Translation Information

Project website github.com/worldbank/sdg-metadata
Instructions for translators

This project is limited to Russian translation only, for now.

More detailed instructions to come.

Project maintainers User avatar brockfanning
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  • The translation uses bilingual files.
Translation license MIT License
Source code repository https://github.com/worldbank/sdg-metadata
Repository branch master
Last remote commit Merge pull request #300 from weblate/weblate-sdg-metadata-1-1-1a a492a1dc4d
User avatar jenpark9 authored an hour ago
Weblate repository https://hosted.weblate.org/git/sdg-metadata/1-1-1a/
Filemask translations/*/1-4-1.po
Translation file translations/ru/1-4-1.po
User avatar Goncharov

Translation changed

SDG Metadata / 1-4-1Russian

<h1>Data availability</h1>
<p>Data for a large set of sub-indicators such as water and sanitation, energy, information are readily available and already included in different international household survey framework. Refinement of definitions of different types of basic services and inclusion of the newly developed survey items in the existing household survey was completed. Data compilation has shown that already more than 100 countries have data at the national level.</p>
<h2>Time series:</h2>
<p>Information is currently not available.</p>
<h2>Disaggregation:</h2>
<p>Data for this indicator can be disaggregated at the city and town levels. </p>
<ul>
<li>Disaggregation by urban /rural </li>
<li>Disaggregation by gender </li>
<li>Disaggregation by age</li>
<li>Disaggregation by formal/informal settlements</li>
</ul>
<h1> Доступность данных </h1>
<p> Данные для большого набора субпоказателей, таких как водоснабжение и санитария, энергия, информация легко доступны и уже включены в структуры различных международных обследований домашних хозяйств. Завершено уточнение определений различных типов базовых услуг и включение недавно разработанных элементов обследования в существующее обследование домашних хозяйств. Составление данных показало, что уже более 100 стран имеют данные на национальном уровне.</p>
<h2> Временнойые ряды: </h2>
<p> В настоящее время информация недоступна. </p>
<h2> Дезагрегирование: </h2>
<p> Данные по этому индикатору могут быть дезагрегированы на уровне городов и поселков. </p>
<ul>
<li> Дезагрегирование по городам / сельской местности </li>
<li> Дезагрегирование по полу </li>
<li> Дезагрегирование по возрасту </li>
<li> Дезагрегирование по формальным / неформальным поселениям </li>
</ul>
5 days ago
User avatar Goncharov

Translation changed

SDG Metadata / 1-4-1Russian

<h2>Methods and guidance available to countries for the compilation of the data at the national level:</h2>
<p>Information is currently not available.</p>
<h2> Доступные странам методы и руководства для сбораоставления данных на национальном уровне: </h2>
<p> В настоящее время информация недоступна.</p>
5 days ago
User avatar Goncharov

Translation changed

SDG Metadata / 1-4-1Russian

<h1>Methodology</h1>
<h2>Computation method:</h2>
<p>There are two computation stages that we have applied depending on the level at which data is collected. Step 1 is getting proportion of population that have access to ALL the basic services mentioned above from primary data sources such as household surveys and census. </p>
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"></p>
<p> Example: </p>
<table>
<tbody>
<tr>
<td></td>
<td>
<p><strong>HH 1</strong></p>
</td>
<td>
<p><strong>HH 2</strong></p>
</td>
<td>
<p><strong>HH 3</strong></p>
</td>
<td>
<p><strong>HH 4</strong></p>
</td>
<td>
<p><strong>HH5</strong></p>
</td>
</tr>
<tr>
<td>
<p>HH size</p>
</td>
<td>
<p>4</p>
</td>
<td>
<p>7</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>6</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>Drinking water service</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Sanitation service</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Hygiene facilities</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Electricity</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Clean fuels</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Mobility</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Waste collection</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
</tr>
<tr>
<td>
<p>Health care</p>
</td>
<td>
<p>4</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>Education</p>
</td>
<td>
<p>2</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>2</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>Broadband internet</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>No</p>
</td>
</tr>
<tr>
<td>
<p>Total population with access to ALL BS</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>0</p>
</td>
</tr>
</tbody>
</table>
<p>Proportion of population with access to (all) basic services = 5/(4+7+5+6+3) x 100 = 20%</p>
<p>This step is essential when countries have primary data at the household levels for all the types of basic services. This is then followed by computations of metrics for other components that are not measured at the household level such as access to health, education, transport, etc. For example, access to mobility for households is measured through GIS data rather than household survey. Individual components of access to basic services are computed first, followed by an aggregation of the components with no weights. From pilots, having an aggregated value showing access to ALL the basic services works as the best measure to inform policies of regions where the most deprivations are prevalent, but is not actionable. Instead, it&#x2019;s the individual component measures that point rightly to areas of improvements or investments. </p>
<h2>Data presentation:</h2>
<p>Data for this component-based indicator is now modelled and presented or visualized as a spider web of the achievement of access to different basic services in a country through plotting the various components of the indicator which also doubles as other SDG indicators. In this way policy makers can be informed of most needed intervention areas. This data presentation methodology does not necessarily have a single aggregated value against &#x2018;proportion of population with access to basic services&#x2019;. The figure below is an example of the outcomes. </p>
<p><img 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"></p>
<h1>Методология</h1>
<h2>Метод вычисленийрасчета:</h2>
<p>Мы применили два этапа вычисленийрасчета в зависимости от уровня сбора данных. Шаг 1 - расчет доли населения, имеющего доступ ко ВСЕМ базовым услугам, упомянутым выше, из первичных источников данных, таких как обследования домашних хозяйств и переписи населения. </p>
<p><img 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"></p>
<p> ExampleПример: </p>
<table>
<tbody>
<tr>
<td></td>
<td>
<p><strong>HHДомохозяйство 1</strong></p>
</td>
<td>
<p><strong>HH Домохозяйство2</strong></p>
</td>
<td>
<p><strong>HHДомохозяйство 3</strong></p>
</td>
<td>
<p><strong>HHДомохозяйство 4</strong></p>
</td>
<td>
<p><strong>HHДомохозяйство 5</strong></p>
</td>
</tr>
<tr>
<td>
<p>HH sizeРазмер домохозяйства</p>
</td>
<td>
<p>4</p>
</td>
<td>
<p>7</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>6</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>Drinking water serviceУслуги водоснабжения</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>Sanitation serviceУслуги санитарии</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>Hygiene facilitiesГигиенические средства</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>ElectricityЭлектроэнергия</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>Clean fuelsЧистое топливо</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>No<Нет/p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>MobilityМобильность</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>Waste collectionСбор мусора</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
</tr>
<tr>
<td>
<p>Health careЗдравоохранение</p>
</td>
<td>
<p>4</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>EducationОбразование</p>
</td>
<td>
<p>2</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>2</p>
</td>
<td>
<p>3</p>
</td>
<td>
<p>3</p>
</td>
</tr>
<tr>
<td>
<p>Broadband internetШирокополосный Интернет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>YesДа</p>
</td>
<td>
<p>NoНет</p>
</td>
</tr>
<tr>
<td>
<p>Total population with access to ALL BSОбщее население с доступом ко ВСЕМ базовым услугам</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>5</p>
</td>
<td>
<p>0</p>
</td>
<td>
<p>0</p>
</td>
</tr>
</tbody>
</table>
<p>Доля населения с доступом ко (всем) базовым услугам = 5/(4+7+5+6+3) x 100 = 20%</p>
<p>Этот шаг необходим, когда у стран имеются первичные данные на уровне домохозяйств по всем типам базовых услуг. Затем следует расчет показателей для других компонентов, которые не оцениваются на уровне домохозяйства, таких как доступ к здравоохранению, образованию, транспорту и т. д. Например, доступ к мобильности для домохозяйств оценивается с помощью данных ГИС, а не обследований домохозяйств. Сначала вычисляются отдельные компоненты доступа к базовым услугам, а затем выполняется агрегирование компонентов без весов. Согласно пилотным проектам, наличие агрегированного значения, показывающего доступ ко ВСЕМ оснбазовным услугам, работает как лучший способ доведения информации до составителей программ развития регионов, где преобладает обездоленность, но он не имеет большогой практического значенияй пользы. Напротив, именно значения отдельных компонентов правильно указывают на области, где необходимы улучшения или инвестиции. </p>
<h2>Представление данных:</h2>
<p>Данные для этого показателя, основанного на компонентах, затем формируются и представляются или визуализируются в виде паутины достижений доступа к различным базовым услугам в стране посредством построения различных компонентов показателя, который также дублируется в других показателях ЦУР. Таким образом, люди, вырабатывающие политические решения, могут получить информацию об областях, где наиболее всего необходимо принимать надлежащие меры. Эта методология представления данных не обязательно имеет единственное агрегированное значение для & # x2018; доли населения, имеющего доступ к базовым услугам & # x2019 ;. На приведенном ниже рисунке показан пример полученных результатов. </p>
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<h2>Rationale:</h2>
<p>Poverty has many dimensions. It is not only a lack of material well-being but also a lack of opportunities to live a tolerable life. The international extreme poverty line was updated in 2015 to 1.90 USD per day using 2011 purchasing power parity (WB 2015). Living under the extreme poverty line often encompasses deprivations of safe drinking water, proper sanitation, access to modern energy, sustainable mobility to economic resources, information technology, healthcare, education, etc. Poverty is also a manifestation of hunger and malnutrition, limited access to education and other basic services, social discrimination and exclusion as well as the lack of participation in decision-making. In other words, poverty is multidimensional and covers many aspects of life ranging from access to opportunities, livelihoods and means of survival. </p>
<p>Among the different aspects of poverty, this indicator focuses on &#x2018;access to basic services&#x2019;. Providing access to basic services such as safe drinking water, sanitation facilities, sustainable energy and mobility, housing, education, healthcare etc, helps to improve the quality of life of the poor. The lack of basic services provision and the lack of empowerment and involvement of local governments in basic service delivery undermine the economic growth and quality of life in any community. Adequate basic service delivery systems promote socio-economic improvements and help to achieve economic growth, social inclusion, poverty reduction and equality. More specifically, improved basic services can help to raise well-being and productivity of communities, create jobs, save time and human effort in transporting water, support food security, better use of energy, production of essential commodities, improve health (by making medical care, clean water or solid waste collection available) or enhance the level of education. </p>
<p>In the Quito implementation plan for the New Urban Agenda adopted in Habitat III conference, member states commit to &#x201C;promoting equitable and affordable access to sustainable basic physical and social infrastructure for all, without discrimination, including affordable serviced land, housing, modern and renewable energy, safe drinking water and sanitation, safe, nutritious and adequate food, waste disposal, sustainable mobility, health care and family planning, education, culture, and information and communications technologies&#x201D; . They further commit to &#x201C;ensuring that these services are responsive to the rights and needs of women, children and youth, older persons and persons with disabilities, migrants, indigenous peoples and local communities, as appropriate, and to those of others in vulnerable situations&#x201D;.</p>
<p>Basic service delivery must move towards a demand-driven approach, which is appropriate for the local needs &#x2013; and hence able to respond to the concept of &#x201C;Access for all&#x201D; &#x2013; as stated in the NUA. Basic services are fundamental to improving living standards. Governments have the responsibility for their provision. This indicator will measure levels of accessibility to basic services and guide the efforts of governments for provision of equitable basic services for all to eradicate poverty.</p>
<h2>Обоснование:</h2>
<p>У бедности много аспектов. Это не только недостаточное материальное благосостояние, но и отсутствие возможности жить сносной жизнью. В 2015 году международная черта крайней бедности была установлена на уровне 1,90 доллара США в день с использованием паритета покупательной способности 2011 года (ВБ 2015). Жизнь за чертой крайней бедности часто означает отсутствие доступа к безопасной питьевой воде, надлежащей санитарии, современным источникам энергии, устойчивого мобильного доступа к экономическим ресурсам, информационным технологиям, здравоохранению, образованию и т. д. Бедность также является проявлением голода и недоедания, ограниченного доступа к образованию и другим базовым услугам, социальной дискриминации и изоляции, а также недостаточного участия в процессе принятия решений. Другими словами, бедность многомерна и охватывает многие аспекты жизни, начиная от доступа к возможностям, средствам существования и выживания.</p>
<p>Среди различных аспектов бедности этот показатель фокусируется на доступе к основным услугам. Предоставление доступа к основным услугам, таким как безопасная питьевая вода, средства санитарии, устойчивое энергоснабжение и мобильность, жилье, образование, здравоохранение и т. д. помогает улучшить качество жизни бедных. Отсутствие предоставления доступа к базовым услугам и отсутствие полномочий и недостаточное участияе местных органов власти в предоставлении базовых услуг подрывают экономический рост и качество жизни в любом сообществе. Адекватные системы предоставления базовых услуг способствуют социально-экономическим улучшениям и помогают достичь экономического роста, социальной интеграции, сокращения бедности и установления равенства. В частности, улучшенные базовые услуги могут помочь повысить благосостояние и продуктивность местного населения, создать рабочие места, сэкономить время и человеческие усилия при доставке воды, поддержать продовольственную безопасность, улучшить использование энергии, обеспечить производство товаров первой необходимости, улучшить здоровье (за счет организации медицинской помощи, доступа к чистой воде или сбора твердых отходов) или повысить уровень образования.</p>
<p>В Плане Кито по реализации Новой программы развития городов, принятом на конференции Хабитат III, государства-члены обязуются содействовать равноправному и приемлемому по цене доступу к устойчивой базовой материальной и социальной инфраструктуре для всех без дискриминации, включая приемлемую по цене обслуживания землю, жилье, современные и возобновляемые источники энергии, безопасную питьевую воду и санитарию, безопасное, сытное и достаточное питание, удаление отходов, устойчивую мобильность, здравоохранение и планирование семьи, образование, культуру и информационные и коммуникационные технологии. Они также обязуются обеспечигарантировать, чтобы эти услуги обеспечивали права и потребности женщин, детей и молодежи, пожилых людей и лиц с ограниченными возможностями, мигрантов, коренных народов и местных сообществ, сообразно обстоятельствам, а также другим лицам, находящимся в уязвимом положении.</p>
<p>При предоставлении базовых услуг необходимо перейти к подходу, основанному на спросе, который соответствует местным потребностям и, следовательно, может соответствовать понятию Доступ для всех как указано в Новой программе развития городов. Базовые услуги имеют основополагающее значение для повышения уровня жизни. Правительства несут ответственность за их предоставление. Этот показатель будет оценивать уровни доступности основных услуг и направлять усилия правительств на предоставление справедливых базовых услуг для всех в целях искоренения бедности.</p>
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<h1>Data compilers</h1>
<p>National statistical agencies and city management teams lead the compilation and reporting at a national level. Global and regional reporting is led by UN-Habitat. The collection of the data is supported by collaborative efforts of several international institutions (UN-Habitat, UNEP, The World Bank, AfDB, IDB, EBRD and ADB) and bilateral donors (JICA, GDZ, etc.).</p>
<h1>Составители данных</h1>
<p>Национальные статистические агентства и группы городского управления проводят составление данных и представляют отчетность на национальном уровне. Глобальную и региональную отчетность ведет ООН-Хабитат. Сбор данных поддерживается совместными усилиями нескольких международных организаций (ООН-Хабитат, ЮНЕП (Программа ООН по окружающей среде), Всемирный банк, АфБР (Африканский банк развития), МАБР (Межамериканский банк развития), ЕБРР (Европейский банк реконструкции и развития) и АфБР (Африканский банк развития) и двусторонних доноров (JICA - Японское агентство по международному сотрудничеству , GDZ - Центр оцифровки Геттингена) и т. д.).</p>
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<h1>Concepts and definitions</h1>
<h2><strong>Concepts and definitions</strong>:</h2>
<p>The following key concepts were defined to support the indicator in the context of poverty eradication. </p>
<p><strong><em>Basic Services</em></strong> refer to public service provision systems that meet human basic needs including drinking water, sanitation and hygiene, energy, mobility, waste collection, health care, education and information technologies.</p>
<p><strong><em>Access to basic services</em></strong> implies that sufficient and affordable service is reliably available with adequate quality.</p>
<p><strong><em>Access to basic drinking water services</em></strong><em> </em>refers to drinking water from an improved source is available with collection time not more than 30 minutes for a round trip, including queuing. Improved sources include; piped water, boreholes or tube wells, protected dug wells, protected springs, and packaged or delivered water. This definition is based on SDG indicator 6.1.</p>
<p><strong><em>Access to basic sanitation services</em></strong> refers to the use of improved facilities that are not shared with other households. Improved facilities include flush/pour flush to piped sewer systems, septic tanks or pit latrines; ventilated improved pit latrines, composting toilets or pit latrines with slabs. This definition is based on SDG 6.2.</p>
<p><strong><em>Access to basic hygiene facilities</em></strong> refers to availability of a handwashing facility on premises with soap and water. Handwashing facilities may be fixed or mobile and include a sink with tap water, buckets with taps, tippy-taps, and jugs or basins designated for handwashing. Soap includes bar soap, liquid soap, powder detergent, and soapy water but does not include ash, soil, sand or other handwashing agents. This definition is based on SDG 6.2.</p>
<p><strong><em>Access to basic mobility</em> </strong>refers to having access to all-weather-roads in a rural context (SDG 9.1.1) or having access to public transport in an urban context (SDG 11.2.1). The computation of &#x201C;Access to Basic Mobility&#x201D; shall therefore be a combination of the above. </p>
<h2>Rural context:</h2>
<p>To synergize with SDG indicator 9.1.1 &#x201C;Proportion of the rural population who live within 2&#xA0;km of an all-season road&#x201D;, it was suggested to use the Rural Access Index (RAI)<sup><sup><a href="#footnote-1" id="footnote-ref-1">[1]</a></sup></sup> that measures the percentage of the population &lt;2km from an all-season road (equivalent to a walk of 20-25 mins).<sup><sup><a href="#footnote-2" id="footnote-ref-2">[2]</a></sup> </sup></p>
<p>To eradicate poverty, communities need to be connected to socio-economic opportunities by roads that are passable all season and attract reliable and affordable public transport services. In many areas, safe footpaths, footbridges and waterways may be required in conjunction with, or as an alternative, to roads. For reasons of simplification, specific emphasis was given to roads in this definition (based on the Rural Access Index - RAI)<sup><sup><a href="#footnote-3" id="footnote-ref-3">[3]</a></sup></sup> since road transport reflects accessibility for the great majority of people in rural contexts. In those situations where another mode, such as water transport is dominant the definition will be modified and contextualized to reflect and capture those aspects. </p>
<p>Access to mobility has shown some of the largest impacts on poverty reduction and has a strong correlation to educational, economic and health outcomes (&#x201C;transport as an enabler&#x201D;). </p>
<p>The existing RAI methodology relies on household level survey data &#x2013; however, is currently being revised into a GIS-based index that exploits advances in digital technology with the aim to&#xA0;create a more accurate and cost-effective tool. </p>
<p>As a basic underlying assumption, it is understood that women and men equally benefit from access to all-weather roads. </p>
<h2>Urban context:</h2>
<p>The urban context of access to transport is measured utilizing the methodology of SDG 11.2.1 &#x2013;the proportion of the population that has convenient access to public transport by sex, age and persons with disabilities&#x201D;. </p>
<p>The metadata methodology is available (UN-Habitat being the custodian agency) and uses a combination of spatial and qualitative analysis. A 500 m buffer around each public transport stop is used and overlaid with socio-demographic data &#x2013; in order to identify the population served. We know that measuring spatial access is not sufficient and does not address the temporal dimension associated with the availability of public transport. Complementary to the above, other parameters of tracking the transport target related to street density/ no. of intersections, affordability, or quality in terms of safety, travel time, universal access, are all tracked. </p>
<p><strong><em>Access to basic waste collection services</em> </strong>refers to the access that the population have to a reliable waste collection service, including both formal municipal and informal sector services. A &#x2018;collection service&#x2019; may be &#x2018;door to door&#x2019; or by deposit into a community container. &#x2018;Collection&#x2019; includes collection for recycling as well as for treatment and disposal (so includes e.g. collection of recyclables by itinerant waste buyers). &#x2018;Reliable&#x2019; means regular - frequency will depend on local conditions and on any pre-separation of the waste. For example, both mixed waste and organic waste are often collected daily in tropical climates for public health reasons, and generally at least weekly; source-separated dry recyclables may be collected less frequently.</p>
<p><strong><em>Access to basic health care services</em></strong> refers to access to services that cover in and out-of-area emergency services, inpatient hospital and physician care, outpatient medical services, laboratory and radiology services, and preventive health services. Basic health care services also extend to access to limited treatment of mental illness and substance abuse in accordance with minimum standards prescribed by local and national ministries of health.</p>
<p><strong><em>Access to basic education</em></strong> refers to access to education services that provides all learners with capabilities they require to become economically productive, develop sustainable livelihoods, contribute to peaceful and democratic societies and enhance individual well-being. For this indicator we examine access to education services in the school going age of 5 &#x2013; 21 years of pupils. </p>
<p>The right to education is a multi-faceted right that has at least two dimensions that need to be fulfilled: </p>
<p>(a) quantitative (for everyone), and</p>
<p>(b) qualitative (right to what education, for how long, provided by whom and for whom and also leading to full development of the human personality fundamental to the fulfilment of other rights, freedom and maintenance of peace. </p>
<p>Article 26 of the Universal Declaration of Human rights (1948) note that: <em>Everyone has the right to education. Education shall be free, at least in the elementary and fundamental stages. Elementary education shall be compulsory. Technical and professional education shall be made generally available and higher education shall be equally accessible to all on the basis of merit.</em></p>
<p><strong><em>Access to basic information services</em></strong> refers to having a broadband internet access. Broadband is defined as technologies that deliver advertised download speeds of at least 256 kbit/s. The main types of broadband services are: 1) Fixed (wired) broadband network, such as DSL, cable modem, high speed leased lines, fibre to- the-home/building, powerline and other fixed (wired) broadband; 2) Terrestrial fixed (wireless) broadband network, such as WiMAX, fixed CDMA; 3) Satellite broadband network (via a satellite connection); 4) Mobile broadband network (at least 3G, e.g. UMTS) via a handset and 5) Mobile broadband network (at least 3G, e.g. UMTS) via a card (e.g. integrated SIM card in a computer) or USB modem.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-1">1</sup><p> <a href="http://www.worldbank.org/en/topic/transport/brief/connections-note-23">http://www.worldbank.org/en/topic/transport/brief/connections-note-23</a> <a href="#footnote-ref-1">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-2">2</sup><p> <a href="https://www.ssatp.org/sites/ssatp/files/publications/HTML/Gender-RG/Source%20documents/Tool%20Kits%20&amp;%20Guides/Monitoring%20and%20Evaluation/TLM&amp;E7%20Access%20Index%20TRB%2006.pdf">https://www.ssatp.org/sites/ssatp/files/publications/HTML/Gender-RG/Source documents/Tool Kits &amp; Guides/Monitoring and Evaluation/TLM&amp;E7 Access Index TRB 06.pdf</a> <a href="#footnote-ref-2">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-3">3</sup><p> <a href="http://www.worldbank.org/en/topic/transport/brief/connections-note-23">http://www.worldbank.org/en/topic/transport/brief/connections-note-23</a> <a href="#footnote-ref-3">&#x2191;</a></p></div></div>
<h1> Понятия и определения</h1>
<h2> <strong> Понятия и определения:</strong></h2>
<p> Для поддержки этого показателя в увязке с искоренением бедности были установлены следующие ключевые понятия. </p>
<p> <strong> <em> Основные услуги </em> </strong> относятся к системам предоставления государственных услуг, которые удовлетворяют основные потребности человека, включая питьевую воду, санитарию и гигиену, энергию, мобильность, сбор отходов, здравоохранение, образование и информационные технологии. </p>
<p> <strong> <em> Доступ к базовым услугам </em> </strong> подразумевает, что постоянно имеется достаточное количество доступных по цене услуг, обладающих надлежащим качеством. </p>
<p> <strong> <em> Доступ к основным услугам по питьевой водые </em> </strong> <em> </em> относится к питьевой воде из улучшенного источника, при этом время, необходимое для того, чтобы достичь источника и вернуться назад, не должно превышать 30 минут, включая ожидание в очереди. Улучшенные источники включают: водопроводную воду, скважины или трубчатые колодцы, защищенные выкопанные колодцы, защищенные родники, а также расфасованную или доставленняемую воду. Это определение основано на показателе ЦУР 6.1. </p>
<p> <strong> <em>Доступ к основным санитарным услугам </em> </strong> относится к использованию улучшенных средств, которые не находятся в совместном владении с другими домохозяйствами. Улучшенные средства включают смыв / промывку канализационных систем, септиков или туалетов с выгребной ямой; улучшенные вентилируемые туалеты с выгребной ямой, компостные туалеты или уборные ямы с плитами. Это определение основано на показателе ЦУР 6.2. </p>
<p> <strong> <em> Доступ к основным средствам гигиены </em> </strong> означает наличие в помещении средства для мытья рук с мылом и водой. Устройства для мытья рук могут быть стационарными или передвижными и включать раковину с водопроводной водой, ведра с кранами, водопроводные краны и кувшины или раковины, предназначенные для мытья рук. Мыло включает кусковое мыло, жидкое мыло, порошковое моющее средство и мыльную воду, но не включает золу, землю, песок или другие средства для мытья рук. Это определение основано на показателе ЦУР 6.2.</p>
<p> <strong> <em> Доступ к базовой мобильности </em> </strong> означает доступ к круглогодичным дорогам в сельской местности (ЦУР 9.1.1) или доступ к общественному транспорту в городских условиях (ЦУР 11.2.1). Расчет & # x201C; доступа к базовой мобильности & # x201D; следовательно, будет комбинацией вышеперечисленных факторов. </p>
<h2> Сельский контекст:</h2>
<p> Для синергизма с показателем 9.1.1 ЦУР & # x201C; Доля сельского населения, проживающего в пределах 2 км от круглогодичной дороги & # x201D;, было предложено использовать Ииндекс доступа в сельской местности (RAI) <sup> <sup> <a href="#footnote-1" id="footnote-ref-1"> [1] </a> </sup> </sup>, оценивающий долю населения, проживающего на расстоянии & lt; 2 км от круглогодичной дороги (эквивалент 20-25 минут ходьбы). <sup> <sup> <a href="#footnote-2" id="footnote-ref-2"> [2] </a> < / sup> </sup> </p>
<p> Чтобы искоренить бедность, местное население должно быть связано с социально-экономической инфраструктурой круглогодично эксплуатируемыми дорогами, по которым постоянно курсирует надежный и доступный общественный транспорт. Во многих районах может возникнуть потребность в безопасных пешеходных дорожках, пешеходных мостах и водных путях в сочетании с дорогами или в качестве их альтернативы. В целях упрощения в этом определении особое внимание уделялось дорогам (основываясь на Ииндексе доступа в сельской местности - RAI) <sup> <sup> <a href="#footnote-3" id="footnote-ref-3"> [3] </a> </sup> </sup>, поскольку автомобильный транспорт является отражениесинонимом доступности для подавляющего большинства жителей сельской местности. В тех ситуациях, когда доминирует другой вид транспорта, например водный, определение будет изменено и увязано с контекстом, чтобы отразить и уловить эти нюансы. </p>
<p> Доступ к мобильности оказывается одним из самых значительных факторов воздействий на сокращение бедности и демонстрирует прочную взаимосвязь с конечными результатами достижений в области образования, экономики и здравоохранения ("транспорт как средство обеспечения"). </p>
<p> Существующая методология RAI основана на данных обследований на уровне домохозяйств & # x2013; однако в настоящее время она пересматривается с целью разработки индекса на основе ГИС, который будет использовать достижения цифровых технологий для создания более точного и экономически эффективного инструмента. </p>
<p> В качестве основного базового предположения подразумевается, что женщины и мужчины в равной степени выигрывают от доступа к круглогодично эксплуатируемым дорогам. </p>
<h2> Городской контекст:
<p> Доступ к транспорту с точки зрения городского контекста оценивается с использованием методологии ЦУР 11.2.1 - "доля населения, имеющего удобный доступ к общественному транспорту, в разбивке по полу, возрасту и признаку инвалидности". </p>
<p> Имеется в наличии методология метаданных (ООН-Хабитат является хранителем), использующая сочетание пространственного и качественного анализа. Вокруг каждой остановки общественного транспорта создается 500-метровая буферная зона, на которую накладываются социально-демографические данные с целью определения обслуживаемого населения. Мы знаем, что оценка пространственного доступа является недостаточной и не решает временные аспекты, связанные с наличием общественного транспорта. В дополнение к вышесказанному следует отметить, что отслеживаются все другие параметры сопровождения транспортной цели, связанные с загруженностью уличной сети / количеством перекрестков, доступностью или качеством с точки зрения безопасности, времени в пути, универсальности доступа. </p>
<p><strong><em>Access to basic waste collection servicesДоступ к основным услугам по сбору мусора </em> </strong>refers to the access that the population have to a reliable waste collection service, including both formal municipal and informal sector services. A &#x2018;collection service&#x2019; may be &#x2018;door to door&#x2019; or by deposit into a community container. &#x2018;Collection&#x2019; includes collection for recycling as well as for treatment and disposal (so includes e.g. collection of recyclables by itinerant waste buyers означает доступ населения к надежным услугам по сбору мусора, включая как формальные услуги муниципального, так и неформального сектора. & # x2018; Услуга сбора & # x2019; может быть & # x2018; поквартирной & # x2019; или путем помещения мусора в общественный контейнер. & # x2018; Сбор & # x2019; включает сбор мусора для переработки, а также для обработки и утилизации (включая, например, сбор вторсырья передвижными сборщиками отходов). &# # x2018;Reliable&#x2019; means regular - frequency will depend on local conditions and on any pre-separation of the waste. For example, both mixed waste and organic waste are often collected daily in tropical climates for public health reasons, and generally at least weekly; source-separated dry recyclables may be collected less frequently Надежный & # x2019; означает регулярный - частота будет зависеть от местных условий и от применения метода предварительного разделения отходов. Например, как смешанные отходы, так и органические отходы в тропическом климате часто собираются ежедневно по соображениям общественного здравоохранения и, как правило, по крайней мере, еженедельно; сухие пригодные для повторного использования материалы с раздельным сбором могут собираться реже.</p>
<p><strong><em>Доступ к базовым медицинским услугам </em> </strong> означает доступ к услугам, которые охватывают экстренные услуги внутри и за пределами зоны обслуживания, стационарную помощь в больницах и врачебную помощь, амбулаторные медицинские услуги, лабораторные и радиологические услуги, а также профилактические медицинские услуги. Базовые медицинские услуги также включают доступ к ограниченному лечению психических заболеваний и токсикомании в соответствии с минимальными стандартами, установленными местными и национальными министерствами здравоохранения..</p>
<p><strong><em>Доступ к базовому образованию </em> </strong> означает доступ к образовательным услугам, который предоставляет всем учащимся возможности, необходимые для того, чтобы стать экономически продуктивными, обеспечить устойчивые средства к существованию, внести вклад в существование мирного и демократического общества и повысить индивидуальное благосостояние. Для этого показателя мы исследуем доступ к образовательным услугам для учащихся в возрасте от 5 лет до 21 года.</p>
<p>Право на образование - это многогранное право, имеющее как минимум два аспекта, которые необходимо реализовать: </p>
<p> (а) количественный (для всех) и </p>
<p> (b) качественный (право на какое образование, на какой срок, предоставляемое кем и для кого, а также ведущее к полному развитию человеческой личности, имеющему фундаментальное значение для осуществления других прав, свободы и поддержания мира. </p>
<p>В статье 26 Всеобщей декларации прав человека (1948 г.) отмечается, что: <em>Каждый человек имеет право на образование. Образование должно быть бесплатным по меньшей мере в том, что касается начального и общего образования. Начальное образование должно быть обязательным. Техническое и профессиональное образование должно быть общедоступным, и высшее образование должно быть одинаково доступным для всех на основе способностей каждого.</em></p>
<p><strong><em>Доступ к основным информационным услугам </em> </strong> означает наличие услуг широкополосного доступа в Интернет. Широкополосная связь определяется как технологии, которые обеспечивают заявленную скорость загрузки не менее 256 кбит / с. Основными типами услуг широкополосного доступа являются: 1) фиксированная (проводная) широкополосная сеть, такая как DSL, кабельный модем, высокоскоростные выделенные линии, оптоволоконная линия до дома / здания, линии электропередач и другой фиксированный (проводной) широкополосный доступ; 2) Нназемные фиксированные (беспроводные) широкополосные сети, такие как WiMAX, фиксированный CDMA; 3) Сспутниковая широкополосная сеть (через спутниковую связь); 4) Ммобильная широкополосная сеть (как минимум 3G, например, UMTS) через телефонную трубку и 5) Ммобильная широкополосная сеть (как минимум 3G, например, UMTS) черезс помощью картуы (например, встроеннуюой SIM-картуы в компьютер) или USB-модем.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-1">1</sup><p><a href="http://www.worldbank.org/en/topic/transport/brief/connections-note-23">http://www.worldbank.org/en/topic/transport/brief/connections-note-23</a><a href="#footnote-ref-1">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-2">2</sup><p><a href="https://www.ssatp.org/sites/ssatp/files/publications/HTML/Gender-RG/Source%20documents/Tool%20Kits%20&amp;%20Guides/Monitoring%20and%20Evaluation/TLM&amp;E7%20Access%20Index%20TRB%2006.pdf">https://www.ssatp.org/sites/ssatp/files/publications/HTML/Gender-RG/Source documents/Tool Kits &amp; Guides/Monitoring and Evaluation/TLM&amp;E7 Access Index TRB 06.pdf</a> <a href="#footnote-ref-2">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-3">3</sup><p><a href="http://www.worldbank.org/en/topic/transport/brief/connections-note-23">http://www.worldbank.org/en/topic/transport/brief/connections-note-23</a><a href="#footnote-ref-3">&#x2191;</a></p></div></div>
5 days ago
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SDG Metadata / 1-4-1Russian

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SDG Metadata / 1-4-1Russian

<h2>Regional aggregates:</h2>
<p>Information is currently not available.</p>
<h2> Региональные агрегаты: </h2>
<p> В настоящее время информация недоступна.</p>
6 days ago
User avatar jenpark9

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SDG Metadata / 1-4-1Russian

<h2>Rationale:</h2>
<p>Poverty has many dimensions. It is not only a lack of material well-being but also a lack of opportunities to live a tolerable life. The international extreme poverty line was updated in 2015 to 1.90 USD per day using 2011 purchasing power parity (WB 2015). Living under the extreme poverty line often encompasses deprivations of safe drinking water, proper sanitation, access to modern energy, sustainable mobility to economic resources, information technology, healthcare, education, etc. Poverty is also a manifestation of hunger and malnutrition, limited access to education and other basic services, social discrimination and exclusion as well as the lack of participation in decision-making. In other words, poverty is multidimensional and covers many aspects of life ranging from access to opportunities, livelihoods and means of survival. </p>
<p>Among the different aspects of poverty, this indicator focuses on &#x2018;access to basic services&#x2019;. Providing access to basic services such as safe drinking water, sanitation facilities, sustainable energy and mobility, housing, education, healthcare etc, helps to improve the quality of life of the poor. The lack of basic services provision and the lack of empowerment and involvement of local governments in basic service delivery undermine the economic growth and quality of life in any community. Adequate basic service delivery systems promote socio-economic improvements and help to achieve economic growth, social inclusion, poverty reduction and equality. More specifically, improved basic services can help to raise well-being and productivity of communities, create jobs, save time and human effort in transporting water, support food security, better use of energy, production of essential commodities, improve health (by making medical care, clean water or solid waste collection available) or enhance the level of education. </p>
<p>In the Quito implementation plan for the New Urban Agenda adopted in Habitat III conference, member states commit to &#x201C;promoting equitable and affordable access to sustainable basic physical and social infrastructure for all, without discrimination, including affordable serviced land, housing, modern and renewable energy, safe drinking water and sanitation, safe, nutritious and adequate food, waste disposal, sustainable mobility, health care and family planning, education, culture, and information and communications technologies&#x201D; . They further commit to &#x201C;ensuring that these services are responsive to the rights and needs of women, children and youth, older persons and persons with disabilities, migrants, indigenous peoples and local communities, as appropriate, and to those of others in vulnerable situations&#x201D;.</p>
<p>Basic service delivery must move towards a demand-driven approach, which is appropriate for the local needs &#x2013; and hence able to respond to the concept of &#x201C;Access for all&#x201D; &#x2013; as stated in the NUA. Basic services are fundamental to improving living standards. Governments have the responsibility for their provision. This indicator will measure levels of accessibility to basic services and guide the efforts of governments for provision of equitable basic services for all to eradicate poverty.</p>
<h2> Обоснование: </h2>
<p> У бедности много аспектов. Это не только недостаточное материальное благосостояние, но и отсутствие возможности жить сносной жизнью. В 2015 году международная черта крайней бедности была установлена на уровне 1,90 доллара США в день с использованием паритета покупательной способности 2011 года (ВБ 2015). Жизнь за чертой крайней бедности часто означает отсутствие доступа к безопасной питьевой воде, надлежащей санитарии, современным источникам энергии, устойчивого мобильного доступа к экономическим ресурсам, информационным технологиям, здравоохранению, образованию и т. д. Бедность также является проявлением голода и недоедания, ограниченного доступа к образованию и другим базовым услугам, социальной дискриминации и изоляции, а также недостаточного участия в процессе принятия решений. Другими словами, бедность многомерна и охватывает многие аспекты жизни, начиная от доступа к возможностям, средствам существования и выживания. </p>
<p> Среди различных аспектов бедности этот показатель фокусируется на & # x2018; доступе к основным услугам & # x2019 ;. Предоставление доступа к основным услугам, таким как безопасная питьевая вода, средства санитарии, устойчивое энергоснабжение и мобильность, жилье, образование, здравоохранение и т. д., помогает улучшить качество жизни бедных. Отсутствие предоставления доступа к базовым услугам и отсутствие полномочий и недостаточное участия местных органов власти в предоставлении базовых услуг подрывают экономический рост и качество жизни в любом сообществе. Адекватные системы предоставления базовых услуг способствуют социально-экономическим улучшениям и помогают достичь экономического роста, социальной интеграции, сокращения бедности и установления равенства. В частности, улучшенные базовые услуги могут помочь повысить благосостояние и продуктивность местного населения, создать рабочие места, сэкономить время и человеческие усилия при доставке воды, поддержать продовольственную безопасность, улучшить использование энергии, производство товаров первой необходимости, улучшить здоровье (за счет организации медицинской помощи, доступа к чистой воде или сбора твердых отходов) или повысить уровень образования. </p>
<p> В Плане Кито по реализации Новой программы развития городов, принятом на конференции Хабитат III, государства-члены обязуются содействовать равноправному и приемлемому по цене доступу к устойчивой базовой материальной и социальной инфраструктуре для всех без дискриминации, включая приемлемую по цене обслуживания землю, жилье, современные и возобновляемые источники энергии, безопасную питьевую воду и санитарию, безопасное, сытное и достаточное питание, удаление отходов, устойчивую мобильность, здравоохранение и планирование семьи, образование, культуру и информационные и коммуникационные технологии & # x201D; . Они также обязуются & # x201C; обеспечить, чтобы эти услуги обеспечивали права и потребности женщин, детей и молодежи, пожилых людей и лиц с ограниченными возможностями, мигрантов, коренных народов и местных сообществ, сообразно обстоятельствам, а также другим лицам, находящимся в уязвимом положении &#x201D;. .</p>
<p> При предоставлении базовых услуг необходимо перейти к подходу, основанному на спросе, который соответствует местным потребностям & # x2013; и, следовательно, может соответствовать понятию & # x201C; Доступ для всех & # x201D; & # x2013; как указано в Новой программе развития городов. Базовые услуги имеют основополагающее значение для повышения уровня жизни. Правительства несут ответственность за их предоставление. Этот показатель будет оценивать уровни доступности основных услуг и направлять усилия правительств на предоставление справедливых базовых услуг для всех в целях искоренения бедности. </p>
6 days ago
User avatar jenpark9

Translation changed

SDG Metadata / 1-4-1Russian

<h1>Data compilers</h1>
<p>National statistical agencies and city management teams lead the compilation and reporting at a national level. Global and regional reporting is led by UN-Habitat. The collection of the data is supported by collaborative efforts of several international institutions (UN-Habitat, UNEP, The World Bank, AfDB, IDB, EBRD and ADB) and bilateral donors (JICA, GDZ, etc.).</p>
<h1> Составители данных </h1>
<p> Национальные статистические агентства и группы городского управления проводят составление данных и представляют отчетность на национальном уровне. Глобальную и региональную отчетность ведет ООН-Хабитат. Сбор данных поддерживается совместными усилиями нескольких международных организаций (ООН-Хабитат, ЮНЕП (Программа ООН по окружающей среде), Всемирный банк, АфБР (Африканский банк развития), МАБР (Межамериканский банк развития), ЕБРР (Европейский банк реконструкции и развития) и АфБР (Африканский банк развития) и двусторонних доноров (JICA - Японское агентство по международному сотрудничеству , GDZ - Центр оцифровки Геттингена) и т. д.). </p>
6 days ago
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