Unit Instance – Django REST framework

Units API.

See the Weblate's Web API documentation for detailed description of the API.

GET /api/units/29680576/?format=api

HTTP 200 OK
Allow: GET, PUT, PATCH, DELETE, HEAD, OPTIONS
Content-Type: application/json
Vary: Accept

{
    "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/12-4-1/ru/?format=api",
    "source": [
        "<p>In the following methodology, reporting is to take place in 2017 for the period 2010-2014, in 2020 for the period 2015-2019, in 2025 for the period 2020-2024 and in 2030 for the period 2025-2029. Reporting parameters include the following: </p>\n<p>The Country Score depends on the amount of information that is sent to the Conventions&#x2019; Secretariat, and is calculated as follows (and communicated by the Secretariats):</p>\n<p><strong><u>Basel Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Focal Point and one or more Competent Authorities (1 point);</li>\n  <li>Submission of the annual national reports during the reporting period (1 point per report).</li>\n</ol>\n<p><strong><u>Rotterdam Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Designated National Authority(ies) and Official contact point (1 point);</li>\n  <li>Submission of the import responses during the reporting period (0.2 point per import response).</li>\n</ol>\n<p><strong><u>Stockholm Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Stockholm Convention official contact point and national focal point (1 point);</li>\n  <li>Submission of the national implementation plan (1 point);</li>\n  <li>Submission of the revised national implementation plan(s) addressing the amendments adopted by the Conference of the Parties within the reporting period (1 point per revised and updated plan)<sup><sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[3]</a></sup></sup>;</li>\n</ol>\n<p><strong><u>Montreal Protocol:</u></strong></p>\n<ol>\n  <li>Compliance with annual reporting requirements for production and consumption of controlled substances under Article 7 of the Montreal Protocol (15 points per report);</li>\n  <li>Submission of information on Licensing systems under (Article 4B of) the Montreal Protocol (5 points).</li>\n</ol>\n<p><strong><u>Minamata Convention:</u></strong></p>\n<ol>\n  <li>Designation of a national focal point (Article 17) (5 points);</li>\n  <li>Submission of national report (Article 21) (15 points).</li>\n</ol>\n<p>By completing the table below, countries can calculate their Country Scores for each convention and the total transmission rate.</p>\n<table>\n  <tbody>\n    <tr>\n      <td rowspan=\"2\">\n        <p>#</p>\n      </td>\n      <td rowspan=\"2\">\n        <p>Convention</p>\n      </td>\n      <td rowspan=\"2\">\n        <p>Maxi-mum Points (MP)</p>\n      </td>\n      <td colspan=\"5\">\n        <p>Points per year (p(t))*</p>\n      </td>\n      <td rowspan=\"2\">\n        <p>Country Score per Convention (CS)</p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>1<sup>st</sup> year</p>\n      </td>\n      <td>\n        <p>2<sup>nd</sup> year</p>\n      </td>\n      <td>\n        <p>3<sup>rd</sup> year</p>\n      </td>\n      <td>\n        <p>4<sup>th</sup> year</p>\n      </td>\n      <td>\n        <p>5<sup>th</sup> year</p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>A</p>\n      </td>\n      <td>\n        <p>Basel Convention</p>\n      </td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td>\n        <p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n            <msub>\n              <mrow>\n                <mi>C</mi>\n                <mi>S</mi>\n              </mrow>\n              <mrow>\n                <mi>A</mi>\n              </mrow>\n            </msub>\n            <mo>=</mo>\n            <mi>&amp;nbsp;</mi>\n            <mfrac>\n              <mrow>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>1</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>2</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>3</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>4</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mo>(</mo>\n                <mi>t</mi>\n                <mn>5</mn>\n                <mo>)</mo>\n              </mrow>\n              <mrow>\n                <msub>\n                  <mrow>\n                    <mi>M</mi>\n                    <mi>P</mi>\n                  </mrow>\n                  <mrow>\n                    <mi>A</mi>\n                  </mrow>\n                </msub>\n              </mrow>\n            </mfrac>\n          </math></p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>B</p>\n      </td>\n      <td>\n        <p>Rotterdam Convention</p>\n      </td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td>\n        <p>&#x2026;</p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>C</p>\n      </td>\n      <td>\n        <p>Stockholm Convention</p>\n      </td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td>\n        <p>&#x2026;</p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>D</p>\n      </td>\n      <td>\n        <p>Montreal Protocol</p>\n      </td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td>\n        <p>&#x2026;</p>\n      </td>\n    </tr>\n    <tr>\n      <td>\n        <p>E </p>\n      </td>\n      <td>\n        <p>Minamata Convention</p>\n      </td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td></td>\n      <td>\n        <p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n            <msub>\n              <mrow>\n                <mi>C</mi>\n                <mi>S</mi>\n              </mrow>\n              <mrow>\n                <mi>E</mi>\n              </mrow>\n            </msub>\n            <mo>=</mo>\n            <mi>&amp;nbsp;</mi>\n            <mfrac>\n              <mrow>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>1</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>2</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>3</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mfenced separators=\"|\">\n                  <mrow>\n                    <mi>t</mi>\n                    <mn>4</mn>\n                  </mrow>\n                </mfenced>\n                <mo>+</mo>\n                <mi>p</mi>\n                <mo>(</mo>\n                <mi>t</mi>\n                <mn>5</mn>\n                <mo>)</mo>\n              </mrow>\n              <mrow>\n                <msub>\n                  <mrow>\n                    <mi>M</mi>\n                    <mi>P</mi>\n                  </mrow>\n                  <mrow>\n                    <mi>E</mi>\n                  </mrow>\n                </msub>\n              </mrow>\n            </mfrac>\n          </math></p>\n      </td>\n    </tr>\n  </tbody>\n</table>\n<p>* Points provided once (e.g. for a designation of a national focal point) are cumulative with the first year.</p>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n    <mi>T</mi>\n    <mi>r</mi>\n    <mi>a</mi>\n    <mi>n</mi>\n    <mi>s</mi>\n    <mi>m</mi>\n    <mi>i</mi>\n    <mi>s</mi>\n    <mi>s</mi>\n    <mi>i</mi>\n    <mi>o</mi>\n    <mi>n</mi>\n    <mi>&amp;nbsp;</mi>\n    <mi>R</mi>\n    <mi>a</mi>\n    <mi>t</mi>\n    <mi>e</mi>\n    <mo>=</mo>\n    <mi>&amp;nbsp;</mi>\n    <mfrac>\n      <mrow>\n        <msub>\n          <mrow>\n            <mi>C</mi>\n            <mi>S</mi>\n          </mrow>\n          <mrow>\n            <mi>A</mi>\n          </mrow>\n        </msub>\n        <mo>+</mo>\n        <msub>\n          <mrow>\n            <mi>C</mi>\n            <mi>S</mi>\n          </mrow>\n          <mrow>\n            <mi>B</mi>\n          </mrow>\n        </msub>\n        <mo>+</mo>\n        <msub>\n          <mrow>\n            <mi>C</mi>\n            <mi>S</mi>\n          </mrow>\n          <mrow>\n            <mi>C</mi>\n          </mrow>\n        </msub>\n        <mo>+</mo>\n        <msub>\n          <mrow>\n            <mi>C</mi>\n            <mi>S</mi>\n          </mrow>\n          <mrow>\n            <mi>D</mi>\n          </mrow>\n        </msub>\n        <mo>+</mo>\n        <msub>\n          <mrow>\n            <mi>C</mi>\n            <mi>S</mi>\n          </mrow>\n          <mrow>\n            <mi>E</mi>\n          </mrow>\n        </msub>\n      </mrow>\n      <mrow>\n        <mi>N</mi>\n        <mi>o</mi>\n        <mo>.</mo>\n        <mi>&amp;nbsp;</mi>\n        <mi>o</mi>\n        <mi>f</mi>\n        <mi>&amp;nbsp;</mi>\n        <mi>C</mi>\n        <mi>o</mi>\n        <mi>n</mi>\n        <mi>v</mi>\n        <mi>e</mi>\n        <mi>n</mi>\n        <mi>t</mi>\n        <mi>i</mi>\n        <mi>o</mi>\n        <mi>n</mi>\n        <mi>s</mi>\n      </mrow>\n    </mfrac>\n    <mi>&amp;nbsp;</mi>\n    <mo>&#xD7;</mo>\n    <mn>100</mn>\n    <mi>%</mi>\n    <mo>.</mo>\n  </math></p>\n<p>The final indicator will be a number expressed as percent, where 100% is the maximum degree of compliance with the reporting obligations of the MEAs to which a Country is a Party, and 0% the least degree of compliance with those obligations.</p><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-4\">3</sup><p><u> Applicable to Parties bound by the amendments to the Stockholm Convention. Parties that are not bound by the amendments will by default receive one point for each such amendment.</u> <a href=\"#footnote-ref-4\">&#x2191;</a></p></div></div>"
    ],
    "previous_source": "<p>In the following methodology, reporting is to take place in 2017 for the period 2010-2014, in 2020 for the period 2015-2019, in 2025 for the period 2020-2024 and in 2030 for the period 2025-2029. Reporting parameters include the following: </p>\n<p>The Country Score depends on the amount of information that is sent to the Conventions&#x2019; Secretariat, and is calculated as follows (and communicated by the Secretariats):</p>\n<p><strong><u>Basel Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Focal Point and one or more Competent Authorities (1 point);</li>\n  <li>Submission of the annual national reports during the reporting period (1 point per report).</li>\n</ol>\n<p><strong><u>Rotterdam Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Designated National Authority(-ies) and Official contact point (1 point);</li>\n  <li>Submission of the import responses during the reporting period (0,2 point per import response).</li>\n</ol>\n<p><strong><u>Stockholm Convention:</u></strong></p>\n<ol>\n  <li>Designation of the Stockholm Convention official contact point and national focal point (1 point);</li>\n  <li>Submission of the national implementation plan (1 point);</li>\n  <li>Submission of the revised national implementation plan(s) addressing the amendments adopted by the Conference of the Parties within the reporting period (1 point per revised and updated plan)<sup><sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[3]</a></sup></sup>;</li>\n</ol>\n<p><strong><u>Montreal Protocol:</u></strong></p>\n<ol>\n  <li>Compliance with annual reporting requirements for production and consumption of controlled substances under Article 7 of the Montreal Protocol (15 points per report);</li>\n  <li>Submission of information on Licensing systems under (Article 4B of) the Montreal Protocol (5 points).</li>\n</ol>\n<p><strong><u>Minamata Convention<sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[4]</a></sup>:</u></strong></p>\n<ol>\n  <li>Designation of a national focal point (Article 17) (5 points);</li>\n  <li>Submission of national report (Article 21) (15 points).</li>\n</ol>\n<p><img src=\"data:image/png;base64,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\"></p>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n    <mi>T</mi>\n    <mi>r</mi>\n    <mi>a</mi>\n    <mi>n</mi>\n    <mi>s</mi>\n    <mi>m</mi>\n    <mi>i</mi>\n    <mi>s</mi>\n    <mi>s</mi>\n    <mi>i</mi>\n    <mi>o</mi>\n    <mi>n</mi>\n    <mi>&amp;nbsp;</mi>\n    <mi>R</mi>\n    <mi>a</mi>\n    <mi>t</mi>\n    <mi>e</mi>\n    <mo>=</mo>\n    <mfrac>\n      <mrow>\n        <mfenced separators=\"|\">\n          <mrow>\n            <msub>\n              <mrow>\n                <mi>a</mi>\n              </mrow>\n              <mrow>\n                <mi>c</mi>\n                <mi>s</mi>\n              </mrow>\n            </msub>\n            <mo>+</mo>\n            <msub>\n              <mrow>\n                <mi>b</mi>\n              </mrow>\n              <mrow>\n                <mi>c</mi>\n                <mi>s</mi>\n              </mrow>\n            </msub>\n            <mo>+</mo>\n            <msub>\n              <mrow>\n                <mi>c</mi>\n              </mrow>\n              <mrow>\n                <mi>c</mi>\n                <mi>s</mi>\n              </mrow>\n            </msub>\n            <mo>+</mo>\n            <msub>\n              <mrow>\n                <mi>d</mi>\n              </mrow>\n              <mrow>\n                <mi>c</mi>\n                <mi>s</mi>\n              </mrow>\n            </msub>\n            <mo>+</mo>\n            <msub>\n              <mrow>\n                <mi>e</mi>\n              </mrow>\n              <mrow>\n                <mi>c</mi>\n                <mi>s</mi>\n              </mrow>\n            </msub>\n          </mrow>\n        </mfenced>\n      </mrow>\n      <mrow>\n        <mi>N</mi>\n        <mo>.</mo>\n        <mi>&amp;nbsp;</mi>\n        <mi>o</mi>\n        <mi>f</mi>\n        <mi>&amp;nbsp;</mi>\n        <mi>C</mi>\n        <mi>o</mi>\n        <mi>n</mi>\n        <mi>v</mi>\n        <mi>e</mi>\n        <mi>n</mi>\n        <mi>t</mi>\n        <mi>i</mi>\n        <mi>o</mi>\n        <mi>n</mi>\n        <mi>s</mi>\n      </mrow>\n    </mfrac>\n    <mi>*</mi>\n    <mn>100</mn>\n  </math></p>\n<p>The final indicator will be a number expressed as percent, where 100% is the maximum degree of compliance with the reporting obligations of the MEAs to which a Country is a Party, and 0% the least degree of compliance with those obligations.</p><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-4\">3</sup><p><u> Applicable to Parties bound by the amendments to the Stockholm Convention. Parties that are not bound by the amendments will by default receive one point for each such amendment.</u> <a href=\"#footnote-ref-4\">&#x2191;</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-5\">4</sup><p> <u>Please note that at the moment data is not available for the Minamata Convention. The timing of submission of reporting is not yet decided.</u> Information on the timing of submission of reporting has been included under chapter 2.a. <a href=\"#footnote-ref-5\">&#x2191;</a></p></div></div>",
    "target": [
        "<h1>Методология</h1>\n<h2>Метод расчета:</h2>\n<p>Согласно следующей методике, отчетность должна быть предоставлена в 2017 году за период 2010-2014 годов, в 2020 году за период 2015-2019 годов, в 2025 году за период 2020-2024 годов и в 2030 году за период 2025-2029 годов. Параметры отчетности включают следующее: </p>\n<p>Страновой балл (СБ) зависит от объема информации, представляемой в Секретариат конвенции, и рассчитывается следующим образом (и объявляется секретариатами): </p>\n<p>Басельская конвенция:</p>\n<ol>\n  <li>Назначение координатора и одного или нескольких компетентных органов (1 балл);</li>\n  <li>Представление в течение отчетного периода годовых национальных отчетов (1\nбалл за отчет).</li> </ol>\n<p>Роттердамская конвенция:</p>\n<ol>\n  <li>Назначение уполномоченного национального органа (-ов) и официальных контактных\nлиц (1 балл);</li>\n  <li>Представление в течение отчетного периода ответов, касающихся импорта (0,2\nбалла за ответ, касающийся импорта). </li>  </ol>\n<p>Стокгольмская конвенция:</p>\n<ol>\n  <li>Назначение официальных контактных лиц Стокгольмской конвенции и национального\nкоординатора (1 балл);</li>\n  <li>Представление национального плана реализации (1 балл);</li>\n  <li>Представление в течение отчетного периода пересмотренного национального плана\n(ов) реализации с учетом поправок, принятых Конференцией Сторон (1 балл за каждый пересмотренный и обновленный план). <sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[3]</a></sup></li>\n</ol>\n<p>Монреальский протокол:</p>\n<ol>\n  <li>Соблюдение требований к отчетности о производстве и потреблении озоноразрушающих\nвеществ согласно (статье 7) Монреальского протокола (15 баллов);</li>\n  <li>Представление информации о системах лицензирования согласно (статье 4B) Монреальского\nпротокола (5 баллов).</li> </ol>\n<p> Минаматская конвенция:<sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[4]</a></sup></p>\n<ol>\n  <li>Назначение национального координатора (статья 17) (5 баллов);</li>\n  <li>Представление национального отчета (статья 21) (15 баллов).</li>\n</ol>\n<p><img src=\"data:image/png;base64,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\"></p>\n\n<p><em>Доля соблюдаемых обязательств= ((a<sub>СБ </sub>+ b<sub>СБ </sub> + c<sub>СБ </sub> + d<sub>СБ </sub> + e<sub>СБ </sub>)/Количество конвенций) * 100</em></p>\n\n<p>Конечным показателем будет число, выраженное в процентах, где 100% - максимальная степень соблюдения обязательств по отчетности МЭС, стороной которых является страна, а 0% - наименьшая степень соблюдения этих обязательств.</p><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-3\">3</sup><p><u> </u>Применимо к Сторонам, связанным поправками к Стокгольмской конвенции. Стороны, не связанные поправками, по умолчанию получают по одному баллу за каждую такую поправку. <a href=\"#footnote-ref-3\">&#x2191;</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-4\">4</sup><p> Обратите внимание, что до настоящего времени данные по Минаматской конвенции отсутствуют. Сроки подачи отчетности еще не определены. <a href=\"#footnote-ref-4\">&#x2191;</a></p></div></div>"
    ],
    "id_hash": 1272920411609029010,
    "content_hash": -3460335273947719584,
    "location": "",
    "context": "DATA_COMP",
    "note": "",
    "flags": "",
    "labels": [],
    "state": 10,
    "fuzzy": true,
    "translated": false,
    "approved": false,
    "position": 21,
    "has_suggestion": false,
    "has_comment": false,
    "has_failing_check": true,
    "num_words": 747,
    "source_unit": "https://hosted.weblate.org/api/units/29680196/?format=api",
    "priority": 100,
    "id": 29680576,
    "web_url": "https://hosted.weblate.org/translate/sdg-metadata/12-4-1/ru/?checksum=91aa525ec14cd992",
    "url": "https://hosted.weblate.org/api/units/29680576/?format=api",
    "explanation": "",
    "extra_flags": "",
    "pending": false,
    "timestamp": "2021-03-01T04:37:04.097427+01:00"
}