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	<title>касса - ЭнтерФин</title>
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		<title>Необлагаемые суммы в расчете по взносам</title>
		<link>https://enterfin.ru/neoblagaemye-summy-v-raschete-po-vznosam/</link>
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		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Fri, 21 Feb 2020 19:04:58 +0000</pubDate>
				<category><![CDATA[Бухгалтерская отчетность]]></category>
		<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Налоговая]]></category>
		<category><![CDATA[касса]]></category>
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					<description><![CDATA[<p>Елизар Адлерберг,Эксперт УНП &#160; Прежде чем направить расчет по взносам за 9 месяцев, убедитесь, что учетная программа верно указала необлагаемые выплаты. На что обратить внимание, читайте в статье. Компенсации. Ряд выплат кодекс освобождает от взносов в пределах лимита. Например, компенсации при увольнении облагаются в части, которая превышает три месячных оклада (абз. 6 подп. 2 п. 1 ст. 422 НК). Выплату отразите по разным строкам приложения [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/neoblagaemye-summy-v-raschete-po-vznosam/">Необлагаемые суммы в расчете по взносам</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><strong><span class="e-name">Елизар Адлерберг,</span>Эксперт УНП</strong></p>
<p>&nbsp;</p>
<blockquote><p>Прежде чем направить расчет по взносам за 9 месяцев, убедитесь, что учетная программа верно указала необлагаемые выплаты. На что обратить внимание, читайте в статье.</p></blockquote>
<p><b>Компенсации.</b> <em>Ряд выплат кодекс освобождает от взносов в пределах лимита. Например, компенсации при увольнении облагаются в части, которая превышает три месячных оклада (абз. 6 подп. 2 п. 1 ст. 422 НК). Выплату отразите по разным строкам приложения 2 к разделу 1 расчета. Облагаемую часть — по строке 050, необлагаемую — по строке 030, а их сумму — по строке 020.</em></p>
<p><b>Социальные выплаты.</b> <em>На государственные пособия взносы начислять не нужно (подп. 1 п. 1 ст. 422 НК). Отражайте их в расчете как необлагаемые. Для материальной помощи проверьте лимиты. Начислите взносы на суммы свыше 4 тыс. руб. в год, а если помогаете в связи с рождением ребенка — свыше 50 тыс. руб. (письмо Минфина от 25.06.2019 № 03-15-03/46238).</em></p>
<p>&nbsp;</p>
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" /><figcaption class="e-tippedimagenew_tips">
<dl>
<dt data-color="e-black" data-left="55" data-top="160" data-num="0"></dt>
<dt data-color="e-black" data-left="55" data-top="300" data-num="1"></dt>
</dl>
</figcaption></figure>
</div>
<div class="e-dashed-block e-example">
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<h3></h3>
<h3 style="text-align: center;"><em>На цифрах</em></h3>
<p>&nbsp;</p>
<p><em>Компания в III квартале начислила выплаты: пособие по болезни — 14 530 руб. в июле; пособие по уходу за ребенком за июль, август и сентябрь — 78 690 руб.; материальную помощь к свадьбе — 25 000 руб. в сентябре; выходное пособие: три месячных заработка — 150 000 руб. в августе; компенсацию за неиспользованный отпуск — 24 369 руб. в июле. Необлагаемые выплаты за III квартал составляют 247 220 руб. (14 530 + 78 690 + 4000 + 150 000). Материальную помощь в сумме 21 000 руб. (25 000 — 4000) отразите как облагаемую выплату за сентябрь.</em></p>
</div>
</div><p>The post <a href="https://enterfin.ru/neoblagaemye-summy-v-raschete-po-vznosam/">Необлагаемые суммы в расчете по взносам</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>За подотчетные средства нельзя отчитаться распиской</title>
		<link>https://enterfin.ru/za-podotchetnye-sredstva-nelzya-otchitatsya-raspiskoj/</link>
					<comments>https://enterfin.ru/za-podotchetnye-sredstva-nelzya-otchitatsya-raspiskoj/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Sat, 21 Dec 2019 14:28:40 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[Первичка]]></category>
		<category><![CDATA[касса]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20767</guid>

					<description><![CDATA[<p>Источник: постановление Арбитражного суда Московского округа от 23.09.2019 № Ф05-21686/2018 При банкротстве бывший руководитель вернет подотчетные деньги, по которым не отчитался. Но только если докажете, что его действия повлияли на деятельность компании. В 2017 году после банкротства компании ее делами занимался конкурсный управляющий. Он тщательно изучил документы, проверил и проанализировал отчеты и выяснил, что предприятие уже несколько лет нормально не работало. Операций по счетам компании не проводили еще с 2015 [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/za-podotchetnye-sredstva-nelzya-otchitatsya-raspiskoj/">За подотчетные средства нельзя отчитаться распиской</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
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<h1></h1>
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<p><b>Источник</b>: постановление Арбитражного суда Московского округа от 23.09.2019 № Ф05-21686/2018</p>
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<h2>При банкротстве бывший руководитель вернет подотчетные деньги, по которым не отчитался. Но только если докажете, что его действия повлияли на деятельность компании.</h2>
<p>В 2017 году после банкротства компании ее делами занимался конкурсный управляющий. Он тщательно изучил документы, проверил и проанализировал отчеты и выяснил, что предприятие уже несколько лет нормально не работало.</p>
<p>Операций по счетам компании не проводили еще с 2015 года, отчеты также не сдавали. В то же время руководитель брала деньги под отчет, но не отчитывалась за них — авансовых отчетов нет. Ее действия привели к финансовым сложностям компании, поэтому управляющий привлек руководителя к субсидиарной ответственности (<a class="npd" href="#/document/99/9027690/XA00MEM2NS/" data-anchor="/document/189/766540//">ст. 53.1</a> ГК, ст. <a class="npd" href="#/document/99/901831019/ZAP1Q5K39N/" data-anchor="/document/189/766540//">61.10</a>, <a class="npd" href="#/document/99/901831019/ZAP22D23FA/" data-anchor="/document/189/766540//">61.11</a> Федерального закона от 26.10.2002 № 127-ФЗ).</p>
<blockquote><p>На судебном процессе бывший руководитель пояснила, что прежде работала финансовым директором и получала деньги для производственных нужд. Есть расписка о представленных документах на потраченные суммы. Но эти доводы не убедили судей, с женщины взыскали 1,6 млн руб. Дело в том, что ей принадлежала 70-процентная доля в компании, фактически именно она управляла и была бесконтрольна, ее решения привели к банкротству.</p></blockquote>
<p>Расход подотчетных сумм подтверждают авансовыми отчетами, а не расписками, ведь по ним нельзя проверить правомерность списания денег.</p>
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</div><p>The post <a href="https://enterfin.ru/za-podotchetnye-sredstva-nelzya-otchitatsya-raspiskoj/">За подотчетные средства нельзя отчитаться распиской</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>В каких случаях надо применять ККТ</title>
		<link>https://enterfin.ru/v-kakih-sluchayah-nado-primenyat-kkt/</link>
					<comments>https://enterfin.ru/v-kakih-sluchayah-nado-primenyat-kkt/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Tue, 17 Dec 2019 13:59:58 +0000</pubDate>
				<category><![CDATA[Вопрос-ответ официально]]></category>
		<category><![CDATA[касса]]></category>
		<category><![CDATA[ККТ]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=20755</guid>

					<description><![CDATA[<p>Александр Сорокин, заместитель начальника Управления оперативного контроля ФНС России Онлайн-кассы должны применять организации и ИП при расчетах с другими юридическими и физическими лицами. Однако пробивать чеки нужно не во всех случаях. Все зависит от способа оплаты и вида расчета. Скажем, для наличных платежей за товары один порядок, а для безналичных предоплат – другой. Эта рекомендация поможет не запутаться в действующих [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/v-kakih-sluchayah-nado-primenyat-kkt/">В каких случаях надо применять ККТ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
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<h1 class="main__title"><span class="author__name" style="font-size: 16px;">Александр Сорокин</span><span style="font-size: 16px;">, </span><span class="author__props" style="font-size: 16px;">заместитель начальника Управления оперативного контроля ФНС России</span></h1>
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<p><span data-role="phrase" data-phrase-id="1">Онлайн-кассы должны применять организации и ИП при расчетах с другими юридическими и физическими лицами. Однако пробивать чеки нужно не во всех случаях. Все зависит от способа оплаты и вида расчета. Скажем, для наличных платежей за товары один порядок, а для безналичных предоплат – другой. Эта рекомендация поможет не запутаться в действующих правилах.</span></p>
<p><span data-role="phrase" data-phrase-id="2">Некоторые категории плательщиков освобождены от ККТ полностью, другие вправе не применять онлайн-кассы временно. Полный перечень тех, кто освобожден от онлайн-кассы, смотрите в таблице.</span></p>
<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="3">Кто должен применять ККТ</span></h2>
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<h3><span style="text-decoration: underline;">Применять онлайн-кассы обязаны все организации и ИП, которые принимают или выплачивают деньги наличными и в безналичном порядке при расчетах, связанных:</span></h3>
<ul class="c-list">
<li>с товарами, работами, услугами;</li>
<li>организацией и проведением азартных игр и лотерей.</li>
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<p><span data-role="phrase" data-phrase-id="20">При этом индивидуальные предприниматели должны учитывать при работе с ККТ ряд особенностей (см. рекомендацию В каких случаях индивидуальный предприниматель должен применять ККТ).</span></p>
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<p><span data-role="phrase" data-phrase-id="15">Применять ККТ должны все организации, в том числе некоммерческие организации, бюджетные, автономные, казенные учреждения и другие организации бюджетной сферы. Тот факт, что деятельность не приносит прибыли, роли не играет (письмо ФНС от 30.07.2012 № АС-4-2/12617).</span></p>
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<blockquote><p><span data-role="phrase" data-phrase-id="16">В отдаленной от сети местности, где нет интернета, ККТ можно применять в режиме без передачи чеков в налоговую инспекцию. Перечень таких территорий утверждают и публикуют на своих сайтах региональные администрации. К таким территориям отнесены населенные пункты, в которых проживает до 10 тыс. человек. Об этом сказано в приказе Минкомсвязи от 05.12.2016 № 616 и пункте 7 статьи 2 Закона от 22.05.2003 № 54-ФЗ.</span></p></blockquote>
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<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="28">С 1 июля 2019 года ряд организаций и ИП могут не применять ККТ. Ниже перечень льготников.</span></h2>
<h4><span style="text-decoration: underline;">1. Те, кто освобождены от этой обязанности полностью. Полный список тех, кто может не применять кассу, смотрите в таблице. Например, в их число входят:</span></h4>
<ul>
<li><span data-role="phrase" data-phrase-id="29">ИП на патенте, деятельность которых подпадает под освобождение (см. полный список видов деятельности на патенте, при которых можно не применять кассу);</span></li>
<li><span data-role="phrase" data-phrase-id="29">организации или ИП, которые ведут деятельность в отдаленных и труднодоступных местностях. Перечень таких местностей смотрите в таблице;</span></li>
<li><span data-role="phrase" data-phrase-id="29">организации и ИП, которые продают газеты и журналы на бумаге.</span></li>
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<p>&nbsp;</p>
<h4><span style="text-decoration: underline;">2. ИП без наемного персонала. Они могут не пробивать чеки только до 1 июля 2021 года, если получают плату:</span></h4>
<ul>
<li><span data-role="phrase" data-phrase-id="30"> за выполненные работы;</span></li>
<li><span data-role="phrase" data-phrase-id="30"> оказанные услуги;</span></li>
<li><span data-role="phrase" data-phrase-id="30"> проданную продукцию собственного производства.</span></li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="31">Если ИП заключит трудовой договор с работником, он должен зарегистрировать ККТ в течение 30 календарных дней с даты заключения такого договора.</span></p></blockquote>
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<blockquote><p><span data-role="phrase" data-phrase-id="35">Об этом – в статье 2 Закона от 06.06.2019 № 129-ФЗ. Подробнее о кассах ИП – в рекомендации В каких случаях индивидуальный предприниматель должен применять ККТ.</span></p></blockquote>
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<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="4">При каких способах оплаты надо применять ККТ</span></h2>
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<h4><span style="text-decoration: underline;">ККТ нужно применять при расчетах наличными или при безналичных платежах. Безналичные расчеты включают в себя:</span></h4>
<p><span data-role="phrase" data-phrase-id="175">– расчеты с помощью электронных средств платежа: расчеты с помощью банковской карты, электронных кошельков, онлайн-банка (п. 19 ст. 3 Закона от 27.06.2011 № 161-ФЗ);</span></p>
<p><span data-role="phrase" data-phrase-id="175">– иные безналичные расчеты: платежи по квитанциям, платежным поручениям, оплата наличными через кассира-операциониста в банке.</span></p>
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<p><span data-role="phrase" data-phrase-id="176">Некоторые расчеты освобождены от ККТ полностью. При каких способах оплаты нужна ККТ, а когда она не обязательна – в таблице ниже.</span></p>
<h2></h2>
<h2 style="text-align: center;"><span data-role="phrase" data-phrase-id="177"><b>При каких способах оплаты нужна ККТ</b></span></h2>
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<td class="bdBottom"><span data-role="phrase" data-phrase-id="178"><b>Кто платит (покупатель)</b></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="179"><b>Наличные</b></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="180"><b>Электронные средства платежа</b></span></td>
<td class="bdBottom"><span data-role="phrase" data-phrase-id="181"><b>Безналичные расчеты за исключением ЭСП</b></span></td>
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<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="182">Физлицо</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="183">ККТ нужно применять (п. 1 ст. 1.2, абз. 26 ст. 1.1 Закона от 22.05.2003 № 54-ФЗ)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="184">ККТ нужно применять (п. 1 ст. 1.2, абз. 26 ст. 1.1 Закона от 22.05.2003 № 54-ФЗ)</span></td>
<td class="bdTop bdBottom"><span data-role="phrase" data-phrase-id="185">ККТ нужно применять (п. 1 ст. 1.2, абз. 26 ст. 1.1 Закона от 22.05.2003 № 54-ФЗ).</span></p>
<p><span data-role="phrase" data-phrase-id="186">Вправе не применять ККТ при безналичных платежах (подп. «в» п. 2 ст. 1 Закона от 06.06.2019 № 129-ФЗ):<br />
– ТСЖ, садовые и огороднические товарищества, потребительские кооперативы;<br />
– образовательные организации;<br />
– организации физкультуры и спорта;<br />
– культурные, досуговые центры</span></td>
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<td class="bdTop" rowspan="2"><span data-role="phrase" data-phrase-id="187">Организация (ИП)</span></p>
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<td class="bdTop"><span data-role="phrase" data-phrase-id="189">ККТ нужно применять (п. 1 ст. 1.2, абз. 26 ст. 1.1 Закона от 22.05.2003 № 54-ФЗ)</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="190">ККТ нужно применять, если расчет с предъявлением ЭСП. Например, расчеты при помощи корпоративной карты (письмо Минфина от 02.08.2018 № 03-01-15/54613)</span></p>
<p><span data-role="phrase" data-phrase-id="191">В остальных случаях применять ККТ не требуется. Например, при расчетах через систему «Клиент-Банк» (п. 9 ст. 2 Закона от 22.05.2003 № 54-ФЗ, письмо Минфина от 02.08.2018 № 03-01-15/54613)</span></td>
<td class="bdTop"><span data-role="phrase" data-phrase-id="192">ККТ применять не нужно (п. 9 ст. 2 Закона от 22.05.2003 № 54-ФЗ, письма Минфина от 09.10.2018 № 03-01-15/72539, от 02.08.2018 № 03-01-15/54613)</span></td>
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<td></td>
<td colspan="2"><span data-role="phrase" data-phrase-id="194">Если покупатель – ИП, у вас должны быть документы, которые подтверждают статус предпринимателя. Когда заключаете договор с ИП, сразу возьмите у него копию свидетельства о регистрации в качестве такового. Если статус покупателя как ИП не подтвержден, то ККТ применяйте как с обычным физлицом. При безналичных платежах, за исключением ЭСП, ККТ нужно применять с 1 июля 2019 года (письмо Минфина от 19.10.2018 № 03-01-15/75368)</span></p>
<p><span data-role="phrase" data-phrase-id="195">Отметим, что правила пункта 9 статьи 2 Закона от 22.05.2003 № 54-ФЗ не являются обязательным требованием. Эта норма лишь предоставляет возможность не применять ККТ при указанных расчетах. Таким образом, в данном случае организации и ИП вправе применять ККТ по желанию. Законодательство они не нарушают, а значит, под административную ответственность не подпадают (письмо ФНС от 26.10.2018 № ЕД-4-20/21001)</span></td>
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<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="5">Виды расчетов, при которых обязательна ККТ</span></h2>
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<h3><span style="text-decoration: underline;">С 1 июля 2019 года понятие «расчеты», при которых нужно применять ККТ, включает:</span></h3>
<ul class="c-list">
<li>оплату за товары, работы, услуги;</li>
<li>получение и выплату предварительной оплаты или авансов, их зачет или возврат;</li>
<li>предоставление и погашение займов для оплаты товаров, работ, услуг;</li>
<li>предоставление или получение иного встречного предоставления за товары, работы, услуги;</li>
<li>прием ставок, интерактивных ставок.</li>
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<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="266">При этом в любой ситуации не надо пробивать чек, если организация или ИП перечисляет платеж через систему «Клиент-Банк». Основание – абзац 26 статьи 1.1, пункт 1 статьи 1.2 Закона от 22.05.2003 № 54-ФЗ, пункт 4 статьи 4 Закона от 03.07.2018 № 192-ФЗ.</span></p></blockquote>
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<h2 class="main__title-section title toc"><span data-role="phrase" data-phrase-id="6">Ответственность</span></h2>
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<h3><span style="text-decoration: underline;">Предпринимателей, организации и их руководителей, продавцов и кассиров могут серьезно оштрафовать за нарушение установленного порядка применения ККТ. В частности, когда они:</span></h3>
<ul class="c-list">
<li>не применяют ККТ, хотя должны;</li>
<li>используют ККТ, которая устарела, недопустимым образом модифицирована или попросту не зарегистрирована;</li>
<li>игнорируют обязанность выдавать документ, подтверждающий прием наличных денег, вместо кассового чека в разрешенных обстоятельствах.</li>
</ul>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Так, если покупателю не выдать кассовый чек (БСО), то за это могут предупредить или оштрафовать:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="432">организацию – на 10 000 руб.;</span></li>
<li><span data-role="phrase" data-phrase-id="432">должностных лиц (руководителя, его заместителя) – на 2000 руб.</span></li>
</ul>
<p><span data-role="phrase" data-phrase-id="433">Это следует из части 6 статьи 14.5 КоАП.</span></p>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">А вот за неприменение ККТ штрафы такие:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="434">для организации – от 75 до 100 процентов суммы расчета, но не менее 30 000 руб.;</span></li>
<li><span data-role="phrase" data-phrase-id="434">для должностных лиц (руководителя организации, его заместителя) – от 25 до 50 процентов суммы расчета, но не менее 10 000 руб.</span></li>
</ul>
<p><span data-role="phrase" data-phrase-id="435">Это следует из части 2 статьи 14.5 КоАП.</span></p>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="436">Размер штрафа не зависит от формы расчета: наличная или безналичная. Для обоих случаев сумма штрафа будет одинаковая.</span></p></blockquote>
<p>&nbsp;</p>
<h3><span style="text-decoration: underline;">Ответственности за вышеперечисленные правонарушения можно избежать. Для этого направьте в налоговую инспекцию заявление и приложите документы, которые подтверждают нарушение. Организацию не оштрафуют, если на момент подачи документов:</span></h3>
<ul class="c-list">
<li>налоговые инспекторы не знали о нарушении;</li>
<li>нарушение вы устранили.</li>
</ul>
<p>&nbsp;</p>
<blockquote><p><span data-role="phrase" data-phrase-id="439">Например, в магазине отключили электричество. В это время кассир продал товар покупателю, не применив ККТ. Чтобы избежать штрафа, направьте в налоговую инспекцию заявление. К нему приложите копии кассовых чеков коррекции, которые вы пробили после подачи электричества. Это следует из статьи 14.5 КоАП.</span></p></blockquote>
<div class="incut-universal incut" data-role="phrase-incut">
<div class="incut-body">
<p>&nbsp;</p>
</div>
</div>
<p><span data-role="phrase" data-phrase-id="440">За повторное нарушение порядка применения ККТ помимо штрафа работу организации и предпринимателя приостановят до 90 суток, а руководителя дисквалифицируют на срок от года до двух лет. Такое наказание применят в случае, если сумма расчетов без кассовых чеков составит 1 000 000 руб. и более. Это следует из части 3 статьи 14.5 КоАП.</span></p>
<p><span data-role="phrase" data-phrase-id="441">Наказать могут сразу нескольких виновных. Например, оштрафуют и организацию, и ее должностных лиц, которые допустили нарушение. Правомерность такой позиции подтверждается письмом Минфина от 30.03.2005 № 03-02-07/1-83 и арбитражной практикой (см., например, постановления ФАС Московского округа от 14.07.2005 № КА-А40/6231-05, Дальневосточного округа от 17.05.2005 № Ф03-А16/05-2/984 и Западно-Сибирского округа от 05.07.2005 № Ф04-4410/2005(12792-А03-32)).</span></p>
<h3><span style="text-decoration: underline;">До 1 июля 2020 года мораторий на «кассовые» штрафы получили:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="442">перевозчики пассажиров, когда билеты в салонах транспорта продают водители и кондукторы;</span></li>
<li><span data-role="phrase" data-phrase-id="442">организации, которые оказывают коммунальные услуги, в том числе ресурсоснабжающие компании.</span></li>
</ul>
<h3></h3>
<h3><span style="text-decoration: underline;">Мораторий будет действовать для следующих нарушений:</span></h3>
<ul>
<li><span data-role="phrase" data-phrase-id="443">не пробили чек, в том числе при повторном нарушении (ч 2 и 3 ст. 14.5 КоАП);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="443">пробили чек с ошибками либо применяли кассы, которые не соответствуют требованиям Закона 54-ФЗ, допустили иные нарушения в порядке применения ККТ (ч. 4 ст. 14.5 КоАП);<br />
</span></li>
<li><span data-role="phrase" data-phrase-id="443">не выдали покупателю чек или БСО как на бумаге, так и в электронной форме (ч. 6 ст. 14.5 КоАП).</span></li>
</ul>
</div>
</div>
<div class="incut incut-universal" data-role="phrase-incut">
<div class="incut-body">
<p>&nbsp;</p>
<p><span data-role="phrase" data-phrase-id="451">Организацию или ИП могут привлечь к административной ответственности за нарушение порядка применения ККТ в течение одного года со дня, когда это произошло (ст. 4.5 КоАП). Рассматривают дела о правонарушениях, связанных с применением ККТ, налоговые инспекторы (ст. 23.5 КоАП, ст. 7 Закона от 22.05.2003 № 54-ФЗ).</span></p>
</div>
</div>
</div><p>The post <a href="https://enterfin.ru/v-kakih-sluchayah-nado-primenyat-kkt/">В каких случаях надо применять ККТ</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Новшества в законодательстве для упрощенцев, грядущие в 2017 году</title>
		<link>https://enterfin.ru/novshestva-v-zakonodatelstve-dlya-uproshhentsev-gryadushhie-v-2017-godu/</link>
					<comments>https://enterfin.ru/novshestva-v-zakonodatelstve-dlya-uproshhentsev-gryadushhie-v-2017-godu/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Thu, 04 May 2017 17:00:42 +0000</pubDate>
				<category><![CDATA[Бухгалтерская отчетность]]></category>
		<category><![CDATA[ЕНВД]]></category>
		<category><![CDATA[касса]]></category>
		<category><![CDATA[ККТ]]></category>
		<category><![CDATA[НДС]]></category>
		<category><![CDATA[НДФЛ]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=18054</guid>

					<description><![CDATA[<p>В связи с принятием 14.06.2016 года Госдумой РФ проекта Закона №1040802-6, произошли изменения в налоговом законодательстве, а именно – функции по администрированию страховых взносов перешли к ФНС. Данные поправки отображены в главе 26.2. НК РФ. Сегодня предлагаем поговорить об актуальных изменениях, которые коснутся субъектов хозяйствования, работающих на «упрощёнке». &#160; 1) Рост предельного дохода для предприятий [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/novshestva-v-zakonodatelstve-dlya-uproshhentsev-gryadushhie-v-2017-godu/">Новшества в законодательстве для упрощенцев, грядущие в 2017 году</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>В связи с принятием 14.06.2016 года Госдумой РФ проекта Закона №1040802-6, произошли изменения в налоговом законодательстве, а именно – функции по администрированию страховых взносов перешли к ФНС. Данные поправки отображены в главе 26.2. НК РФ.</p>
<p>Сегодня предлагаем поговорить об актуальных изменениях, которые коснутся субъектов хозяйствования, работающих на <em><strong>«упрощёнке»</strong></em>.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">1) Рост предельного дохода для предприятий на УСН</h3>
<p>&nbsp;</p>
<p>Чтобы планировать работать на «упрощёнке» в 2018 году, необходимо придерживаться установленного лимита доходов в грядущем 2017 году. Так, юридические лица должны будут соблюсти лимит за 9 месяцев текущего года в размере не больше 90 миллионов рублей, а в целом общегодовой доход предприятия не должен превышать 120 миллионов рублей.</p>
<p><em><strong>Важный нюанс:</strong></em> Логично рассуждать, что обозначенные в кодексе показатели в 45 и 60 миллионов рублей просто нужно было увеличить на коэффициент-дефлятор по УСН за 2017 год. Но, со следующего года законодатель внёс поправки в ст. 346.12, ст. 346.13 НК РФ и пошёл путём увеличения предельного размера доходной части предприятия.</p>
<p>При этом, с начала 2017 года ежегодную индексацию доходов для перехода на «упрощёнку» заморожено <span style="color: #ff0000;"><strong>до 2019 года</strong> </span>включительно, а дефлятор <strong><span style="color: #ff0000;">в 2020 году</span></strong> составит 1.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">2) Увеличение размера остаточной стоимости ОС</h3>
<p>Чтобы осуществить переход на УСН, субъекту хозяйствования необходимо не только придерживаться лимитов в доходной части, но и регулировать величину остаточной основных средств. Так, в соответствии с пп.16 п.3 ст. 346.12 НК РФ, предприятия (ИП), у которых остаточная стоимость ОС в конце отчётного года будет равна 100 миллионам рублей и больше, лишаются возможности претендовать на «упрощёнку».</p>
<p>Неоднократно субъекты хозяйствования поднимали вопрос об увеличении этой цифры на государственном уровне, но финансисты не допускают резкого роста максимальной величины стоимости ОС, объясняя это возможным сокращением поступлений в госбюджет. Именно на этом основании, в 2017 году величина стоимости основных средств увеличилась только на 50 млн. руб. и будет составлять 150 миллионов рублей.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">3) Нулевая ставка налогообложения в 2017 году</h3>
<p>&nbsp;</p>
<p>Вышеуказанный Закон внёс изменения и в п.4 ст.346.20 НК РФ, в котором идёт речь об нулевой ставке по упрощённой СН.</p>
<p>Так, допускается она для ИП, осуществляющих хозяйственную деятельность в производственной отрасли экономики, социальной и научной сферах, а также оказывающих бытовые услуги населению.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">4) Процедура перехода на «упрощёнку» с 01.01.2017 года</h3>
<p>С 2017 года о своём намерении перейти на УСН нужно будет указывать в «Уведомлении о переходе», оформленном в соответствии со спецформой 26.2-1. Чтобы осуществить переход на «упрощёнку» с 2017 года, необходимо обратиться с заявлением в налоговую инспекцию до 31.12.2016 года (это последний срок).</p>
<p>Новообразованные зарегистрированные предприятия и ИП должны подать уведомление о переходе на «упрощёнку» в общем пакете документов во время постановки на учёт в ИФНС.</p>
<p>Заполняя заявление на переход, нужно тщательно прописать все имеющиеся у предприятия (ИП) реквизиты, в том числе, указать желаемую базу налогообложения – «доходы» или «доходы за вычетом расходов», от выбора которой будет зависеть ставка налога УСН – 6% или 15% от полученной прибыли соответственно.</p>
<p>&nbsp;</p>
<h3 style="text-align: center;">5) Обязанность работы с онлайн-кассами</h3>
<p>&nbsp;</p>
<p><strong><span style="color: #ff0000;">Новшеством для бизнес-субъектов в 2017 году станут онлайн-кассы.</span> </strong></p>
<p>Так, с 01.02.2017 года все субъекты хозяйствования будут обязаны вести онлайн-кассы, то есть они должны установить специальные кассовые аппараты или же модернизировать имеющуюся ККТ, чтобы иметь возможность передавать информацию о каждой проведённой кассовой операции в соответствующий налоговый орган.</p>
<p>Кроме того, между субъектами хозяйствования и налоговиками будут посредники – операторы фискальной связи. Вся информация по кассовым операциям будет предоставляться в онлайн-режиме в электронном виде.</p>
<p><em><strong>Однако, есть предприниматели, освобождающиеся от обязанности ведения таких касс, к ним относятся субъекты хозяйствования:</strong></em></p>
<p>входящие в закрытый льготный список;</p>
<p>занимающиеся продажей газетной/журнальной продукции, сезонных фруктов и овощей, а также других видов продуктов поштучно;</p>
<p>осуществляющие хоз. деятельность в труднодоступной местности;</p>
<p>аптечные киоски, находящиеся в ФАП в селах.</p>
<p>Следует заметить, что уже в 2018 году системы, похожие на онлайн-кассы, будут функционировать и на предприятиях, работающих с бланками строгой отчетности. Так, оформлять указанные БОС (квитанции) будут на специальном автоматизированном аппарате, а сам документ будет схож с товарным чеком.</p>
<p>&nbsp;</p>
<h4 style="text-align: center;">С полной информацией, касающейся упрощённой системы налогообложения, можно ознакомиться на сайте онлайн-бухгалтерии «Энтерфин». Вести бухгалтерию и сдавать отчёты вместе с нами намного легче и быстрее, ведь только для наших пользователей в свободном доступе находится огромное количество образцов заполнения документов, необходимых в процессе функционирования предприятия (ИП).</h4><p>The post <a href="https://enterfin.ru/novshestva-v-zakonodatelstve-dlya-uproshhentsev-gryadushhie-v-2017-godu/">Новшества в законодательстве для упрощенцев, грядущие в 2017 году</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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		<title>Ноу-хау для бизнеса: онлайн-кассы</title>
		<link>https://enterfin.ru/nou-hau-dlya-biznesa-onlajn-kassy/</link>
					<comments>https://enterfin.ru/nou-hau-dlya-biznesa-onlajn-kassy/#respond</comments>
		
		<dc:creator><![CDATA[Евгений]]></dc:creator>
		<pubDate>Mon, 10 Apr 2017 17:00:40 +0000</pubDate>
				<category><![CDATA[Бухгалтерская отчетность]]></category>
		<category><![CDATA[касса]]></category>
		<category><![CDATA[ККТ]]></category>
		<category><![CDATA[регистрация]]></category>
		<category><![CDATA[штрафы]]></category>
		<guid isPermaLink="false">https://enterfin.ru/?p=17838</guid>

					<description><![CDATA[<p>В 2017 году у организаций и индивидуальных предпринимателей, которые торгуют в розницу, появится новая обязанность – применять онлайн-кассы во время расчётов с покупателями. Законом РФ № 290-ФЗ от 03.07.2016 г., предлагается переходной период на онлайн-кассы, благодаря которому предприятия и ИП смогут безболезненно ввести это новшество в свою хозяйственную деятельность. &#160; Основная функция инновационных онлайн-касс &#160; [&#8230;]</p>
<p>The post <a href="https://enterfin.ru/nou-hau-dlya-biznesa-onlajn-kassy/">Ноу-хау для бизнеса: онлайн-кассы</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>В 2017 году у организаций и индивидуальных предпринимателей, которые торгуют в розницу, появится новая обязанность – применять онлайн-кассы во время расчётов с покупателями. Законом РФ № 290-ФЗ от 03.07.2016 г., предлагается переходной период на онлайн-кассы, благодаря которому предприятия и ИП смогут безболезненно ввести это новшество в свою хозяйственную деятельность.</p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Основная функция инновационных онлайн-касс</h2>
<p>&nbsp;</p>
<p>Данная контрольно-кассовая техника, шагающая в ногу со временем, поможет сделать процесс расчёта с покупателем более прозрачным. Оператор фискальных данных связывает онлайн-кассы с соответствующей налоговой инспекцией.</p>
<p>Такая связь позволяет напрямую (в режиме онлайн) передавать налоговикам всю информацию по торговым операциям, которые проводятся на ККА.</p>
<p>По утверждениям Федеральной налоговой службы, онлайн-кассы помогут существенно снизить количество выездных проверок, так как сразу по полученным данным от предприятия будет проводиться автоматизированный риск-анализ торговых операций.</p>
<p>Таким образом, субъектов хозяйствования, которые не уклоняются от уплаты налогов и применяют онлайн-кассу, будут реже навещать с проверками органы налоговой службы. Более того, ФНС планирует снижение расходов на обслуживание ККА, что является несомненным плюсом и для предпринимателей.</p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Принцип действия онлайн-касс</h2>
<p>&nbsp;</p>
<h3 style="text-align: center;"><em>Чтобы передавать данные с онлайн-кассы непосредственно в налоговую инспекцию, <span style="text-decoration: underline;"><strong>необходимо:</strong></span></em></h3>
<p>&nbsp;</p>
<ol>
<li>установить в контрольно-кассовый аппарат соответствующее программное обеспечение и фискальный накопитель;</li>
<li>наладить связь с посредником – оператором фискальных данных (ОФД).</li>
</ol>
<p>Онлайн-касса работает следующим образом. Данные по чеку, который пробивается кассиром, немедленно поступают к оператору фискальных данных. ОФД формирует уникальный чек и отправляет его одновременно кассиру и на сервер ИФНС. Полученный чек кассир распечатывает и предоставляет покупателю. Исходя из вышесказанного, пока продажа не будет зафиксирована у оператора фискальных данных, реализовать товары (оказать услуги) не получится, так как чек не будет сформирован.</p>
<p>Также предусматривается возможность направления чека в электронном формате на телефон или e-mail покупателя. Это не является обязательным условием и выполняется только по желанию покупателя.</p>
<p>&nbsp;</p>
<h2 style="text-align: center;">Этапы перехода на онлайн-кассы</h2>
<p>&nbsp;</p>
<p><strong><span style="text-decoration: underline;">Этап № 1.</span></strong>С 15 июля 2016 года по 30 июня 2017 года возможен добровольный переход на новые ККА. В этом периоде приветствуется заключение договора с оператором фискальных данных. Следует учитывать, что до 1 февраля 2017 года предприятие имеет возможность зарегистрировать старую контрольно-кассовую технику.<br />
<span style="text-decoration: underline;"><strong>Этап № 2</strong></span>. С 1 февраля 2017 года допускается регистрация только новой ККТ.<br />
<span style="text-decoration: underline;"><strong>Этап № 3.</strong></span> С 1 июля 2017 года практически все субъекты предпринимательской деятельности (исключение составляют предприниматели, работающие на ЕНВД, а также ИП на патентной системе) обязаны применять новые онлайн-кассы.<br />
<span style="text-decoration: underline;"><strong>Этап № 4.</strong></span> С 1 января 2018 года необходимо формировать только электронные чеки. В бумажной форме чеки выдаются исключительно по просьбе покупателя.</p>
<p><span style="text-decoration: underline;"><strong>Этап № 5.</strong></span> С 01 июля 2018 года на онлайн-кассы должны перейти и бизнесмены, применяющие вменёнку, патентную систему или использующие торговые автоматы.</p>
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<h2 style="text-align: center;">Временные рамки перехода на онлайн-кассы</h2>
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<p><span style="color: #ff0000;"><strong>Для того, чтобы все бизнес-сферы были охвачены, переход на онлайн-кассы запланирован поэтапно. Завершение пятого этапа планируется на июль 2018 года, именно в это время на онлайн-кассы обязаны перейти все предприниматели и организации.</strong></span></p>
<p>В Законе указаны также те услуги, которые не подпадают под использование ККТ. Так, не обязаны применять онлайн-кассы субъекты хозяйствования, оказывающие мелкие бытовые услуги, торгующие билетами (талонами) или мороженым, занимающиеся мелким оптом овощей и фруктов, а также те, кто по техническим причинам не может использовать онлайн-кассы, например, в связи с удалённостью от Интернет-сети.</p>
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<h2 style="text-align: center;">Польза от онлайн-касс для бизнесменов</h2>
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<p>С одной стороны, Закон об онлайн-кассах выгоден для предпринимателей. Так, с них снимается обязанность предоставлять Z-отчеты и вести кассовый журнал. Они смогут контролировать весь товарооборот с помощью интернета.</p>
<p>Более того, в разы снизятся затраты на обслуживание контрольно-кассовой техники и её ежегодную перерегистрацию.</p>
<p>С другой стороны, предприятия и ИП должны приобрести новые ККА за свой счёт, и, разумеется, что стоимость такой техники будет в разы выше. Однако, есть утверждение, что определённые модели старых ККА можно усовершенствовать с помощью недостающих блоков и стоить эта процедура будет в три-четыре раза дешевле, чем покупка нового ККА.</p>
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<p>Договор обслуживания, заключенный между предприятием и фискальным оператором данных будет входить в расходы субъектов хозяйствования. Также предприниматели с опаской ждут всевозможных сбоев в работе онлайн-касс по техническим причинам, в силу которых могут возникнуть конфликтные ситуации с налоговиками.</p>
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<p>Чтобы зарегистрировать онлайн-кассу, необходимо обратиться с заявлением в налоговый орган, при чем вне зависимости от местонахождения предприятия (регистрации ИП).Заявление подаётся в бумажном или электронном варианте (в последнем случае потребуется ЕЦП).</p>
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<p>Следует также сказать, что новый закон ужесточил штрафные санкции для тех, кто нарушит правила использования онлайн-касс. Это нужно учитывать всем субъектам хозяйствования, которые могут расслабиться, узнав о длительном переходном периоде на новые ККА.</p>
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<h4 style="text-align: center;">Интернет-бухгалтерия «Энтерфин» придёт на помощь в любой ситуации!</h4><p>The post <a href="https://enterfin.ru/nou-hau-dlya-biznesa-onlajn-kassy/">Ноу-хау для бизнеса: онлайн-кассы</a> first appeared on <a href="https://enterfin.ru">ЭнтерФин</a>.</p>]]></content:encoded>
					
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