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		<title>Как перейти на упрощенку с ЕНВД</title>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 18:52:58 +0000</pubDate>
				<category><![CDATA[Переход с других режимов на УСН]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<category><![CDATA[УСН]]></category>
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					<description><![CDATA[<p>Александр Косолапов государственный советник РФ 1-го класса &#160; Условия &#160; На упрощенку с вмененки можно перейти: добровольно; из-за утраты права на ЕНВД; из-за того, что в муниципальном образовании по виду деятельности отменили вмененку;  из-за того, что организация или ИП прекратили деятельность, по которой платили ЕНВД. &#160; От причины ухода с ЕНВД зависит дата, с которой можно применять [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-perejti-na-uproshhenku-s-envd/">Как перейти на упрощенку с ЕНВД</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>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Условия</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">На упрощенку с вмененки можно перейти:</span></h3>
<ul class="c-list">
<li>добровольно;</li>
<li>из-за утраты права на ЕНВД;</li>
<li>из-за того, что в муниципальном образовании по виду деятельности отменили вмененку;</li>
<li> из-за того, что организация или ИП прекратили деятельность, по которой платили ЕНВД.</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="6">От причины ухода с ЕНВД зависит дата, с которой можно применять упрощенку. </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">Дата перехода</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">При прекращении вмененной деятельности на упрощенку можно перейти в середине года, в остальных случаях – только с нового календарного года.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="10">С месяца, в котором прекратилась вмененка</span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="11">Перейти на упрощенку можно с начала месяца, в котором организация или ИП перестали быть плательщиком ЕНВД из-за того, что прекратили деятельность на вмененке (абз. 4 п. 2 ст. 346.13 НК). Например, организация, которая занималась только розничной торговлей на ЕНВД, закрыла все магазины и начала оказывать бытовые услуги.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="12">Когда новым видом деятельности организация начинает заниматься наряду с прежним бизнесом на ЕНВД, перейти на упрощенку можно только со следующего года, как в случае добровольного перехода (письмо Минфина от 21.04.2014 № 03-11-11/18274).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="12">До начала следующего года по новому виду деятельности необходимо применять общую систему.</span></p>
<p><span data-role="phrase" data-phrase-id="13">Чтобы перейти на упрощенку в середине года, надо представить инспекторам два документа.</span></p>
<p><span data-role="phrase" data-phrase-id="14"><strong>Заявление о снятии с учета в качестве плательщика ЕНВД<em> </em></strong><em>подайте в течение пяти рабочих дней, которые отсчитывают с момента прекращения деятельности (абз. 3 п. 3 ст. 346.28 НК). Датой снятия с учета считается указанная в заявлении дата прекращения деятельности на ЕНВД. Инспекторы направляют уведомление о снятии с учета в течение пяти рабочих дней с даты, когда ИФНС получила заявление плательщика ЕНВД (абз. 4 п. 3 ст. 346.28 НК).</em></span></p>
<p><span data-role="phrase" data-phrase-id="15">Если плательщик ЕНВД нарушит срок представления заявления, ИФНС снимет с учета по этому основанию и направит уведомление не раньше последнего дня месяца, в котором направлено заявление.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="15">Датой снятия с учета в данном случае будет последний день месяца, в котором представлено заявление о снятии с учета. Основание – абзац 4 пункта 3 статьи 346.28 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="16">Таким образом, если организация нарушит пятидневный срок, то ей придется платить этот налог до конца месяца, в котором заявление было подано. До окончания этого месяца налоговая инспекция организацию с учета не снимет.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="16">Такой порядок следует из положений абзаца 5 пункта 3 статьи 346.28 НК.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="17"><strong>Уведомление о переходе на УСН</strong> <em>представьте в течение 30 календарных дней после того, как обязанность по уплате ЕНВД прекратилась (абз. 4 п. 2 ст. 346.13 НК).</em></span></p>
<div class="incut-v4 incut-v4-spoiler incut-v4-example" data-role="phrase-incut">
<p class="incut-v4__title">
</div>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="20">Со следующего года</span></h3>
<p><span data-role="phrase" data-phrase-id="21">С 1 января следующего года<strong> </strong>на упрощенку можно перейти добровольно (п. 1 ст. 346.28 НК). Уведомить налоговую инспекцию о переходе на упрощенку нужно в общем порядке не позднее 31 декабря текущего года (п. 1 ст. 346.13 НК).  ​​​​​</span></p>
<p><span data-role="phrase" data-phrase-id="21">Заявление о снятии с учета в качестве плательщика ЕНВД организация должна подать в течение пяти рабочих дней со дня перехода на упрощенку (абз. 3 п. 3 ст. 346.28 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="22">Из-за превышения численности персонала, нарушений в структуре уставного капитала, розничной продажи товаров, для которых запрещена вмененка, организации и ИП утрачивают право на ЕНВД и остаются на общей системе до конца года (п. 2.3 ст. 346.26 НК). Перейти на упрощенку с общей системы можно со следующего календарного года (п. 1 ст. 346.13 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="22">Аналогичные правила распространяются на ситуации, когда право на вмененку утрачено из-за превышения физических показателей из пункта 2 статьи 346.26 НК. </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">Доходы переходного периода</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">Порядок формирования налоговой базы при переходе на упрощенку с ЕНВД налоговым законодательством не установлен. Поэтому, рассчитывая единый налог при упрощенке, доходы признавайте по общим правилам, которые прописаны в главе 26.2 НК.</span></p>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="38">Авансы</span></h3>
<p><span data-role="phrase" data-phrase-id="39"><strong>Авансы получены до перехода на упрощенку, товары отгружены после перехода. </strong>Датой получения дохода считают день погашения задолженности перед организацией – день поступления денег на банковский счет или в кассу, получения имущества и т. д. (п. 1 ст. 346.17 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="39">Поэтому авансы, полученные в периоде применения ЕНВД, но «отработанные» после перехода на упрощенку, при расчете единого налога при УСН не учитывайте.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="39">Аналогичный вывод – в письме Минфина от 03.07.2015 № 03-11-06/2/38727.</span></p></blockquote>
<p>&nbsp;</p>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="40">Оплата за товары</span></h3>
<p><span data-role="phrase" data-phrase-id="41"><strong>Товары</strong><strong> реализованы на вмененке, оплата поступила после перехода на УСН</strong>. Если после перехода на УСН поступила оплата за товары, реализованные в период вмененки, ее нужно учесть в налоговой базе на упрощенке.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="41">По мнению Минфина, нужно ориентироваться на дату, когда поступили деньги (п. 1 ст. 346.17 НК, письмо от 24.12.2019 № 03-11-11/101022). То есть момент реализации учитывать не нужно.</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="42">В письмах от 01.04.2019 № 03-11-11/22190  и от 03.07.2015 № 03-11-06/2/38727 Минфин высказывал противоположное мнение. </span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="42">В ведомстве разъясняли, что на упрощенке не нужно учитывать оплату за товары, поступившую после перехода с ЕНВД, если право собственности перешло в период ЕНВД. </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>есть аргументы, чтобы на упрощенке не учитывать доходы от реализации на ЕНВД.</strong></em></p>
<p class="incut-v4__tag">В НК не сказано, что после перехода на упрощенку надо учитывать доходы за товары, которые реализовали в период вмененки (ст. 346.17 НК).</p>
<p class="incut-v4__tag">Неустранимые противоречия трактуются в пользу налогоплательщиков (п. 7 ст. 3 НК). Но есть риск, что свою правоту получится отстоять только в суде, а судебная практика пока не сложилась.</div></div>
<div class="incut-v4__icon"></div>
</div>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="45">Списанная кредиторская задолженность</span></h3>
<p><span data-role="phrase" data-phrase-id="46"><strong>После перехода на УСН списана кредиторская задолженность. </strong>Списанную кредиторскую задолженность с истекшим сроком исковой давности нельзя рассматривать как доход в рамках вмененки.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="46">Поэтому ее нужно включить в доходы при упрощенке (письма Минфина от 21.02.2011 № 03-11-06/2/29, ФНС от 14.02.2011 № КЕ-4-3/2303).</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="47">Расходы переходного периода</span></h2>
<h3></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Большинство расходов, которые возникли в период применения ЕНВД, нельзя учесть после перехода на упрощенку (ст. 346.25 НК). Например, нельзя отнести на расходы:</span></h3>
<ul class="c-list">
<li>страховые взносы, которые начислены в период ЕНВД, а уплачены после перехода на упрощенку. ЕНВД уменьшает взносы по сотрудникам, которые заняты в деятельности на вмененке (п. 2.1 ст. 346.32 НК, письмо Минфина от 29.03.2013 № 03-11-09/10035);</li>
<li>стоимость материалов, которые оплачены в период ЕНВД, но израсходованы после перехода на УСН. Такие расходы признают по факту оплаты независимо от даты списания материалов в производство (подп. 1 п. 2 ст. 346.17 НК).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="51">Расходы на основные средства, нематериальные активы и покупные товары учитывайте по правилам из пунктов 2.1 и 2.2 статьи 346.25 НК. </span></p>
<p><span data-role="phrase" data-phrase-id="52">Если организация совмещала упрощенку и ЕНВД, а потом стала применять только упрощенку, на дату отказа от ЕНВД у нее могут быть неоплаченные расходы, связанные с обоими видами деятельности. </span></p>
<p><span data-role="phrase" data-phrase-id="52">Например, затраты на аренду помещений, зарплата административного персонала, начисленные проценты по займам (кредитам). Если расходы оплачены после отказа от ЕНВД, то при расчете налога при упрощенке их можно учесть только частично. </span></p>
<p><span data-role="phrase" data-phrase-id="53">Налоговую базу уменьшат лишь расходы, которые относились к деятельности на упрощенке. Расходы, связанные с деятельностью на вмененке, после перехода на упрощенку не учитываются.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="53">Аналогичные разъяснения содержатся в письме Минфина от 29.10.2009 № 03-11-06/3/257. Письмо 2009 года актуально в 2020 году: мнение Минфина не изменилось.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="54">Сумму расходов, которую после отказа от ЕНВД можно учесть при расчете налога при упрощенке, определяйте исходя из соотношения  доходов от разных видов деятельности за периоды, в которых эти расходы были начислены.</span></p>
<p>&nbsp;</p>
</div>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="94">Основные средства и НМА</span></h3>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="96">При переходе на упрощенку с ЕНВД основные средства и нематериальные активы, приобретенные (сооруженные, изготовленные, созданные) и оплаченные до перехода, примите к учету по остаточной стоимости. Сделать это могут организации, которые выбрали в качестве объекта налогообложения разницу между доходами и расходами. </span></p>
<p><span data-role="phrase" data-phrase-id="96">Остаточную стоимость такого имущества определите как разницу между ценой приобретения (сооружения, изготовления, создания) и суммой амортизации, начисленной за период применения ЕНВД, по данным бухучета.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="96">Такой порядок предусмотрен абзацем 4 пункта 2.1 статьи 346.25 НК и подтвержден письмами Минфина от 13.02.2013 № 03-11-11/67 и от 21.10.2010 № 03-11-11/279.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="97">В зависимости от срока полезного использования объекта при расчете единого налога остаточную стоимость приобретенных до перехода на упрощенку основных средств и нематериальных активов включите в расходы в течение одного года, трех или 10 лет. Такие правила установлены в подпункте 3 пункта 3 статьи 346.16 НК. </span></p>
</div>
<h3></h3>
<h3 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="98">Покупные товары </span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="101">С 1 января 2020 года стоимость товаров, которые оплачены поставщику в период ЕНВД, но проданы покупателю после перехода на УСН, можно учесть в расходах. Расходы, которые связаны с реализаций таких товаров, в том числе на хранение и доставку, можно учесть при УСН в момент оплаты. </span></p>
<p><span data-role="phrase" data-phrase-id="101">Если сопутствующие услуги оплачены до перехода на УСН «доходы минус расходы», учесть их при упрощенке нельзя.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="101">Такой порядок «задним» числом закреплен в пункте 2.2 статьи 346.25 НК (п. 8 ст. 2, п. 4 ст. 7 Закона от 01.04.2020 № 102-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="102">Ранее Минфин запрещал учитывать в расходах затраты на покупные товары, которые оплачены до перехода на УСН. Аналогичные разъяснения были в письмах Минфина от 15.01.2019 № 03-11-11/1128 и от 28.12.2018 № 03-11-11/95981. </span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-perejti-na-uproshhenku-s-envd/">Как перейти на упрощенку с ЕНВД</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как посчитать налоги при переходе на упрощенку с общей системы</title>
		<link>https://enterfin.ru/kak-poschitat-nalogi-pri-perehode-na-uproshhenku-s-obshhej-sistemy/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 18:47:42 +0000</pubDate>
				<category><![CDATA[Переход с других режимов на УСН]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<category><![CDATA[УСН]]></category>
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					<description><![CDATA[<p>Александр Косолапов государственный советник РФ 1-го класса Ольга Цибизова действительный государственный советник РФ 3-го класса С общей системы налогообложения на УСН разрешено переходить со следующего календарного года. Но прежде проверьте, удовлетворяет ли организация всем критериям, которые предъявляются к будущим субъектам упрощенки. И не позже 31 декабря текущего года подайте в ИФНС уведомление. После этого определите налоговую базу [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-poschitat-nalogi-pri-perehode-na-uproshhenku-s-obshhej-sistemy/">Как посчитать налоги при переходе на упрощенку с общей системы</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">Александр Косолапов </span><span class="author__props">государственный советник РФ 1-го класса</span></div>
</div>
<div class="author">
<div class="media author__portrait" title="Цибизова Ольга Федоровна - действительный государственный советник РФ 3-го класса"></div>
<div class="author__about"><span class="author__name">Ольга Цибизова </span><span class="author__props">действительный государственный советник РФ 3-го класса</span></div>
</div>
<div></div>
<div></div>
<div>
<p><span data-role="phrase" data-phrase-id="1">С общей системы налогообложения на УСН разрешено переходить со следующего календарного года. Но прежде проверьте, удовлетворяет ли организация всем критериям, которые предъявляются к будущим субъектам упрощенки. </span></p>
<p><span data-role="phrase" data-phrase-id="1">И не позже 31 декабря текущего года подайте в ИФНС уведомление. После этого определите налоговую базу переходного периода. Если применяли метод начисления, руководствуйтесь специальными правилами (п. 1 ст. 346.25 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>после кассового метода единственная сложность – определить остаточную стоимость амортизируемого имущества</strong></em></p>
<p class="incut-v4__tag">Когда организации оплачивают имущество и вводят в эксплуатацию до перехода на УСН, остаточная стоимость – это разница между ценой приобретения, сооружения, изготовления, создания и начисленной амортизацией.</p>
<p class="incut-v4__tag">Используйте данные налогового учета (п. 2.1 ст. 346.25 НК).Если до перехода на УСН основные средства или нематериальные активы не были оплачены, их остаточную стоимость отражают в учете позднее: начиная с отчетного периода, в котором поставщику перечислили деньги.</p>
<p class="incut-v4__tag">У организаций, которые рассчитывали налог на прибыль кассовым методом, остаточная стоимость такого имущества будет равна первоначальной. Объясняется это тем, что при кассовом методе амортизируется только полностью оплаченное имущество (подп. 2 п. 3 ст. 273 НК).</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="5">Доходы переходного периода</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">При переходе с общей системы на УСН отразите дополнительные доходы, с которых вы заплатили бы единый налог, если бы были на этом спецрежиме. Доходы, которые вошли в базу по налогу на прибыль, наоборот, не учитывайте.</span></p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="8"><strong>Авансы</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="9"><strong>У продавца.</strong> <em>После метода начисления в состав «переходных» доходов включите незакрытые авансы – платежи от покупателя или заказчика, в счет которых организация не отгрузила товары, не выполнила работы или не оказала услуги. </em></span></p>
<p><span data-role="phrase" data-phrase-id="9">Доходы отражались на дату реализации, дата оплаты на величину доходов не влияла (п. 3 ст. 271 НК). На упрощенке действует кассовый метод, при котором доходы формируются по мере поступления оплаты, а дата реализации не важна (п. 1 ст. 346.17 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="10">Полученные на общей системе авансы включите в базу по единому налогу по состоянию на 1 января года, в котором организация начинает применять упрощенку (подп. 1 п. 1 ст. 346.25 НК). При этом учитывайте особенности начисления и уплаты НДС, полученного в составе авансов. </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="10">В дальнейшем полученные до перехода на упрощенку авансы учитывайте при определении предельного объема выручки, позволяющего применять упрощенку (п. 4.1 ст. 346.13, подп. 1 ст. 346.25 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="19"><strong>У покупателя.</strong> <em>Если продавец или исполнитель вернул организации аванс после того, как она перешла с общей системы на упрощенку, доходы не отражайте. Возвращенные организации авансы не указаны в статье 251 НК о необлагаемых доходах, которая распространяется и на УСН (подп. 1 п. 1.1 ст. 346.15 НК).</em></span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="19">Но, поскольку при общей системе эти суммы не учитывали в расходах, экономическая выгода и доход не возникают (п. 1 ст. 41, п. 14 ст. 270 НК). Правомерность такого подхода подтверждена в письме Минфина от 26.04.2019 № 03-11-11/30835.</span></p></blockquote>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="20"><strong>Дебиторская задолженность</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="21">Дебиторская задолженность покупателей, сложившаяся за время общей системы, налоговую базу переходного периода не увеличивает. При методе начисления выручка включается в состав доходов по мере отгрузки (п. 1 ст. 271 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="21">Следовательно, однажды она уже была учтена при налогообложении. Суммы, поступающие в счет погашения дебиторской задолженности после перехода на упрощенку, повторно включать в налоговую базу не нужно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="21">Это следует из подпункта 3 пункта 1 статьи 346.25 НК.</span></p></blockquote>
<p>&nbsp;</p>
</div>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="26">Расходы переходного периода</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="28">В состав «переходных» расходов после метода начисления включайте оплаченные на общей системе, но не признанные в этом периоде расходы. Это объясняется тем, что при методе начисления расходы учитываются на дату, когда возникли (п. 1 ст. 272 НК). </span></p>
<p><span data-role="phrase" data-phrase-id="28">Дата оплаты на дату признания расходов не влияет. При упрощенке действует кассовый метод (п. 2 ст. 346.17 НК). При нем расходы формируются по мере их оплаты. Причем для признания некоторых видов затрат установлены дополнительные условия.</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="29"><strong>Основные средства и нематериальные активы</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="30">Чтобы учесть расходы на основные средства и нематериальные активы, которые были оплачены и введены в эксплуатацию до перехода на упрощенку, нужно рассчитать остаточную стоимость основных средств на дату смены режима. </span></p>
<p><span data-role="phrase" data-phrase-id="30">После этого остаточную стоимость можно списать в расходы при упрощенке в течение 1, 3 или 10 лет в зависимости от срока полезного использования. </span></p>
<p><span data-role="phrase" data-phrase-id="31">В каком порядке списывать расходы на покупку основного средства или нематериального актива, если имущество ввели в эксплуатацию до перехода на УСН, а оплатили после, в НК не сказано. Есть только порядок для оплаченных объектов (п. 2.1 ст. 346.25 НК). Поэтому методику можно разработать самостоятельно, но с учетом нескольких правил. </span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="32"><strong>Товары и материалы</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="33">В период общего режима организация может получить от поставщика товары, которые не реализует до перехода на упрощенку, или материалы, которые не успеет списать в производство. Затраты можно учесть при расчете налога при УСН, если в период спецрежима товары оплачены продавцу и реализованы покупателю. </span></p>
<p><span data-role="phrase" data-phrase-id="33">Спишите в расходы товары в день, когда они оплачены и реализованы покупателям. Стоимость сырья и материалов учтите сразу после оплаты (подп. 5 п. 1 ст. 346.16, п. 2 ст. 346.17 НК).</span></p>
<p>&nbsp;</p>
<h3><span data-role="phrase" data-phrase-id="34">​​​​​​<strong>Выданные авансы</strong></span></h3>
<p><span data-role="phrase" data-phrase-id="35">Авансы, выданные в период общей системы в счет предстоящих поставок, включайте без НДС в базу по единому налогу на дату поступления товаров, работ, услуг. При этом учитывайте ограничения, связанные со списанием покупных товаров и основных средств. </span></p>
<p><span data-role="phrase" data-phrase-id="35">Оплаченные, но непризнанные расходы включайте в состав затрат по мере выполнения условий, при которых они уменьшают налоговую базу по единому налогу. Такие правила предусмотрены подпунктом 4 пункта 1 статьи 346.25 НК.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="36"><strong>Кредиторская задолженность</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="37">Кредиторская задолженность по расходам, которые были учтены при расчете налога на прибыль, налоговую базу по единому налогу не уменьшает. Суммы, выплаченные в погашение этой задолженности после перехода на упрощенку, повторно включать в расходы нельзя. </span></p>
<p><span data-role="phrase" data-phrase-id="37">Например, если до перехода на упрощенку неоплаченные товары были реализованы, то учитывать их стоимость при расчете единого налога после оплаты не нужно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="37">Это следует из подпункта 5 пункта 1 статьи 346.25 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="49">НДС</span></h2>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Прежде чем сменить общую систему на упрощенку, разберитесь:</span></h3>
<ul class="c-list">
<li>какой НДС восстанавливать;</li>
<li>как учесть НДС по незакрытым авансам;</li>
<li>возместят ли входящий налог по экспортным операциям, если документы собрать после перехода на спецрежим.</li>
</ul>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="52"><strong>Восстановление НДС</strong></span></h3>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="54">При переходе на упрощенку с общей системы организация обязана восстанавливать принятый к вычету входной НДС (п. 3 ст. 170 НК). Это необходимо сделать, если товары, работы или услуги изначально приобрели для облагаемых НДС операций, а использовали в необлагаемых.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="54">Это следует из подпункта 2  пункта 3 и пункта 3.1 статьи 170 НК.<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></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55">Восстановленный налог отразите в учете в последнем налоговом периоде, предшествующем переходу на УСН. По основным средствам и нематериальным активам НДС восстановите в сумме, пропорциональной их остаточной (балансовой) стоимости. </span></p>
<p><span data-role="phrase" data-phrase-id="55">По остальным активам, например непроданным товарам или неиспользованным материалам, восстановите НДС в полной сумме (абз. 2 и 5 подп. 2 п. 3 ст. 170 НК). </span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="70">При расчете налога на прибыль сумму восстановленного НДС включите в состав прочих расходов. Такой порядок следует из положений абзаца 3 подпункта 2 пункта 3 статьи 170 и подпункта 1 пункта 1 статьи 264 НК и подтверждается письмами Минфина от 01.04.2010 № 03-03-06/1/205, от 27.01.2010 № 03-07-14/03.</span></p></blockquote>
<p>&nbsp;</p>
</div>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="109"><strong>НДС по незакрытым авансам</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="111">Когда в период общей системы организация получает предоплату за товары, работы, услуги, которые будут реализованы после перехода на УСН, обращайте внимание, включает ли цена НДС.<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="112">Начислите НДС, если цена на товары, работы, услуги установлена с учетом налога. НДС с аванса примите к вычету в последнем месяце общей системы. Для этого скорректируйте договорную стоимость товаров, работ, услуг, и верните покупателю полученный в составе аванса налог. </span></p>
<p><span data-role="phrase" data-phrase-id="112">Подтвердите операции документально дополнительным договором, платежным поручением и т. д. Если цена на предварительно оплаченные товары, работы, услуги установлена без НДС, начислять налог не нужно.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="112">Такой порядок следует из положений пункта 5 статьи 346.25 НК. Аналогичные разъяснения – в письмах Минфина от 28.12.2017 № 03-07-11/87951,от 25.12.2009 № 03-11-06/2/266 и ФНС от 10.02.2010 № 3-1-11/92.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="113">Если полученный аванс включал в себя НДС, но организация-продавец не вернула налог покупателю,сумму аванса без НДС включите в состав доходов переходного периода, а сумму НДС перечислите в бюджет.Это следует из положений пункта 1 статьи 346.15, пункта 1 статьи 248, пункта 5 статьи 173 НК. </span></p>
<p><span data-role="phrase" data-phrase-id="113">Дело в том, что суммы полученного НДС в состав доходов при упрощенке не включаются. А поскольку НДС был отражен в счете-фактуре, выставленном при получении аванса, сумму налога нужно перечислить в бюджет.</span></p>
</div>
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		<title>Как подать уведомление о переходе на упрощенку</title>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 18:30:30 +0000</pubDate>
				<category><![CDATA[Переход с других режимов на УСН]]></category>
		<category><![CDATA[Плательщики УСН]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[УСН]]></category>
		<category><![CDATA[штрафы]]></category>
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					<description><![CDATA[<p>Александр Косолапов государственный советник РФ 1-го класса &#160; С какого момента можно применять упрощенку &#160; Вновь созданные организации вправе применять упрощенку с момента постановки на налоговый учет (п. 2 ст. 346.13 НК). Организации, возникшие в результате реорганизации, тоже считаются вновь созданными (ст. 16 Закона от 08.08.2001 № 129-ФЗ). &#160; Поэтому на них распространяется такой же порядок. Организации на общей [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-podat-uvedomlenie-o-perehode-na-uproshhenku/">Как подать уведомление о переходе на упрощенку</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>
<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="2">С какого момента можно применять упрощенку</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">Вновь созданные организации вправе применять упрощенку с момента постановки на налоговый учет (п. 2 ст. 346.13 НК). Организации, возникшие в результате реорганизации, тоже считаются вновь созданными (ст. 16 Закона от 08.08.2001 № 129-ФЗ).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="4">Поэтому на них распространяется такой же порядок.</span></p>
<p><span data-role="phrase" data-phrase-id="5">Организации на общей системе или ЕСХН вправе перейти на упрощенку с начала следующего календарного года.</span></p>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Организации на вмененке, которые соответствуют критериям упрощенки, вправе сменить спецрежим:</span></h3>
<ul class="c-list">
<li>с начала следующего календарного года – по собственной инициативе;</li>
<li>с начала месяца, в котором они перестали быть плательщиками ЕНВД, – при прекращении деятельности на вмененке.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="8">Такой порядок следует из положений статьи 346.13 НК.</span></p></blockquote>
</div>
</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="28">Срок уведомления</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">Срок уведомления об УСН зависит от ситуации. Разные правила установлены для новых и работающих организаций. А для последних имеет значение еще и налоговый режим, с которого налогоплательщик хочет перейти на упрощенку.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Чтобы перейти на упрощенку, представьте уведомление о спецрежиме:</span></h3>
<ul class="c-list">
<li>одновременно с документами на госрегистрацию или в течение 30 календарных дней со дня постановки на налоговый учет;</li>
<li>в течение 30 календарных дней после того, как организация прекратила деятельность на ЕНВД;</li>
<li>не позднее 31 декабря года, предшествующего году, в котором организация будет добровольно применять упрощенку после перехода с общей системы, ЕСХН или ЕНВД.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="33">В первом случае спецрежим можно применять с даты постановки организации на учет в ИФНС (абз. 1 п. 2 ст. 346.13, п. 6 ст. 6.1 НК). Во втором – с начала месяца, в котором организация перестала быть плательщиком ЕНВД (абз. 4 п. 2 ст. 346.13 НК). В третьем – с нового года(п. 1 ст. 346.13 НК).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="34">Если уведомление о переходе на упрощенку отправили позже установленных сроков, инспекция сообщит о нарушении. Но, даже если такого сообщения не будет, применять упрощенку нельзя (подп. 19 п. 3 ст. 346.12 НК). ИФНС может даже принимать платежи и декларации по УСН, а впоследствии оспаривать правомерность спецрежима и пересчитать налоги.</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>сохраняйте уведомление о переходе на упрощенку, пока работу на спецрежиме вправе проверить инспекторы. Уведомления, которые подали с опозданием, не теряйте.</strong></em></p>
<p class="incut-v4__tag">Если ИФНС принимала авансовые платежи, налог и декларацию по упрощенке, значит, признала спецрежим правомерным. Поэтому организацию нельзя перевести на общую систему «задним числом». Доказывать правомерность такого подхода придется в суде.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Но судьи – на стороне организаций (определение Судебной коллегии по экономическим спорам Верховного суда от 02.07.2019 № А62-5153/2017 по делу № 310-ЭС19-1705, п. 9 Обзора ФНС от 23.07.2019, п. 1 Обзора Президиума Верховного суда от 04.07.2018, который ФНС направила инспекторам для использования в работе письмом от 30.07.2018 № КЧ-4-7/14643).</p>
</blockquote>
<p>&nbsp;</p>
<p class="incut-v4__tag">Аргументы такие. ИФНС обязана контролировать, какую отчетность сдают плательщики, как рассчитывают и когда платят налог. И если организация неправомерно применяет УСН, инспекторы обязаны своевременно сообщать об этом. А если не сообщили, значит, спецрежим разрешен.</p>
<p>&nbsp;</p>
<blockquote>
<p class="incut-v4__tag">Такой порядок следует из пункта 2 статьи 22, подпунктов 1 и 5 пункта 1 статьи 31, пункта 2 статьи 32 НК и приказа ФНС от 02.11.2012 № ММВ-7-3/829.</div></div>
</blockquote>
<p>&nbsp;</p>
<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="38">На каком бланке сообщать о переходе на упрощенку</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="40">Сообщите инспекторам о переходе на УСН по форме № 26.2-1, которая утверждена приказом ФНС от 02.11.2012 № ММВ-7-3/829. Но этот бланк рекомендуемый (п. 1.6 приказа ФНС от 02.11.2012 № ММВ-7-3/829).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="40">Поэтому уведомление произвольной формы ИФНС тоже обязана принять.</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>чтобы исключить претензии инспекторов, о переходе на упрощенку сообщайте на бланке ФНС</strong></em></p>
<p class="incut-v4__tag">Перевести организацию на общую систему, доначислить налоги, пени и штрафы инспекторы стремятся под любым предлогом.</p>
<p class="incut-v4__tag">Поэтому, чтобы спокойно работать на спецрежиме, отправьте в ИФНС форму № 26.2-1. В ней есть все данные, которые нужны инспекторам. Заявление не по форме могут признать недействительным. И тогда организации придется доказывать правомерность упрощенки на основании произвольного уведомления.</p>
<p class="incut-v4__tag">Пример судебного решения в пользу налогоплательщика – постановление Арбитражного суда Восточно-Сибирского округа от 14.09.2017 по делу № А69-2893/2016).1</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="43">Как заполнить уведомление о переходе 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="45">Обязательные сведения в уведомлении об УСН перечислены в пункте 1 статьи 346.13 НК. Укажите их независимо от того, какой бланк использует организация. Кроме того, сообщите сведения об организации и ИФНС.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="46"><strong>Обязательные сведения – объект при УСН и условия для спецрежима</strong></span></h3>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Проставьте в уведомлении о переходе на УСН:</span></h3>
<ul class="c-list">
<li>выбранный объект налогообложения;</li>
<li>остаточную стоимость основных средств, если есть;</li>
<li>размер доходов по состоянию на 1 октября года, предшествующего году начала применения упрощенки (если есть).</li>
</ul>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="49"><strong>Объект налогообложения на УСН – </strong>это «доходы» или «доходы минус расходы». У каждого объекта есть свои преимущества и недостатки. </span></p>
<p><span data-role="phrase" data-phrase-id="50">Если организация выбрала упрощенку с момента регистрации и указала неправильный объект налогообложения, поменять его можно только со следующего года. Действующие правила не позволяют аннулировать или изменить уведомление о переходе на УСН. Если же организация сменит объект налогообложения в середине года, у ИФНС будут основания пересчитать налог и взыскать недоимку с пенями и штрафами.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="50">Аналогичный вывод – в пункте 7 Обзора Президиума Верховного суда от 04.07.2018, который ФНС довела до сведения налоговых инспекторов письмом от 30.07.2018 № КЧ-4-7/14643.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="51">Другое дело – когда организация переходит на УСН со следующего года. До 31 декабря объект налогообложения разрешено изменить, даже если уведомление на следующий год уже подавали.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="51">Достаточно представить повторное уведомление и письмо с просьбой аннулировать первое (письма ФНС от 02.06.2016 № СД-3-3/2511, Минфина от 14.10.2015 № 03-11-11/58878).</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="52"><strong>Остаточная стоимость основных средств</strong> – это фактическое значение на 1 октября. Показатель в уведомлении может быть больше 150 млн руб., если к 1 января следующего года организация намерена снизить его до допустимого значения. </span></p>
<p><span data-role="phrase" data-phrase-id="52">Например, продать лишние основные средства. Правомерность такого подхода подтверждает письмо ФНС от 29.11.2016 № СД-4-3/22669. Организация в таком случае получит от ИФНС сообщение о несоответствии требованиям перехода на УСН, но работать на упрощенке можно.</span></p>
<p><span data-role="phrase" data-phrase-id="53"><strong>Доходы.</strong> Доходы действующих организаций считают нарастающим итогом за девять месяцев текущего года. Это все поступления от реализации и внереализационные доходы. На вновь созданные организации, которые решили применять упрощенку с даты постановки на налоговый учет, ограничение по предельной величине доходов не распространяется (п. 1 ст. 346.13 НК). В графе о доходах они ставят прочерк.</span></p>
<p>&nbsp;</p>
<h3 style="text-align: center;"><span data-role="phrase" data-phrase-id="54"><strong>Дополнительные сведения – данные об организации, инспекции, периоде УСН</strong></span></h3>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="55">В верхней части формы № 26.2-1 отметьте ИНН, КПП, название организации, код налоговой инспекции. Из уведомления свободной формы также должно быть понятно, какая организация переходит на спецрежим (постановление Арбитражного суда Восточно-Сибирского округа от 14.09.2017 по делу № А69-2893/2016).</span></p>
<p><span data-role="phrase" data-phrase-id="56">В форме № 26.2-1 отметьте, при каких обстоятельствах и с какого момента переходите на упрощенку.</span></p>
<p><span data-role="phrase" data-phrase-id="57">Если подаете уведомление о переходе на упрощенку одновременно с документами на госрегистрацию, в поле «Признак налогоплательщика» проставьте код 1, в поле «Переходит на упрощенную систему налогообложения» – 2.</span></p>
<p><span data-role="phrase" data-phrase-id="58">Если представляете уведомление в течение 30 календарных дней со дня постановки на налоговый учет, код 2 проставьте в поле «Признак налогоплательщика» и в поле «Переходит на упрощенную систему налогообложения».</span></p>
<p><span data-role="phrase" data-phrase-id="59">Закрывшие вмененную деятельность организации в поле «Признак налогоплательщика» проставляют 2, а в поле «Переходит на упрощенную систему налогообложения» – 3.</span></p>
<p><span data-role="phrase" data-phrase-id="60">Организации, которые переходят на УСН с 1 января 2020 года, в поле «Признак налогоплательщика» проставляют код 3, в поле «Переходит на упрощенную систему налогообложения» </span></p>
<p>&nbsp;</p>
</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="61">Как подать уведомление</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="63">О переходе на упрощенку уведомьте налоговую инспекцию по местонахождению организации (п. 1 ст. 346.13 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="64">Уведомить ИФНС можно в электронной форме или сдав документ на бумаге.Если оформляете бумажное уведомление, представьте его лично в инспекцию или по почте. Электронный документ отправьте через интернет по коммуникационным каналам связи.</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="64">Формат электронных уведомлений утвержден приказом ФНС от 16.11.2012 № ММВ-7-6/878.</span></p></blockquote>
</div><p>The post <a href="https://enterfin.ru/kak-podat-uvedomlenie-o-perehode-na-uproshhenku/">Как подать уведомление о переходе на упрощенку</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Как перейти на упрощенку с общей системы</title>
		<link>https://enterfin.ru/kak-perejti-na-uproshhenku-s-obshhej-sistemy/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 14 Aug 2020 18:09:06 +0000</pubDate>
				<category><![CDATA[Переход с других режимов на УСН]]></category>
		<category><![CDATA[УСН]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[прибыль]]></category>
		<category><![CDATA[счет]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=22316</guid>

					<description><![CDATA[<p>Александр Косолапов государственный советник РФ 1-го класса &#160; Этап 1. Проверяем правомерность УСН &#160; Организация вправе применять упрощенку, если соответствует требованиям для спецрежима. Компания не вправе перейти на УСН, если: является представительством иностранной организации; осуществляет запрещенную для спецрежима деятельность. Например, добывает полезные ископаемые, производит подакцизные товары,  проводят азартные игры (см. полный список); имеют филиалы (представительства упрощенке не препятствуют); другим организациям принадлежит больше 25 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/kak-perejti-na-uproshhenku-s-obshhej-sistemy/">Как перейти на упрощенку с общей системы</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>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="2">Этап 1. Проверяем правомерность УСН</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<h3><span style="text-decoration: underline;">Организация вправе применять упрощенку, если соответствует требованиям для спецрежима. Компания не вправе перейти на УСН, если:</span></h3>
<ul class="c-list">
<li>является представительством иностранной организации;</li>
<li>осуществляет запрещенную для спецрежима деятельность. Например, добывает полезные ископаемые, производит подакцизные товары,  проводят азартные игры (см. полный список);</li>
<li>имеют филиалы (представительства упрощенке не препятствуют);</li>
<li>другим организациям принадлежит больше 25 процентов доли в уставном капитале (хотя есть исключения);</li>
<li>доходы за девять месяцев превысили 112,5 млн руб.;</li>
<li>средняя численность сотрудников за налоговый (отчетный) период превысила 100 человек;</li>
<li>остаточная стоимость основных средств превысила 150 млн руб.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="6">Такие условия – в пунктах 2 и 3 статьи 346.12 НК. Смотрите подробнее про все запреты для применения УСН.</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">Предприниматели вправе перейти на упрощенку, если ведут не запрещенную на упрощенке деятельность, а средняя численность сотрудников не больше 100 человек (ст. 346.12 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="9">Остаточную стоимость и доходы при переходе на УСН предприниматели не считают. Однако при работе на упрощенке лимиты доходов и остаточной стоимости они обязаны соблюдать, как и 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="10">Этап 2. Выбираем объект налогообложения</span></h2>
<p>&nbsp;</p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="12">Налог при упрощенке можно считать двумя способами: с доходов или с разницы между доходами и расходами. Выбора нет только у участников договоров простого товарищества, о совместной деятельности или доверительного управления имуществом – они не вправе применять УСН «доходы».</span></p>
<p><span data-role="phrase" data-phrase-id="13">У каждого объекта свои преимущества и недостатки. И на первый взгляд выгода может быть неочевидной. Поэтому при выборе объекта учитывайте сразу несколько факторов, в том числе размер ставки, виды деятельности, регион работы, соотношение доходов и расходов, долю отдельных затрат.</span></p>
<p><span data-role="phrase" data-phrase-id="14">Подобрать выгодный объект поможет мастер.</span></p>
<p>&nbsp;</p>
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alt="" width="716" height="404" /></span></span>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="15">Если есть данные об ожидаемых в следующем году доходах и расходах, можно посчитать налоговую нагрузку при том или ином объекте. Поменять объект можно только со следующего года. Читайте подробнее, как сменить объект по УСН.</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">Этап 3. Уведомляем 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="18">О переходе на упрощенку с 1 января 2021 года сообщите инспекторам не позднее 31 декабря 2020 года (п. 2 ст. 346.14 НК).</span></p>
<p><span data-role="phrase" data-phrase-id="19">Когда последний день срока выпадает на выходной, нерабочий праздничный день или нерабочий день по российскому законодательству или акту Президента, его переносят на первый рабочий день (п. 7 ст. 6.1 НК).</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="20">Заполните уведомление формы № 26.2-1, которая утверждена приказом ФНС от 02.11.2012 № ММВ-7-3/829.</span></p></blockquote>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="20">Этот бланк рекомендованный. Но, чтобы избежать формальных претензий, лучше его и использовать. Арбитражная практика свидетельствует о том, что для некоторых инспекторов уведомление не по форме равносильно непредставленному.</span></p>
<p>&nbsp;</p>
<p><span class="recommendations-v4-block recommendations-v4-image recommendations-v4-image--with-zoom"><span class="recommendations-v4-image__wrapper"><img loading="lazy" id="-3551148" class="inimg aligncenter" 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</div>
<h2 class="main__title-section title toc" style="text-align: center;"><span data-role="phrase" data-phrase-id="22">Этап 4. Рассчитываем налоговую базу «переходного периода»</span></h2>
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="23"><strong>НДС. </strong><em>Если организация или предприниматель не использовали в облагаемых НДС операциях какие-то активы, в последнем квартале общего режима по ним нужно восстановить принятый к вычету налог. В отношении основных средств и НМА восстановите НДС пропорционально остаточной стоимости, а по другим активам в полном объеме.</em></span></p>
<div class="incut-v4 incut-v4-universal" data-role="phrase-incut">
<p><span data-role="phrase" data-phrase-id="24">Восстановление НДС отразите в книге продаж и в разделе 3 декларации по НДС.</span></p>
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<p><span data-role="phrase" data-phrase-id="26">В последнем месяце общей системы проверьте, нет ли незакрытых авансов от покупателей по сделкам с НДС. Если есть, НДС с авансов примите к вычету. Если документы по экспортным операциям организация собрала после перехода на спецрежим, она сохраняет право возместить НДС из бюджета.</span></p>
<p><span data-role="phrase" data-phrase-id="27"><strong>Налоговый учет. </strong><em>Если до перехода на УСН организация считала налог на прибыль методом начисления, в доходах спецрежима на 1 января учите полученную на общей системе предоплату, в счет которой она не успела отгрузить товары, выполнить работы или оказать услуги. Поступившие после перехода на упрощенку платежи не включают в доходы, если эти суммы увеличивали налогооблагаемую прибыль, рассчитанную методом начисления.</em></span></p>
<p><span data-role="phrase" data-phrase-id="28">Переходящие расходы уменьшают налоговую базу при УСН, если были оплачены до перехода на спецрежим, но не вычитались из базы по налогу на прибыль, рассчитанной методом начисления. Например, перечисленные поставщикам авансы спишите в расходы, когда поступят товары.</span></p><p>The post <a href="https://enterfin.ru/kak-perejti-na-uproshhenku-s-obshhej-sistemy/">Как перейти на упрощенку с общей системы</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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