России менее 183 календарных дней в течение 12 следующих подряд..." href="#/document/113/7277/">нерезидентов</a>смотрите в <a class="npd" title="ОБЩЕРОССИЙСКИЙ КЛАССИФИКАТОР СТРАН МИРА" href="#/document/97/16345/b1376/">Общероссийском классификаторе стран мира</a>, который утвержден постановлением Госстандарта от 14.12.2001 № 529-ст. В отношении налоговых <a title="Резидент – гражданин России или любого иностранного государства (лицо без гражданства), находящийся в России 183 календарных дня и более в течение 12 следующих подряд месяцев..." href="#/document/113/4665/">резидентов</a> укажите код России – 643;</li>
<li>коды доходов и налоговых вычетов смотрите в приложениях <a class="npd" title="Коды видов доходов налогоплательщика..." href="#/document/99/420304334/ZAP23UG3GM/">1 «Коды доходов»</a>и <a class="npd" title="Коды видов вычетов налогоплательщика..." href="#/document/99/420304334/ZAP29883H3/">2 «Коды вычетов»</a> к приказу ФНС от 10.09.2015 № ММВ-7-11/387.</li>
</ul>
<p><span data-role="phrase" data-phrase-id="13">Не забывайте, что налоговые вычеты положены только резидентам в отношении доходов, которые облагаются НДФЛ по ставке 13 процентов (п. 3 ст. 210 НК).</span></p>
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</div><p>The post <a href="https://enterfin.ru/kak-vesti-nalogovye-registry-dlya-6-ndfl-i-2-ndfl/">Как вести налоговые регистры для 6-НДФЛ и 2-НДФЛ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ЕНВД</title>
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		<pubDate>Mon, 25 Dec 2017 07:50:30 +0000</pubDate>
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					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ЕНВД [supsystic-tables id=45] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
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<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-envd/">График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<pubDate>Mon, 25 Dec 2017 07:36:53 +0000</pubDate>
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					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ИП без сотрудников на УСН [supsystic-tables id=44] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
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		<pubDate>Mon, 25 Dec 2017 07:32:18 +0000</pubDate>
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					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на УСН [supsystic-tables id=43] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
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		<pubDate>Mon, 25 Dec 2017 07:30:29 +0000</pubDate>
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		<pubDate>Mon, 25 Dec 2017 07:27:04 +0000</pubDate>
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		<pubDate>Mon, 25 Dec 2017 07:01:12 +0000</pubDate>
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		<pubDate>Mon, 25 Dec 2017 06:59:46 +0000</pubDate>
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		<pubDate>Mon, 25 Dec 2017 06:58:03 +0000</pubDate>
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					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ООО с сотрудниками на ОСНО [supsystic-tables id=38] &#160; Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-s-sotrudnikami-na-osno/">График отчетности за 4 квартал 2017 и 2017 год ООО с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">График отчетности за 4 квартал 2017 и 2017 год ООО с сотрудниками на ОСНО</h2>
[supsystic-tables id=38]
<p>&nbsp;</p>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-s-sotrudnikami-na-osno/">График отчетности за 4 квартал 2017 и 2017 год ООО с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ОСНО</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-osno/</link>
					<comments>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-osno/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 25 Dec 2017 06:49:26 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[график]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19408</guid>

					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ОСНО [supsystic-tables id=37] &#160; Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-osno/">График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ОСНО</h2>
[supsystic-tables id=37]
<p>&nbsp;</p>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-osno/">График отчетности за 4 квартал 2017 и 2017 год ИП с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ЕНВД</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-envd/</link>
					<comments>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-envd/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 25 Dec 2017 06:47:27 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[график]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19405</guid>

					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ЕНВД [supsystic-tables id=36] &#160; Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-envd/">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ЕНВД</h2>
[supsystic-tables id=36]
<p>&nbsp;</p>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2>
<p style="text-align: center;"><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-envd/">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на УСН</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-usn/</link>
					<comments>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-usn/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 25 Dec 2017 06:39:02 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[график]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19401</guid>

					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на УСН [supsystic-tables id=35] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-usn/">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на УСН</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на УСН</h2>
[supsystic-tables id=35]
<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2>
<p style="text-align: center;"><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-usn/">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на УСН</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График сдачи отчетов и деклараций за 4 квартал 2017 и год.</title>
		<link>https://enterfin.ru/grafik-sdachi-otchetov-i-deklaratsij-za-4-kvartal-2018-i-god/</link>
					<comments>https://enterfin.ru/grafik-sdachi-otchetov-i-deklaratsij-za-4-kvartal-2018-i-god/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 25 Dec 2017 06:27:46 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[график]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19393</guid>

					<description><![CDATA[<p>Выберите организационно-правовую форму и режим налогообложения. Общество с ограниченной ответственностью без сотрудников: Общий режим налогообложения (ОСНО) Упрощенный режим налогообложения (УСН 6% или УСН 15%) Единый налог на вмененный доход (ЕНВД) Общество с ограниченной ответственностью с сотрудниками: Общий режим налогообложения (ОСНО) Упрощенный режим налогообложения (УСН 6% или УСН 15%) Единый налог на вмененный доход (ЕНВД) Индивидуальный предприниматель без сотрудников: Общий режим [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/grafik-sdachi-otchetov-i-deklaratsij-za-4-kvartal-2018-i-god/">График сдачи отчетов и деклараций за 4 квартал 2017 и год.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2>Выберите организационно-правовую форму и режим налогообложения.</h2>
<h3>Общество с ограниченной ответственностью <span style="text-decoration: underline;">без сотрудников</span>:</h3>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-i-2017-god-ooo-bez-sotrudnikov-na-osno/">Общий режим налогообложения (ОСНО)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-usn/">Упрощенный режим налогообложения (УСН 6% или УСН 15%</a><a href="https://enterfin.ru/grafik-otchetnosti-za-2-kvartal-2017-goda-ooo-bez-sotrudnikov-na-usn-6-ili-15/">)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-bez-sotrudnikov-na-envd/">Единый налог на вмененный доход (ЕНВД)</a></p>
<h3>Общество с ограниченной ответственностью <span style="text-decoration: underline;">с сотрудниками</span>:</h3>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-s-sotrudnikami-na-osno/">Общий режим налогообложения (ОСНО)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-s-sotrudnikami-na-usn/">Упрощенный режим налогообложения (УСН 6% или УСН 15%)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ooo-s-sotrudnikami-na-envd/">Единый налог на вмененный доход (ЕНВД)</a></p>
<h3>Индивидуальный предприниматель <span style="text-decoration: underline;">без сотрудников</span>:</h3>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-bez-sotrudnikov-na-osno/">Общий режим налогообложения (ОСНО)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-bez-sotrudnikov-na-envd/">Единый налог на вмененный доход (ЕНВД)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-bez-sotrudnikov-na-usn/">Упрощенный режим налогообложения (УСН 6% или УСН 15%)</a></p>
<h3>Индивидуальный предприниматель <span style="text-decoration: underline;">с сотрудниками</span>:</h3>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-osno/">Общий режим налогообложения (ОСНО)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-usn/">Упрощенный режим налогообложения (УСН 6% или УСН 15%)</a></p>
<p><a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-2017-i-2017-god-ip-s-sotrudnikami-na-envd/">Единый налог на вмененный доход (ЕНВД)</a></p>
<h2><span style="text-decoration: underline;">Дополнительно:</span></h2>
<ul>
<li>Имущество</li>
<li>Земля</li>
<li>Торговля алкоголем</li>
</ul>
<p style="text-align: center;"><p>The post <a href="https://enterfin.ru/grafik-sdachi-otchetov-i-deklaratsij-za-4-kvartal-2018-i-god/">График сдачи отчетов и деклараций за 4 квартал 2017 и год.</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
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		<title>График отчетности за 4 квартал и 2017 год ООО без сотрудников на ОСНО</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-i-2017-god-ooo-bez-sotrudnikov-na-osno/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 22 Dec 2017 12:35:14 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19390</guid>

					<description><![CDATA[<p>График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ОСНО [supsystic-tables id=34] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-i-2017-god-ooo-bez-sotrudnikov-na-osno/">График отчетности за 4 квартал и 2017 год ООО без сотрудников на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;">График отчетности за 4 квартал 2017 и 2017 год ООО без сотрудников на ОСНО</h2>
[supsystic-tables id=34]
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2>
<p style="text-align: center;"><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-4-kvartal-i-2017-god-ooo-bez-sotrudnikov-na-osno/">График отчетности за 4 квартал и 2017 год ООО без сотрудников на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>«Упрощенка» для ООО</title>
		<link>https://enterfin.ru/uproshhenka-dlya-ooo/</link>
					<comments>https://enterfin.ru/uproshhenka-dlya-ooo/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 04 Nov 2017 07:35:59 +0000</pubDate>
				<category><![CDATA[Бухгалтерская отчетность]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19275</guid>

					<description><![CDATA[<p>Упрощенцами бывают не только индивидуальные предприниматели, ООО так же не запрещено работать на таком специальном режиме. Тем более, что УСН обещает компаниям существенную экономию в плане уплаты налогов и ещё ряд привилегий. На выгодах УСН для предприятий остановимся подробнее. В первую очередь, предприятия-упрощенцы, за некоторыми исключениями, освобождаются от уплаты прибыльного и имущественного налога, а также [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/uproshhenka-dlya-ooo/">«Упрощенка» для ООО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify;">Упрощенцами бывают не только индивидуальные предприниматели, ООО так же не запрещено работать на таком специальном режиме. Тем более, что УСН обещает компаниям существенную экономию в плане уплаты налогов и ещё ряд привилегий. На выгодах УСН для предприятий остановимся подробнее.</p>
<p style="text-align: justify;">В первую очередь, предприятия-упрощенцы, за некоторыми исключениями, освобождаются от уплаты прибыльного и имущественного налога, а также НДС (следовательно, и отчеты по ним нивелируются). Учитывая тот факт, что налог на прибыль и НДС тянут за собой ежеквартальные отчеты, можно быстро просчитать, какого количества бюрократической мороки можно избежать.</p>
<p style="text-align: justify;">Вышеуказанные платежи заменяет единый УСН-налог, но по нему существует две базы налогообложения с различающимися ставками:</p>
<ul style="text-align: justify;">
<li>база «доходы» со ставкой 6% от общей суммы полученной прибыли;</li>
<li>база «доходы за вычетом расходов» со ставкой в 15%.</li>
</ul>
<p style="text-align: justify;">Упрощенный налог нужно перечислять с помощью трех авансовых платежей до 25 числа месяца, следующего после завершения первого, второго и третьего квартала, а также годового платежа – до 31 марта года, следующего за отчетным.</p>
<p style="text-align: justify;">Налоговая отчетность так же упрощенная – налогоплательщик сдает всего лишь одну декларацию до 31 марта следующего года.</p>
<p style="text-align: justify;"><strong><em>Ряд ограничений ООО для работы на УСН </em></strong></p>
<p style="text-align: justify;">УСН действительно заманчива для предприятий, в частности, для ООО. Однако, доступен такой режим не для всех юридических лиц – субъектов хозяйствования.</p>
<p style="text-align: justify;">Так, не имеют права переходить на «упрощенку» предприятия:</p>
<ul style="text-align: justify;">
<li>производящие подакцизную продукцию;</li>
<li>добывающие и реализовывающие полезные ископаемые;</li>
<li>занимающиеся деятельностью в банковской, страховой, инвестиционной сфере;</li>
<li>организующие азартные игры;</li>
<li>оказывающие адвокатские и нотариальные услуги;</li>
<li>имеющие обособленные подразделения (филиалы и т.д.);</li>
<li>уставной капитал которых более чем на 25% содержит доли других организаций.</li>
</ul>
<p style="text-align: justify;">Более того, установлены лимиты и на масштаб хозяйственной деятельности, ведь «упрощенка», в большей мере, рассчитана на малый бизнес.</p>
<p style="text-align: justify;">В текущем году установлены следующие лимиты для ООО, желающих перейти (или «не слететь») с УСН:</p>
<ul style="text-align: justify;">
<li>прибыль – не более 150 млн. руб./год;</li>
<li>остаточная стоимость ОС – до 150 млн. руб.</li>
<li>штатная численность – не более 100 наёмных работников.</li>
</ul>
<p style="text-align: justify;">Если один из показателей превышает установленные нормы, ООО не может перейти на УСН, а работающее по такой системе предприятие – потеряет статус «упрощенца» (автоматом переводится на ОСНО).</p>
<p style="text-align: justify;"><strong><em>Налоговый учет</em></strong></p>
<p style="text-align: justify;">Главный учетный документ предприятия-упрощенца – это КУДиР. Налогоплательщики, работающие по базе «доходы» 6%, вносят в неё ведомости о полученной выручке, а те, кто выбрал для себя УСН-15% &#8212; ведут учет и доходов, и расходов.</p>
<p style="text-align: justify;">Ведомости из КУДиР – это основа для расчета налогового платежа и последующего заполнения УСН-декларации.</p>
<p style="text-align: justify;"><strong><em>Бухучет ООО-упрощенцев</em></strong></p>
<p style="text-align: justify;">ООО на УСН должны осуществлять бухгалтерский учет, особых поблажек в этом плане нет. Единственное, юрлица-упрощенцы подпадают под понятие «малого предприятия», соответственно, вправе вести бухучет в упрощенном виде, т.е.:</p>
<ul style="text-align: justify;">
<li>пользоваться сокращенным планом счетов;</li>
<li>не применять двойную запись;</li>
<li>предоставлять в контролирующие органы упрощенные формы баланса и отчета о финансовых результатах.</li>
</ul>
<p style="text-align: justify;"><strong><em>Льготы для компаний, работающих на УСН в текущем году</em></strong></p>
<p style="text-align: justify;">Региональные власти субъектов РФ вправе установить сниженные ставки упрощенного налога: 1%-6% по «доходам», 5%-15% по «доходам за вычетом расходов».</p>
<p style="text-align: justify;">Более того, в законодательстве есть норма, по которой для ООО-упрощенцев, занимающихся производством, социальной и научной деятельностью, установлены двухлетние налоговые каникулы (ставка УСН составляет 0%).</p>
<p style="text-align: justify;">Также предприятия на УСН имеют возможность уплачивать пониженные ставки по страх. взносам за сотрудников: 20% на пенс. страхование и 0% &#8212; на медстраховку и соц. страхование. Однако, уменьшенные ставки можно применять лишь при одновременном соблюдении следующих условий:</p>
<ul style="text-align: justify;">
<li>предприятие ведет один из видов хозяйственной деятельности, указанный в п.1 ст. 427 НК РФ;</li>
<li>прибыль от указанного вида деятельности составляет больше 70% от общего дохода;</li>
<li>годовой доход не превышает 79 млн. руб.</li>
</ul>
<p style="text-align: justify;">Из всего вышеперечисленного можно сделать вывод, что работа на упрощенной системе налогообложения порядочно облегчает предприятиям ведение хозяйственной деятельности. А чтобы сэкономить время ещё и на ведение бухгалтерского и налогового учета, советуем стать пользователем интернет-бухгалтерии «Энтерфин». В нашей системе можно с легкостью оформлять первичку, заполнять бухгалтерскую и налоговую документацию, рассчитывать налоги и сдавать отчеты. С нами легко, убедитесь в этом сами!</p><p>The post <a href="https://enterfin.ru/uproshhenka-dlya-ooo/">«Упрощенка» для ООО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Перевозки на «вмененке»: правила расчета налога ЕНВД</title>
		<link>https://enterfin.ru/perevozki-na-vmenenke-pravila-rascheta-naloga-envd/</link>
					<comments>https://enterfin.ru/perevozki-na-vmenenke-pravila-rascheta-naloga-envd/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 03 Nov 2017 09:31:22 +0000</pubDate>
				<category><![CDATA[ИП]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19271</guid>

					<description><![CDATA[<p>Согласно норм статьи 346.26 НК РФ, заниматься перевозками можно в рамках спецрежима ЕНВД. Так, если предприниматель является собственником или арендует автопарк численностью до 20-ти автотранспортных средств, он вправе применять режим ЕНВД. «Вмененка» распространяется на услуги перевозки пассажиров и грузов, но и определенные условия для перехода на указанный режим должны быть соблюдены: ЕНВД введен в регионе, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/perevozki-na-vmenenke-pravila-rascheta-naloga-envd/">Перевозки на «вмененке»: правила расчета налога ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify;">Согласно норм <strong>статьи 346.26 НК РФ</strong>, заниматься перевозками можно в рамках спецрежима ЕНВД. Так, если предприниматель является собственником или арендует автопарк численностью до 20-ти автотранспортных средств, он вправе применять режим ЕНВД. «Вмененка» распространяется на услуги перевозки пассажиров и грузов, но и определенные условия для перехода на указанный режим должны быть соблюдены:</p>
<ul style="text-align: justify;">
<li>ЕНВД введен в регионе, где планируется оказывать транспортные услуги, а последние должны входить в утвержденный на региональном уровне список видов предпринимательской деятельности, облагающихся вмененным налогом;</li>
<li>в штате предпринимателя числится не более 100 наемных работников;</li>
<li>доля других организаций в уставном капитале субъекта хозяйствования составляет не более 25%.</li>
</ul>
<p style="text-align: justify;"><em>Важный нюанс:</em> передача автомобилей в аренду не относится в разряд транспортных услуг (перевозок), поэтому ЕНВД в таком случае применять нельзя.</p>
<p style="text-align: justify;"><strong><em>Постановка предпринимателя-транспортника на учет по ЕНВД</em></strong></p>
<p style="text-align: justify;">Общее правило таково: постановка плательщика на учет по ЕНВД происходит по месту осуществления хозяйственной деятельности. Однако, на транспортные услуги оно не распространяется.</p>
<p style="text-align: justify;">Статья 346.28 НК РФ гласит, что вмененщик, оказывающий услуги перевозки пассажиров и грузов, должен стать на учет по официальному местонахождению предприятия или по месту жительства индивидуального предпринимателя.</p>
<p style="text-align: justify;"><strong><em>Расчет вмененного платежа</em></strong></p>
<p style="text-align: justify;">Чтобы рассчитать ЕНВД по транспортным услугам, необходимо применять следующую формулу: «вмененный налог = БД (базовая доходность, рассчитанная на 1-ну единицу ФП) х ФП (физический показатель) х К1 х К2».</p>
<p style="text-align: justify;">Для перевозок налоговое законодательство установило след. БД:</p>
<ul style="text-align: justify;">
<li>грузоперевозки: 6000 руб./мес. с одного транспортного средства;</li>
<li>перевозки пассажиров: 1500 руб./мес. с одного посадочного места.</li>
</ul>
<p style="text-align: justify;">К1 – общ. коэффициент-дефлятор, устанавливаемый Правительством РФ, в 2017 году – 1,798. К2 – коэффициент понижения, устанавливаемый региональными властями (ранжируется от 0,005 – 1). Если администрация региона не установила понижающий коэффициент – берется показатель, равный 1.</p>
<p style="text-align: justify;"><strong><em>Пример расчета налога для грузоперевозок</em></strong></p>
<p style="text-align: justify;"> Краснодарский ИП Мирошников П.А. 3 месяца проработал в сфере грузоперевозок на «вмененке», имеет в собственности четыре грузовых ТС. В целях налогообложения по вмененному налогу коэффициент К2 в Краснодаре равен 1.</p>
<p style="text-align: justify;">Так, за квартал работы в сфере транспортных услуг ИП Мирошников должен рассчитать налоговую базу для ЕНВД следующим образом:</p>
<p style="text-align: justify;">(6000х4х1,798х1) х 3 месяца = 129 456 руб. (выведенная сумма вмененного дохода).</p>
<p style="text-align: justify;">Полученный вмененный доход умножаем на ставку налога 15%:</p>
<p style="text-align: justify;">129 456х15%=19 418,4 руб. (сумма ЕНВД-налога для перечисления в бюджет).</p>
<p style="text-align: justify;">Для ИП, осуществляющего пассажирские перевозки (к примеру, такси), сумму причитающегося налогового платежа необходимо считать с количества посадочных мест в каждом задействованном для этих целей автомобиле (водительское место в счет не входит).</p>
<p style="text-align: justify;"><strong><em>Возможности для уменьшения вмененного налога </em></strong></p>
<p style="text-align: justify;">Статья 346.32 Налогового кодекса РФ устанавливает ряд платежей, на которые можно уменьшить сумму ЕНВД, к ним относятся:</p>
<ul style="text-align: justify;">
<li>страховые взносы лично за себя (для ИП) и наемных работников (ИП, ООО);</li>
<li>выплаты по больничным листам;</li>
<li>взносы на добровольное страхование сотрудников.</li>
</ul>
<p style="text-align: justify;">Следует учитывать, что ООО и ИП-работодатели имеют право на уменьшение размера вмененного налога только наполовину (50%). ИП без наемных работников может уменьшать налог на все 100%.</p>
<p style="text-align: justify;">Напоминаем, ЕНВД уплачивается ежеквартально, до 25 числа включительно: в апреле, июле, октябре и январе. Налоговую декларацию необходимо подавать также ежеквартально: до 20 числа месяца, следующего за отчетным кварталом.</p>
<p style="text-align: justify;"><strong><em>Начисление налога во время ремонта авто</em></strong></p>
<p style="text-align: justify;">Если у машины была выявлена поломка, период её ремонта не нужно включать в расчет налогового платежа. Однако, ремонт должен быть легальным – не в гараже у соседа, а на СТО, выдающей соответствующие подтверждающие документы.</p>
<p style="text-align: justify;">Больше информации по данному и многим другим вопросам ведения хозяйственной деятельности можно найти на страницах онлайн-бухгалтерии «Энтерфин».</p><p>The post <a href="https://enterfin.ru/perevozki-na-vmenenke-pravila-rascheta-naloga-envd/">Перевозки на «вмененке»: правила расчета налога ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Ведение КУДиР на «упрощенке»</title>
		<link>https://enterfin.ru/vedenie-kudir-na-uproshhenke/</link>
					<comments>https://enterfin.ru/vedenie-kudir-na-uproshhenke/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 02 Nov 2017 08:17:45 +0000</pubDate>
				<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[импорт]]></category>
		<category><![CDATA[патент]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19267</guid>

					<description><![CDATA[<p>Любой упрощенец знает, что Книга учета доходов и расходов (сокращенно – КУДиР) – обязательный к заполнению учетный документ. Именно её в первую очередь требуют налоговики при проведении выездной или камеральной проверки. Но, это не значит, что КУДиР ведется исключительно для налоговиков, полезна она и для самого предпринимателя. Ведомости из книги необходимы для расчета авансовых платежей, [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/vedenie-kudir-na-uproshhenke/">Ведение КУДиР на «упрощенке»</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify;">Любой упрощенец знает, что Книга учета доходов и расходов (сокращенно – КУДиР) – обязательный к заполнению учетный документ. Именно её в первую очередь требуют налоговики при проведении выездной или камеральной проверки.</p>
<p style="text-align: justify;">Но, это не значит, что КУДиР ведется исключительно для налоговиков, полезна она и для самого предпринимателя. Ведомости из книги необходимы для расчета авансовых платежей, налога в целом, а также подведения итогов для налоговой отчётности.</p>
<p style="text-align: justify;">Все субъекты хозяйствования (ИП, ООО) используют КУДиР по форме, утвержденной Приказом Министерства финансов РФ №135-н от 22.10.2012 года.</p>
<p style="text-align: justify;">Советуем обратить внимание, что в 2017 году Книга доходов и расходов пополнилась ещё разделом V, который заполняют плательщики торгового сбора.</p>
<p style="text-align: justify;">Заполнять Книгу достаточно просто, можно вести ее как бумажной форме, так и в электронном формате. Последний вариант – куда удобнее и практичнее. А если использовать сервис онлайн-бухгалтерии «Энтерфин», можно в разы упростить процедуру ведения КУДиР.</p>
<p style="text-align: justify;"><strong><em>Пользователи платформы могут:</em></strong></p>
<ul style="text-align: justify;">
<li>Скачать актуальную форму Книгу учета доходов и расходов в разделе «ДОКИ», распечатать её или вести в электронном виде (с образцом корректного заполнения книги также можно ознакомиться у нас на сайте);</li>
</ul>
<ul style="text-align: justify;">
<li>Производить бухгалтерский учет непосредственно в системе, систематически внося ведомости о доходах-расходах. Преимущество такого варианта – по окончании отчетного периода сервис в автоматическом порядке рассчитывает причитающиеся с предпринимателя суммы налоговых платежей, формирует КУДиР, а также налоговую декларацию. Готовая Книга просто распечатывается, прошивается и подписывается предпринимателем (руководящим лицом предприятия).</li>
</ul>
<ul style="text-align: justify;">
<li>Произвести импорт банковской выписки в сервис бухгалтерии. Данный вариант ведения КУДиР самый простой, ведь, в случае, когда все доходно-расходные операции ведутся через р/с субъекта хозяйствования, данные из банковских выписок и послужат ведомостями для формирования Книги и последующего налогового отчета. При этом, если в отчетном периоде осуществлены операции, не прошедшие по расчетному счету ИП (ООО), их обязательно нужно внести в электронную КУДиР в ручном режиме (чтобы они отразились и в книге, и в отчетности).</li>
</ul>
<p style="text-align: justify;">На случай, когда предприниматель совмещает несколько налоговых режимов, к примеру, упрощенку и патент, сервис бухгалтерии допускает ведение раздельного учета хозяйственных операций по каждому из них. В такой ситуации во время введения в базу операции, необходимо проставить галочку напротив того режима, по которому она была произведена. В конце отчетного периода можно будет формировать отдельно КУДиР по «упрощенке», отдельно – по ПСН.</p>
<p style="text-align: justify;">Прямо сейчас вы можете пользоваться всеми привилегиями интернет-бухгалтерии «Энтерфин», в том числе – формировать и вести Книгу учета доходов и расходов по своему бизнесу. Все, что для этого нужно – зарегистрироваться на сайте для получения статуса полноправного пользователя системы.</p><p>The post <a href="https://enterfin.ru/vedenie-kudir-na-uproshhenke/">Ведение КУДиР на «упрощенке»</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Подаем уточненку по ЕНВД в 2017 году</title>
		<link>https://enterfin.ru/podaem-utochnenku-po-envd-v-2017-godu/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 12 Oct 2017 08:24:17 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19164</guid>

					<description><![CDATA[<p>В налоговой отчётности по вмененному режиму были обнаружены ошибки? Не стоит паниковать! И сразу ждать штрафных санкций по этому поводу также не нужно, в частности, если неточности обнаружены работниками предприятия (ИП), а не налоговиками. Правда, если налоговые инспекторы найдут ошибки первыми, вот тогда можно и на штраф попасть. В любом случае, нужно немедля позаботиться о [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/podaem-utochnenku-po-envd-v-2017-godu/">Подаем уточненку по ЕНВД в 2017 году</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>В налоговой отчётности по вмененному режиму были обнаружены ошибки? Не стоит паниковать! И сразу ждать штрафных санкций по этому поводу также не нужно, в частности, если неточности обнаружены работниками предприятия (ИП), а не налоговиками. Правда, если налоговые инспекторы найдут ошибки первыми, вот тогда можно и на штраф попасть.</p>
<p>В любом случае, нужно немедля позаботиться о подаче уточненной декларации, особенно, если такая ошибка потянула за собой занижение суммы налогового платежа. «Уточненка» &#8212; это та же налоговая декларация по ЕНВД, но уже с корректными ведомостями.</p>
<p>Главное отличие уточненки от первичной декларации – цифра «1» на титуле в поле «№ корректировки», или же другой порядковый номер в случае, если уточнение производится не в первый раз.</p>
<p>Также рекомендуем прикладывать к уточненной декларации сопроводительное письмо – пояснение в свободной форме. Условие это не обязательное, однако, такое письмо поможет разрешить все вопросы, которые могут назреть у налоговых инспекторов.</p>
<p>&nbsp;</p>
<p><strong><em>Возможные санкции, связанные с подачей уточненки</em></strong></p>
<p>Ответственность предприятия зависит от времени сдачи корректировочного отчета. У бизнес-субъекта, выявившего ошибку, потянувшую занижение налогового платежа, есть три варианта к размышлению:</p>
<ul>
<li>Уточненка подается до момента истечения установленного срока предоставления первичной ЕНВД-декларации за отчетный период. В таком случае финансовых последствий для субъекта хозяйствования вообще не будет.</li>
</ul>
<p>&nbsp;</p>
<ul>
<li>Уточненная декларация предоставляется по истечению крайнего срока подачи декларации, но время для перечисления налога в бюджет ещё есть. Если налоговики не обнаружили ошибку, а предприятие успело внести коррективы и доплатить должную сумму причитающегося налога, штрафных санкций удастся избежать.</li>
</ul>
<p>&nbsp;</p>
<ul>
<li>Уточненка подается по происшествии всех сроков подачи налоговой декларации и уплаты налога. Даже в таком случае можно не попасть на штраф, если успеть подать уточненный отчет до того, пока налоговики сами обнаружат ошибки. Но финансовые риски тут есть всегда – субъект хозяйствования обязан оплатить недоимку и пеню, которые, в любом случае, успели накопиться.</li>
</ul>
<p>&nbsp;</p>
<p>В случае, когда обнаруженная неточность не влияет на сумму налога, подача уточненки не является обязанностью предпринимателя, а по большей части – его правом. Поэтому, даже если уточненная декларация по указанным причинам подаваться не будет, штрафа за такую неподачу не последует.</p>
<p>&nbsp;</p>
<p>Интернет-бухгалтерия «Энтерфин» помогает своим клиентам формировать исключительно корректные налоговые отчеты и отсылать их в контролирующие органы путем электронных каналов связи. Просто зарегистрируйтесь на сайте, чтобы лично опробовать все возможности нашей системы! Для новичков доступна бесплатная демоверсия, поэтому попробовать работать с нами можно абсолютно бесплатно!</p><p>The post <a href="https://enterfin.ru/podaem-utochnenku-po-envd-v-2017-godu/">Подаем уточненку по ЕНВД в 2017 году</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ЕНВД</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-s-sotrudnikami-na-envd/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 14:10:07 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19073</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ЕНВД &#160; [supsystic-tables id=33] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-s-sotrudnikami-na-envd/">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ЕНВД</h2>
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[supsystic-tables id=33]
<h2 style="text-align: center;"></h2>
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		<title>График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на УСН (6% или 15%)</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-usn-6-ili-15/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 14:03:56 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19071</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на УСН (6% или 15%) &#160; [supsystic-tables id=32] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-usn-6-ili-15/">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на УСН (6% или 15%)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на УСН (6% или 15%)</h2>
<p>&nbsp;</p>
[supsystic-tables id=32]
<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-usn-6-ili-15/">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на УСН (6% или 15%)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ОСНО</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-s-sotrudnikami-na-osno/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 14:02:17 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19069</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ОСНО &#160; [supsystic-tables id=26] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-s-sotrudnikami-na-osno/">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года Индивидуального предпринимателя с сотрудниками на ОСНО</h2>
<p>&nbsp;</p>
[supsystic-tables id=26]
<h2></h2>
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		<title>График отчетности за 3 квартал  2017 года ИП без сотрудников на ЕНВД</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-envd/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 14:01:10 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19067</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года ИП без сотрудников на ЕНВД &#160; [supsystic-tables id=31] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-envd/">График отчетности за 3 квартал  2017 года ИП без сотрудников на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года ИП без сотрудников на ЕНВД</h2>
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[supsystic-tables id=31]
<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-envd/">График отчетности за 3 квартал  2017 года ИП без сотрудников на ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 3 квартал  2017 года ИП без сотрудников на ОСНО</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-osno/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 14:00:07 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19065</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года ИП без сотрудников на ОСНО &#160; [supsystic-tables id=30] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-individualnogo-predprinimatelya-bez-sotrudnikov-na-osno/">График отчетности за 3 квартал  2017 года ИП без сотрудников на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года ИП без сотрудников на ОСНО</h2>
<p>&nbsp;</p>
[supsystic-tables id=30]
<h2 style="text-align: center;"></h2>
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		<title>График отчетности за 3 квартал  2017 года ООО с сотрудниками на УСН (6% или 15%)</title>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 13:24:37 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<category><![CDATA[УСН]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19055</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года ООО с сотрудниками на УСН (6% или 15%) &#160; [supsystic-tables id=28] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-ooo-s-sotrudnikami-na-usn-6-ili-15/">График отчетности за 3 квартал  2017 года ООО с сотрудниками на УСН (6% или 15%)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года ООО с сотрудниками на УСН (6% или 15%)</h2>
<p>&nbsp;</p>
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<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-ooo-s-sotrudnikami-na-usn-6-ili-15/">График отчетности за 3 квартал  2017 года ООО с сотрудниками на УСН (6% или 15%)</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>График отчетности за 3 квартал  2017 года ООО с сотрудниками на ОСНО</title>
		<link>https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-ooo-s-sotrudnikami-na-osno/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 28 Sep 2017 13:23:33 +0000</pubDate>
				<category><![CDATA[Отчетность]]></category>
		<category><![CDATA[календарь отчетности]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=19053</guid>

					<description><![CDATA[<p>&#160; График отчетности за 3 квартал  2017 года ООО с сотрудниками на ОСНО &#160; [supsystic-tables id=27] Подготовим и отправим отчетность в налоговую, ПФР и ФСС</p>
<p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-ooo-s-sotrudnikami-na-osno/">График отчетности за 3 квартал  2017 года ООО с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
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<h2 style="text-align: center;">График отчетности за 3 квартал  2017 года ООО с сотрудниками на ОСНО</h2>
<p>&nbsp;</p>
[supsystic-tables id=27]
<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;">Подготовим и отправим отчетность в налоговую, ПФР и ФСС</h2><p>The post <a href="https://enterfin.ru/grafik-otchetnosti-za-3-kvartal-2017-goda-ooo-s-sotrudnikami-na-osno/">График отчетности за 3 квартал  2017 года ООО с сотрудниками на ОСНО</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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