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ТН ВЭД Золото. Семина А.В.2-ТЭФ-8 Курсовая работа Золото. 1 Описание товара Золото
Содержание
Введение…………………………………………………………………………...3
Глава 1. Теоретические аспекты классификации товара «Золото» в соответствии с товарной номенклатурой внешнеэкономической деятельности
1.1. Описание товара «Золото» ……………………………………………….....4
1.2. Классификация товарной группы в соответствии с товарной номенклатурой внешнеэкономической деятельности………………………….8
1.3. Особенности нормативно-правового регулирования внешнеторговых операции с товаром «Золото»………………………………………...…………12
Глава 2. Анализ и перспективы развития внешнеторговых операций с товарами «Золото»
2.1. Анализ современного состояния рынка товаров «Золото»........................16
2.2. Специфика таможенного оформления товаров «Золото»..........................20
2.3. Перспективы развития внешнеторговых операций с товарами «Золото»………………………………………………………………………….28
Заключение……………………………………………………………………….31
Список использованной литературы…………………………………………...32
Приложения Введение
Золото – это один из основных видов минерального сырья, элемент 11 группы (по устаревшей классификации — побочной подгруппы первой группы), шестого периода периодической системы химических элементов Д. И. Менделеева, с атомным номером 79. Простое вещество золото — благородный металл жёлтого цвета. Золото с древности использовалось людьми в торговле, из него чеканились монеты. На сегодняшний день золото, хоть и утратило функцию обеспечения денег, но все равно остается важным товаром, используемым как в промышленности, так и в ювелирном деле.
В России золото добывается как на Урале, так и в Сибири и на Дальнем Востоке. Именно на Урале сосредоточено большинство месторождений. Оттуда золотая руда поставляется или на переработку, или же на рынки всего мира.
Торговля товаром «Золото» является одним из важных источников доходов в бюджет Российской Федерации. В последние годы Россия уменьшает экспорт золота. Так, в 2016 году Российская Федерация экспортировала золота на сумму 907 596 889 долларов США.
Целью курсовой работы является изучение особенностей классификации товара «Золото».
Задачами курсовой работы является изучить данный товар, рассмотреть классификационные методы на товаре «Золото», изучить нормативно-правовые акты, провести анализ рынка, изучить таможенное оформление товара «Золото», рассмотреть перспективы развития внешнеторговых операций с этим товаром.
Объектом курсовой работы является товар «Золото». Глава 1. Теоретические аспекты классификации товара «Золото» в соответствии с товарной номенклатурой внешнеэкономической деятельности
1.1 Описание товара «Золото»
Золото-элемент 11 группы (по устаревшей классификации — побочной подгруппы первой группы), шестого периода периодической системы химических элементов Д. И. Менделеева, с атомным номером 79. Простое вещество золото — благородный металл жёлтого цвета.
Зарядовое число 79 золота делает его одним из высших по количеству протонов элементов, которые встречаются в природе. Ранее предполагалось, что золото образовывалось при нуклеосинтезе сверхновых звёзд, однако по новой теории предполагается, что золото и другие элементы тяжелее железа образовались в результате разрушения нейтронных звёзд. Спутниковые спектрометры в состоянии обнаружить образующееся золото лишь косвенно, «у нас нет прямых спектроскопических доказательств, что такие элементы действительно образуются». По этой теории в результате взрыва нейтронной звезды содержащая металлы пыль (в том числе тяжёлые металлы, например, золото) выбрасывается в космическое пространство, в котором оно впоследствии конденсируется, так произошло в Солнечной системе и на Земле. Поскольку сразу после своего возникновения Земля была в расплавленном состоянии, почти всё золото в настоящее время на Земле находится в ядре. Большинство золота, которое сегодня присутствует в земной коре и мантии, было доставлено на Землю астероидами во время поздней тяжёлой бомбардировки. На Земле золото находится в рудах в породах, образованных начиная с докембрийского периода.
Золото обладает высокой теплопроводностью и низким электрическим сопротивлением. Золото — очень тяжёлый металл: плотность чистого золота равна 19,32 г/см³ (шар из чистого золота диаметром 46,237 мм имеет массу 1 кг). Среди металлов по плотности занимает седьмое место после осмия, иридия, платины, рения, нептуния и плутония. Высокая плотность золота облегчает его добычу, отчего даже простые технологические процессы — например, промывка на шлюзах, — могут обеспечить высокую степень извлечения золота из промываемой породы. Золото — очень мягкий металл: твёрдость по шкале Мооса 2,5, по Бринеллю 220—250 МПа (сравнима с твёрдостью ногтя). Температура плавления золота 1064,18 °C (1337,33 К), кипит при 2856 °C (3129 К). Плотность жидкого золота меньше, чем твёрдого, и составляет 17 г/см3 при температуре плавления. Жидкое золото довольно летучее, оно активно испаряется задолго до температуры кипения.
Люди добывают золото с незапамятных времён. С золотом человечество столкнулось уже в V тыс. до н. э. в эпоху неолита благодаря его распространению в самородном состоянии.
По предположению археологов, начало системной добычи было положено на Ближнем Востоке, откуда золотые украшения поставлялись, в частности, в Египет. Именно в Египте в гробнице королевы Зер и одной из королев Пуаби Ур в Шумерской цивилизации были найдены первые золотые украшения, датируемые III тыс. до н. э.
В России до елизаветинских времён золото не добывалось. Оно ввозилось из-за границы в обмен на товары и взималось в виде ввозных пошлин. Первое открытие запасов золота было сделано в 1732 году в Архангельской губернии, где вблизи одной деревни была обнаружена золотая жила. Её начали разрабатывать в 1745 году. Рудник с перерывами действовал до 1794 года и дал всего около 65 кг золота. Началом золотодобычи в России считают 21 мая (1 июня) 1745 г., когда Ерофей Марков, нашедший золото на Урале, объявил о своём открытии в Канцелярии Главного правления заводов в Екатеринбурге.
За всю историю человечеством добыто около 161 тысячи тонн золота, рыночная стоимость которого 8-9 триллионов долларов
Для получения золота используются его основные физические и химические свойства: присутствие в природе в самородном состоянии, способность реагировать лишь с немногими веществами (ртуть, цианиды). С развитием современных технологий более популярными становятся химические способы.
Традиционным и самым крупным потребителем золота является ювелирная промышленность. Ювелирные изделия изготавливают не из чистого золота, а из его сплавов с другими металлами, значительно превосходящими золото по механической прочности и стойкости. В настоящее время для этого служат сплавы Au-Ag-Cu, которые могут содержать добавки никеля, кобальта, . Стойкость к коррозии таких сплавов определяются, в основном, содержанием в них золота, а цветовые оттенки и механические свойства — соотношением серебра и меди.
Важнейшей характеристикой ювелирных изделий является их проба, характеризующая содержание в них золота.
Во всех странах количество золота в сплавах контролируется государством. В России общепринятыми считаются пять проб золотых ювелирных сплавов: золото 375 пробы, 500, 585, 750, 958.
• 375 проба. Основные компоненты — серебро и медь, золота — 38 %. Отрицательное свойство — тускнеет на воздухе (в основном из-за образования сульфида серебра Ag2S). Золото 375 пробы имеет цветовую гамму от жёлтого до красного.
• 500 проба. Основные компоненты — серебро и медь, золота — 50,5 %. Отрицательные свойства — низкая литейность, зависимость цвета от содержания серебра.
• 585 проба. Основные компоненты — серебро, медь, палладий, никель, золота — 58,5 %. Проба достаточно высока, этим обусловлены многочисленные положительные качества сплава: твёрдость, прочность, устойчивость на воздухе. Широко применяется для изготовления ювелирных украшений.
• 750 проба. Основные компоненты — серебро, платина, медь, палладий, никель, золота — 75,5 %. Положительные свойства: подверженность полировке, твёрдость, прочность, хорошо обрабатывается. Цветовая гамма — от зелёного через ярко-жёлтый до розового и красного. Используется в ювелирном искусстве, особенно для филигранных работ.
• 958 проба. Содержит до 96,3 % чистого золота. Редко используется, так как сплав этой пробы является весьма мягким материалом, который не держит полировку и характеризуется ненасыщенностью цвета.
• 999 проба. Чистое золото.
Все сплавы выше 750 пробы не тускнеют на воздухе.
Таблица 1
Основные добывающие предприятия
№
| Наименование предприятия
| Место расположения предприятия
| 1
| Polyus Gold
| Красноярский край, Иркутская, Магаданская, Амурская области и Республика Саха – Якутия.
| 2
| «Петропаловск»
| Амурская область, Забайкальский край.
| 3
| «Полиметалл»
| Магаданская, Свердловская области, Хабаровский край, Чукотский АО.
| 4
| Чукотская ГГК
| Чукотский АО.
| 5
| Nordgold N.V.
| Республика Бурятия, Республика Саха – Якутия, Забайкальский край, Амурская область.
| 6
| Highland Gold Mining
| Хабаровский, Забайкальский края, Чукотский АО.
| 7
| «Южуралзолото»
| Челябинская область, Забайкальский и Красноярский края, Республика Хакасия.
| 8
| «Высочайший»
| Иркутская область, Республика Саха – Якутия.
| 9
| «Соврудник»
| Красноярский край.
| 10
| «Сусуманзолото»
| Магаданская область.
| 1.2 Классификация товара «Золото»
Классификация – это совокупность приемов разделения множества объектов на подмножества.
Классификация нужна для того, чтобы все страны мира могли осуществлять стандартный подход для оценки свойств товара, строить учет и производить анализ по отдельным товарам, они должны использовать единую товарную номенклатуру с едиными правилами классификации.
Существуют три метода классификации товаров в ТН ВЭД:
1. Иерархический метод классификации в ТН ВЭД;
2. Фасетный метод классификации в ТН ВЭД;
3. Комбинированный метод классификации в ТН ВЭД;
Иерархический метод предполагает последовательное деление множества объектов на подчиненные классификационные группировки.
При иерархической классификации распределение объектов производится от наиболее всеобщего признака к наименее общему. Любое следующее звено конкретизирует признак вышестоящего звена. Преимущество предоставленного способа является вероятность получения дополнительных данных о конкретном товаре. Недостатком же является отсутствие способности сравнить с схожими товарными субпозициями или иными элементами схемы.
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)
Рис. 1 Принцип построения схемы распределения товарной группы «Золото»на основе применения иерархического метода Фасетный метод классификации – это параллельное деление множества объектов на независимые классификационные группировки( рис. 2). Особенность фасетной классификации состоит в том, что отдельные сортировки не зависят и не подчиняются друг другу; любая группировка, относясь к одному и тому же множеству, характеризует лишь одну из сторон этого множества. Классификационные группировки при фасетной классификации образуются из объектов, взятых из соответственных группировок.
Преимуществом фасетной классификации является вероятность проведения сравнительного анализа особых параметров в рамках одной группы. Недостатком фасетного способа является то, что он не дает совершенного описания и детального распределения внутри одной товарной группы по отношению к иной товарной группе.
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)
Рис. 2 Принцип построения схемы распределения товарной группы «Золото»
на основе применения фасетного метода Комбинированный метод (рис.3) - этот способ объединил в себе составляющие фасетного и иерархического способов. Данный способ позволяет проводить анализ как по горизонтали, так и по вертикали. Выявляя наиболее детальные характеристики продукта можно точно найти его код и верно заполнить все бумаги, нужные для верного оформления таможенных процедур.
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)
Рис. 3 Принцип построения схемы распределения товарной группы «Золото»
на основе применения комбинированного метода
Для данного товара применимы следующие основные правила интерпретации:
1. Названия разделов, групп и подгрупп приводятся только для удобства использования ТН ВЭД; для юридических целей классификация товаров в ТН ВЭД осуществляется исходя из текстов товарных позиций и соответствующих примечаний к разделам или группам и, если такими текстами не предусмотрено иное, в соответствии со следующими положениями:
6. Для юридических целей классификация товаров в субпозициях товарной позиции должна осуществляться в соответствии с наименованиями субпозиций и примечаниями, имеющими отношение к субпозициям, а также, положениями вышеупомянутых Правил при условии, что лишь субпозиции на одном уровне являются сравнимыми. Для целей настоящего Правила также могут применяться соответствующие примечания к разделам и группам, если в контексте не оговорено иное.
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