Changes
Translation components API.
See the Weblate's Web API documentation for detailed description of the API.
GET /api/components/sdg-metadata/11-1-1/changes/?format=api&page=4
{ "count": 370, "next": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/changes/?format=api&page=5", "previous": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/changes/?format=api&page=3", "results": [ { "unit": "https://hosted.weblate.org/api/units/29680559/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778331+01:00", "action": 59, "target": "<h1>Metodología</h1>\n<h2>Método de cálculo:</h2>\n<p>El indicador considera dos componentes que se computan de la siguiente manera:</p>\n<p>1) Porcentaje de personas que viven en hogares de barrios marginales/asentamientos informales (SISH): </p>\n<p><em>= 100 [Número de personas que viven en SISH/población de la ciudad urbana]</em></p>\n<p>2) Porcentaje de personas que viven en hogares con viviendas inadecuadas (IHH):</p>\n<p><em>= 100 [Número de personas que viven en IHH/población de la ciudad urbana]</em></p>\n<p>La unidad de medida para todos estos indicadores será el %. En la actualidad, los datos de este indicador ya se comunican en casi todos los países en desarrollo en lo que se refiere a barrios marginales y asentamientos informales, y en algunos países en lo que se refiere al gasto en vivienda (por vivienda inadecuada). Por lo tanto, el indicador 11.1.1 de los ODS contribuirá a informar sobre un espectro más amplio de condiciones de vivienda inadecuada que afectan a los hogares de todos los países.</p>", "old": "<h1>Metodología</h1>\n<h2>Método de cálculo:</h2>\n<p>El indicador considera dos componentes que se computan de la siguiente manera:</p>\n<p>1) Porcentaje de personas que viven en hogares de barrios marginales/asentamientos informales (SISH): </p>\n<p><em>= 100 [Número de personas que viven en SISH/población de la ciudad urbana]</em></p>\n<p>2) Porcentaje de personas que viven en hogares con viviendas inadecuadas (IHH):</p>\n<p><em>= 100 [Número de personas que viven en IHH/población de la ciudad urbana]</em></p>\n<p>La unidad de medida para todos estos indicadores será el %. En la actualidad, los datos de este indicador ya se comunican en casi todos los países en desarrollo en lo que se refiere a barrios marginales y asentamientos informales, y en algunos países en lo que se refiere al gasto en vivienda (por vivienda inadecuada). Por lo tanto, el indicador 11.1.1 de los ODS contribuirá a informar sobre un espectro más amplio de condiciones de vivienda inadecuada que afectan a los hogares de todos los países.</p>", "details": { "state": 10, "source": "<p>The indicator considers two components to be computed as follows:</p>\n<ol>\n <li>Percentage of people living in Slum/Informal Settlements households (SISH): </li>\n</ol>\n<p> </p>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>S</mi>\n <mi>I</mi>\n <mi>S</mi>\n <mi>H</mi>\n <mi>&nbsp;</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<ol>\n <li>Percentage of people living in Inadequate housing households (IHH):</li>\n</ol>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>I</mi>\n <mi>H</mi>\n <mi>H</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<p>The unit of measurements for all these indicators will be %. Currently, the data for this indicator is already being reported in nearly all developing countries on what refers to slums and informal settlements, and in some countries for what refers to expenditure on housing (for inadequate housing). The SDG indicator 11.1.1 will therefore contribute to report on a broader spectrum of inadequate housing conditions affecting households in all countries.</p>", "old_state": 20 }, "id": 17109148, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109148/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680559/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778296+01:00", "action": 30, "target": "<p>The indicator considers two components to be computed as follows:</p>\n<ol>\n <li>Percentage of people living in Slum/Informal Settlements households (SISH): </li>\n</ol>\n<p> </p>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>S</mi>\n <mi>I</mi>\n <mi>S</mi>\n <mi>H</mi>\n <mi>&nbsp;</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<ol>\n <li>Percentage of people living in Inadequate housing households (IHH):</li>\n</ol>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>I</mi>\n <mi>H</mi>\n <mi>H</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<p>The unit of measurements for all these indicators will be %. Currently, the data for this indicator is already being reported in nearly all developing countries on what refers to slums and informal settlements, and in some countries for what refers to expenditure on housing (for inadequate housing). The SDG indicator 11.1.1 will therefore contribute to report on a broader spectrum of inadequate housing conditions affecting households in all countries.</p>", "old": "<h1>Methodology</h1>\n<h2>Computation method:</h2>\n<p>The indicator considers two components to be computed as follows:</p>\n<p>1) Percentage of people living in Slum/Informal Settlements households (SISH):: </p>\n<p><em>= 100 [Number of people living in SISH/Urban city population]</em></p>\n<p>2) Percentage of people living in Inadequate housing households (IHH):</p>\n<p><em>= 100 [Number of people living in IHH/Urban city population]</em></p>\n<p>The unit of measurements for all these indicators will be %. Currently, the data for this indicator is already being reported in nearly all developing countries on what refers to slums and informal settlements, and in some countries for what refers to expenditure on housing (for inadequate housing). The SDG indicator 11.1.1 will therefore contribute to report on a broader spectrum of inadequate housing conditions affecting households in all countries.</p>", "details": {}, "id": 17109147, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109147/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680555/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778245+01:00", "action": 59, "target": "<h2>Comentarios y limitaciones:</h2>\n<p>Como ocurre con todos los indicadores, existen algunos retos y limitaciones potenciales. A continuación se exponen algunos de ellos.</p>\n<ul>\n <li>Dificultades para llegar a un acuerdo universal sobre algunas definiciones y características al referirse a las condiciones de deterioro de la vivienda, a menudo debido a consideraciones políticas o económicas.</li>\n <li>La falta de herramientas adecuadas a nivel nacional y de las ciudades para medir todos los componentes requeridos por el indicador 11.1.1, lo que a veces da lugar a la subestimación de las viviendas deterioradas.</li>\n <li>La complicada relación entre la seguridad de la tenencia con la tierra y la propiedad hace que sea un aspecto difícil, pero vital, de incluir en las diferentes encuestas y, por tanto, de medir y supervisar. </li>\n <li>El indicador 11.1.1 no recoge la falta de vivienda.</li>\n <li>Muchos países todavía tienen capacidades limitadas para la recolección, la gestión y el análisis de datos, su actualización y seguimiento. Esto es fundamental para garantizar la coherencia de los datos a nivel nacional y mundial.</li>\n</ul>", "old": "<h2>Comentarios y limitaciones:</h2>\n<p>Como ocurre con todos los indicadores, existen algunos retos y limitaciones potenciales. A continuación se exponen algunos de ellos.</p>\n<ul>\n <li>Dificultades para llegar a un acuerdo universal sobre algunas definiciones y características al referirse a las condiciones de deterioro de la vivienda, a menudo debido a consideraciones políticas o económicas.</li>\n <li>La falta de herramientas adecuadas a nivel nacional y de las ciudades para medir todos los componentes requeridos por el indicador 11.1.1, lo que a veces da lugar a la subestimación de las viviendas deterioradas.</li>\n <li>La complicada relación entre la seguridad de la tenencia con la tierra y la propiedad hace que sea un aspecto difícil, pero vital, de incluir en las diferentes encuestas y, por tanto, de medir y supervisar. </li>\n <li>El indicador 11.1.1 no recoge la falta de vivienda.</li>\n <li>Muchos países todavía tienen capacidades limitadas para la recolección, la gestión y el análisis de datos, su actualización y seguimiento. Esto es fundamental para garantizar la coherencia de los datos a nivel nacional y mundial.</li>\n</ul>", "details": { "state": 10, "source": "<p>As with all indicators, there are some potential challenges and limitations. Some of these are outlined below.</p>\n<ul>\n <li>Difficulties to agree universally on some definitions and characteristics when referring to deteriorated housing conditions, often due to political or economic considerations.</li>\n <li>Lack of appropriate tools at national and city levels to measure all components required by Indicator 11.1.1, sometimes resulting in the underestimation of deteriorated housing units.</li>\n <li>The complicated relation between security of tenure with land and property makes it a difficult, but vital, aspect to include in the different surveys, and thus, to measure and monitor. </li>\n <li>Indicator 11.1.1 does not capture homelessness.</li>\n <li>Many countries still have limited capacities for data collection, management and analysis, their update and monitoring. These are key to ensure national and global data consistency.</li>\n</ul>", "old_state": 20 }, "id": 17109146, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109146/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680555/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778212+01:00", "action": 30, "target": "<p>As with all indicators, there are some potential challenges and limitations. Some of these are outlined below.</p>\n<ul>\n <li>Difficulties to agree universally on some definitions and characteristics when referring to deteriorated housing conditions, often due to political or economic considerations.</li>\n <li>Lack of appropriate tools at national and city levels to measure all components required by Indicator 11.1.1, sometimes resulting in the underestimation of deteriorated housing units.</li>\n <li>The complicated relation between security of tenure with land and property makes it a difficult, but vital, aspect to include in the different surveys, and thus, to measure and monitor. </li>\n <li>Indicator 11.1.1 does not capture homelessness.</li>\n <li>Many countries still have limited capacities for data collection, management and analysis, their update and monitoring. These are key to ensure national and global data consistency.</li>\n</ul>", "old": "<h2>Comments and limitations:</h2>\n<p>As with all indicators, there are some potential challenges and limitations. Some of these are outlined below.</p>\n<ul>\n <li>Difficulties to agree universally on some definitions and characteristics when referring to deteriorated housing conditions, often due to political or economic considerations.</li>\n <li>Lack of appropriate tools at national and city levels to measure all components required by Indicator 11.1.1, sometimes resulting in the underestimation of deteriorated housing units.</li>\n <li>The complicated relation between security of tenure with land and property makes it a difficult, but vital, aspect to include in the different surveys, and thus, to measure and monitor. </li>\n <li>Indicator 11.1.1 does not capture homelessness.</li>\n <li>Many countries still have limited capacities for data collection, management and analysis, their update and monitoring. These are key to ensure national and global data consistency.</li>\n</ul>", "details": {}, "id": 17109145, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109145/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680553/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778131+01:00", "action": 59, "target": "<h2>Justificación: </h2>\n<p>Como se observa en el Cuadro 1, la mayoría de los criterios para definir los barrios marginales, los asentamientos informales y las viviendas inadecuadas se solapan. Los tres criterios de los asentamientos informales se recogen esencialmente en la definición de barrios marginales, que sostiene la combinación de ambos (barrios marginales/asentamientos informales). Por lo tanto, ambos aspectos de los barrios marginales y los asentamientos informales se combinan en un solo componente del indicador, proporcionando cierta continuidad con lo que se captó en el ODM 7. En una etapa posterior, se desarrollará un índice compuesto que incorporará todas las medidas (combinando los asentamientos precarios/informales y la vivienda inadecuada) y proporcionará una estimación. </p>\n<p>El segundo componente del indicador se refiere a la vivienda inadecuada. De los siete criterios de la vivienda adecuada, los tres que no están cubiertos por los barrios marginales/asentamientos informales son la asequibilidad, la accesibilidad y la adecuación cultural. Sin embargo, la asequibilidad es el más relevante y más fácil de medir. </p>\n<p>En este sentido, la <em>asequibilidad de la vivienda</em> no solo es un criterio clave de adecuación de la vivienda, sino que es un medio adecuado para medir la vivienda inadecuada de una manera más amplia, ya que sigue siendo un reto mundial en diferentes países y niveles de ingresos, con un fuerte impacto negativo en la desigualdad urbana. </p>\n<p>El principio subyacente es que los costos financieros de los hogares asociados a la vivienda no deben amenazar o comprometer la consecución y satisfacción de otras necesidades básicas como la alimentación, la educación, el acceso a la atención sanitaria, el transporte, etc. Sobre la base del método y los datos existentes del Programa de Indicadores Urbanos de ONU-Hábitat (1996-2006), la inasequibilidad se mide actualmente como el gasto mensual neto en costes de vivienda que supera el 30% de los ingresos mensuales totales del hogar.</p>\n<p>En el Cuadro 2 se detalla la definición propuesta de barrios marginales/asentamientos informales y de vivienda inadecuada, así como las respectivas mediciones. </p>\n<p><strong>Cuadro 2 – Definición y criterios de medición de los barrios marginales, los asentamientos informales y las viviendas inadecuadas</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Barrios marginales / asentamientos informales</strong></p>\n </td>\n <td>\n <p><strong>Definición:</strong></p>\n <p>Tal y como se adoptó en los ODM, los hogares de los barrios marginales son hogares cuyos miembros sufren una o más de las siguientes ‘privaciones domésticas’: 1) Falta de acceso a una fuente de agua mejorada, 2) Falta de acceso a instalaciones de saneamiento mejoradas, 3) Falta de una superficie habitable suficiente, 4) Falta de durabilidad de la vivienda y, 5) Falta de seguridad de la tenencia).</p>\n </td>\n <td>\n <p><strong>Medición<sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[12]</a></sup>:</strong></p>\n <p><em>Seguridad de la tenencia:</em></p>\n <ul>\n <li>Proporción de hogares con títulos de propiedad formales tanto de la tierra como de la residencia:</li>\n <li>Proporción de hogares con títulos formales de propiedad de la tierra o de la residencia.</li>\n <li>Proporción de hogares con acuerdos o cualquier documento como prueba de un acuerdo de tenencia.</li>\n </ul>\n <p><em>Acceso a fuentes de agua mejoradas:</em></p>\n <ul>\n <li>Proporción de hogares cuyos miembros tienen acceso a fuentes mejoradas de agua potable (es decir, agua por cañerías en la vivienda, la parcela o el patio; grifo público/servicio de tuberías; manantial protegido; recolección de agua de lluvia; agua embotellada si la fuente secundaria también es mejorada; pozo de sondeo/tubo; y pozo excavado protegido). </li>\n </ul>\n <p><em>Acceso a saneamiento mejorado:</em></p>\n <ul>\n <li>Proporción de hogares cuyos miembros tienen acceso a instalaciones de saneamiento mejoradas (es decir, inodoros de descarga o letrinas conectadas a una alcantarilla, fosa séptica o pozo; letrina de pozo mejorada ventilada; letrina de pozo con una losa o plataforma que cubre el pozo por completo; inodoros/latinas de compostaje).</li>\n </ul>\n <p><em>Calidad estructural de la vivienda y ubicación:</em> </p>\n <ul>\n <li>Proporción de hogares que residen en un lugar peligroso o cerca de él. Deben considerarse las siguientes ubicaciones:</li>\n <li>viviendas en zonas geológicamente peligrosas (zonas de deslizamiento de tierras/terremotos e inundaciones);</li>\n <li> viviendas sobre o bajo montañas de basura;</li>\n <li> viviendas alrededor de zonas de alta contaminación industrial;</li>\n <li> viviendas alrededor de otras zonas de alto riesgo no protegidas (por ejemplo, ferrocarriles, aeropuertos, líneas de transmisión de energía).</li>\n </ul>\n <p><em>Calidad estructural de la vivienda y permanencia de la estructura:</em></p>\n <ul>\n <li>Proporción de hogares que viven en estructuras temporales y/o ruinosas. Para clasificar una vivienda en estas categorías deben considerarse los siguientes factores:</li>\n <li> calidad de la construcción (por ejemplo, materiales utilizados para la pared, el suelo y el techo);</li>\n <li> cumplimiento de los códigos, normas y reglamentos de construcción locales;</li>\n </ul>\n <p><em>Suficiente superficie habitable:</em></p>\n <ul>\n <li>[Proporción de hogares en los que no más de tres personas comparten la misma habitación habitable</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Vivienda inadecuada </strong></p>\n </td>\n <td>\n <p><strong>Definición: </strong></p>\n <p>Propuesta para complementar la medición de la asequibilidad de la vivienda a nivel global de los asentamientos precarios/informales. Se considera que una vivienda es inadecuada si no es asequible para el hogar, es decir, si el gasto mensual neto de su coste supera el 30% de los ingresos mensuales totales del hogar.</p>\n </td>\n <td>\n <p><strong>Medición: </strong></p>\n <p><em>Vivienda inadecuada: </em></p>\n <ul>\n <li>Proporción de hogares con un gasto mensual neto en vivienda superior al 30% de los ingresos mensuales totales del hogar<sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[13]</a></sup>. </li>\n </ul>\n</td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-12\">12</sup><p> Medidas basadas en las del Desafío de los barrios marginales de ONU-Hábitat (2003), p.12. <a href=\"#footnote-ref-12\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-13\">13</sup><p> Hay que tener en cuenta que la asequibilidad de la vivienda también puede medirse utilizando la relación entre el precio de la vivienda y los ingresos (HPIR) y la relación entre el alquiler de la vivienda y los ingresos (HRIR). Se considera que la vivienda es asequible cuando la relación entre el precio de la vivienda y los ingresos anuales del hogar (HPIR) es igual o inferior a 3,0 y la relación entre el alquiler y los ingresos mensuales del hogar (RIR) es igual o inferior al 25%. <a href=\"#footnote-ref-13\">↑</a></p></div></div>", "old": "<h2>Justificación: </h2>\n<p>Como se observa en el Cuadro 1, la mayoría de los criterios para definir los barrios marginales, los asentamientos informales y las viviendas inadecuadas se solapan. Los tres criterios de los asentamientos informales se recogen esencialmente en la definición de barrios marginales, que sostiene la combinación de ambos (barrios marginales/asentamientos informales). Por lo tanto, ambos aspectos de los barrios marginales y los asentamientos informales se combinan en un solo componente del indicador, proporcionando cierta continuidad con lo que se captó en el ODM 7. En una etapa posterior, se desarrollará un índice compuesto que incorporará todas las medidas (combinando los asentamientos precarios/informales y la vivienda inadecuada) y proporcionará una estimación. </p>\n<p>El segundo componente del indicador se refiere a la vivienda inadecuada. De los siete criterios de la vivienda adecuada, los tres que no están cubiertos por los barrios marginales/asentamientos informales son la asequibilidad, la accesibilidad y la adecuación cultural. Sin embargo, la asequibilidad es el más relevante y más fácil de medir. </p>\n<p>En este sentido, la <em>asequibilidad de la vivienda</em> no solo es un criterio clave de adecuación de la vivienda, sino que es un medio adecuado para medir la vivienda inadecuada de una manera más amplia, ya que sigue siendo un reto mundial en diferentes países y niveles de ingresos, con un fuerte impacto negativo en la desigualdad urbana. </p>\n<p>El principio subyacente es que los costos financieros de los hogares asociados a la vivienda no deben amenazar o comprometer la consecución y satisfacción de otras necesidades básicas como la alimentación, la educación, el acceso a la atención sanitaria, el transporte, etc. Sobre la base del método y los datos existentes del Programa de Indicadores Urbanos de ONU-Hábitat (1996-2006), la inasequibilidad se mide actualmente como el gasto mensual neto en costes de vivienda que supera el 30% de los ingresos mensuales totales del hogar.</p>\n<p>En el Cuadro 2 se detalla la definición propuesta de barrios marginales/asentamientos informales y de vivienda inadecuada, así como las respectivas mediciones. </p>\n<p><strong>Cuadro 2 – Definición y criterios de medición de los barrios marginales, los asentamientos informales y las viviendas inadecuadas</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Barrios marginales / asentamientos informales</strong></p>\n </td>\n <td>\n <p><strong>Definición:</strong></p>\n <p>Tal y como se adoptó en los ODM, los hogares de los barrios marginales son hogares cuyos miembros sufren una o más de las siguientes ‘privaciones domésticas’: 1) Falta de acceso a una fuente de agua mejorada, 2) Falta de acceso a instalaciones de saneamiento mejoradas, 3) Falta de una superficie habitable suficiente, 4) Falta de durabilidad de la vivienda y, 5) Falta de seguridad de la tenencia).</p>\n </td>\n <td>\n <p><strong>Medición<sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[12]</a></sup>:</strong></p>\n <p><em>Seguridad de la tenencia:</em></p>\n <ul>\n <li>Proporción de hogares con títulos de propiedad formales tanto de la tierra como de la residencia:</li>\n <li>Proporción de hogares con títulos formales de propiedad de la tierra o de la residencia.</li>\n <li>Proporción de hogares con acuerdos o cualquier documento como prueba de un acuerdo de tenencia.</li>\n </ul>\n <p><em>Acceso a fuentes de agua mejoradas:</em></p>\n <ul>\n <li>Proporción de hogares cuyos miembros tienen acceso a fuentes mejoradas de agua potable (es decir, agua por cañerías en la vivienda, la parcela o el patio; grifo público/servicio de tuberías; manantial protegido; recolección de agua de lluvia; agua embotellada si la fuente secundaria también es mejorada; pozo de sondeo/tubo; y pozo excavado protegido). </li>\n </ul>\n <p><em>Acceso a saneamiento mejorado:</em></p>\n <ul>\n <li>Proporción de hogares cuyos miembros tienen acceso a instalaciones de saneamiento mejoradas (es decir, inodoros de descarga o letrinas conectadas a una alcantarilla, fosa séptica o pozo; letrina de pozo mejorada ventilada; letrina de pozo con una losa o plataforma que cubre el pozo por completo; inodoros/latinas de compostaje).</li>\n </ul>\n <p><em>Calidad estructural de la vivienda y ubicación:</em> </p>\n <ul>\n <li>Proporción de hogares que residen en un lugar peligroso o cerca de él. Deben considerarse las siguientes ubicaciones:</li>\n <li>viviendas en zonas geológicamente peligrosas (zonas de deslizamiento de tierras/terremotos e inundaciones);</li>\n <li> viviendas sobre o bajo montañas de basura;</li>\n <li> viviendas alrededor de zonas de alta contaminación industrial;</li>\n <li> viviendas alrededor de otras zonas de alto riesgo no protegidas (por ejemplo, ferrocarriles, aeropuertos, líneas de transmisión de energía).</li>\n </ul>\n <p><em>Calidad estructural de la vivienda y permanencia de la estructura:</em></p>\n <ul>\n <li>Proporción de hogares que viven en estructuras temporales y/o ruinosas. Para clasificar una vivienda en estas categorías deben considerarse los siguientes factores:</li>\n <li> calidad de la construcción (por ejemplo, materiales utilizados para la pared, el suelo y el techo);</li>\n <li> cumplimiento de los códigos, normas y reglamentos de construcción locales;</li>\n </ul>\n <p><em>Suficiente superficie habitable:</em></p>\n <ul>\n <li>[Proporción de hogares en los que no más de tres personas comparten la misma habitación habitable</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Vivienda inadecuada </strong></p>\n </td>\n <td>\n <p><strong>Definición: </strong></p>\n <p>Propuesta para complementar la medición de la asequibilidad de la vivienda a nivel global de los asentamientos precarios/informales. Se considera que una vivienda es inadecuada si no es asequible para el hogar, es decir, si el gasto mensual neto de su coste supera el 30% de los ingresos mensuales totales del hogar.</p>\n </td>\n <td>\n <p><strong>Medición: </strong></p>\n <p><em>Vivienda inadecuada: </em></p>\n <ul>\n <li>Proporción de hogares con un gasto mensual neto en vivienda superior al 30% de los ingresos mensuales totales del hogar<sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[13]</a></sup>. </li>\n </ul>\n</td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-12\">12</sup><p> Medidas basadas en las del Desafío de los barrios marginales de ONU-Hábitat (2003), p.12. <a href=\"#footnote-ref-12\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-13\">13</sup><p> Hay que tener en cuenta que la asequibilidad de la vivienda también puede medirse utilizando la relación entre el precio de la vivienda y los ingresos (HPIR) y la relación entre el alquiler de la vivienda y los ingresos (HRIR). Se considera que la vivienda es asequible cuando la relación entre el precio de la vivienda y los ingresos anuales del hogar (HPIR) es igual o inferior a 3,0 y la relación entre el alquiler y los ingresos mensuales del hogar (RIR) es igual o inferior al 25%. <a href=\"#footnote-ref-13\">↑</a></p></div></div>", "details": { "state": 10, "source": "<p>As seen in Table 1, most of the criteria for defining slums, informal settlements and inadequate housing overlap. The three criteria of informal settlements are essentially captured in the definition of slums, which sustains the combination of both (slums/informal settlements). Both aspects of slums and informal settlements are therefore combined into one component of the indicator, providing some continuity with what was captured under MDG 7. At a later stage, a composite index will be developed that will incorporate all measures (combining slum/informal settlements and inadequate housing) and provide one estimate. </p>\n<p>The second component of the indicator is on inadequate housing. From the seven criteria of adequate housing, the three that are not covered by slums / informal settlements are <em>affordability</em>, <em>accessibility</em> and <em>cultural adequacy</em>. However, affordability is the most relevant and easier to measure. </p>\n<p>In this regard, <em>housing affordability</em> is not only a key housing adequacy criterion, but is a suitable means of measuring inadequate housing in a more encompassing manner, as it remains a global challenge across different countries and income levels, with strong negative impact on urban inequality. </p>\n<p>The underlying principle is that household financial costs associated with housing should not threaten or compromise the attainment and satisfaction of other basic needs such as, food, education, access to health care, transport, etc. Based on the existing method and data of UN-Habitat’s Urban Indicators Program (1996-2006), unaffordability is currently measured as the net monthly expenditure on housing cost that exceeds 30% of the total monthly income of the household.</p>\n<p>Table 2 details the proposed definition of Slum/Informal Settlements and Inadequate Housing as well as the respective measurements. </p>\n<p><strong>Table 2 – Definition and measurement criteria for slums, informal settlements and inadequate housing</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Slums / Informal Settlements</strong></p>\n </td>\n <td>\n <p><strong>DEFINITION:</strong></p>\n <p>As adopted in the MDG, slum households are households whose members suffer one or more of the following ‘household deprivations’: 1) Lack of access to improved water source, 2) Lack of access to improved sanitation facilities, 3) Lack of sufficient living area, 4) Lack of housing durability and, 5) Lack of security of tenure.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT<sup><sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[12]</a></sup></sup>:</strong></p>\n <p><em>Security of Tenure:</em></p>\n <ul>\n <li>Proportion of households with formal title deeds to both land and residence.</li>\n <li>Proportion of households with formal title deeds to either one of land or residence.</li>\n <li>Proportion of households with agreements or any document as a proof of a tenure arrangement.</li>\n </ul>\n <p><em>Access to improved water sources:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved drinking water sources (i.e. piped in water into dwelling, plot or yard; public tap/stand pipe service; protected spring; rain water collection; bottled water if secondary source is also improved; bore hole/tube well; and protected dug well). </li>\n </ul>\n <p><em>Access to improved sanitation facilities:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved sanitation facilities (i.e. pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform that covers the pit entirely; composting toilets/latrines).</li>\n </ul>\n <p><em>Structural quality of Housing and location:</em> </p>\n <ul>\n <li>Proportion of households residing on or near a hazardous site. The following locations should be considered:<ul>\n <li>housing in geologically hazardous zones (landslide/earthquake and flood areas);</li>\n <li>housing on or under garbage mountains;</li>\n <li>housing around high-industrial pollution areas;</li>\n <li>housing around other unprotected high-risk zones (e.g. railroads, airports, energy transmission lines).</li>\n </ul>\n </li>\n </ul>\n <p><em>Structural quality of the housing and permanency of the structure:</em></p>\n <ul>\n <li>Proportion of households living in temporary and/or dilapidated structures. The following factors should be considered when placing a housing unit in these categories: <ul>\n <li>quality of construction (e.g. materials used for wall, floor and roof);</li>\n <li>compliance with local building codes, standards and bylaws.</li>\n </ul>\n </li>\n </ul>\n <p><em>Sufficient living area: </em></p>\n <ul>\n <li>Proportion of households in which not more than three people share the same habitable room.</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Inadequate housing </strong></p>\n </td>\n <td>\n <p><strong>DEFINITION: </strong></p>\n <p>Proposed to complement the slums/informal settlements measuring affordability of housing at the global level. A housing is considered inadequate if it is not affordable to the household, i.e. the net monthly expenditure on its cost exceeds 30% of the total monthly income of the household.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT: </strong></p>\n <p><em>Inadequate housing: </em></p>\n <ul>\n <li>Proportion of households with net monthly expenditure on housing exceeding 30% of the total monthly income of the household<sup><sup><a href=\"#footnote-14\" id=\"footnote-ref-14\">[13]</a></sup></sup>.</li>\n </ul>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-13\">12</sup><p> Measurements based on those in the (2003) UN-Habitat Challenge of Slums, p.12. <a href=\"#footnote-ref-13\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-14\">13</sup><p> To note, housing affordability can also be measured using house price-to-income ratio (HPIR) and the house rent-to-income ratio (HRIR). Housing is considered affordable when the house-price-to-annual household income ratio (HPIR) is 3.0 or less and the rent-to-monthly household income ratio (RIR) is 25% or less. <a href=\"#footnote-ref-14\">↑</a></p></div></div>", "old_state": 20 }, "id": 17109144, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109144/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680553/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778068+01:00", "action": 30, "target": "<p>As seen in Table 1, most of the criteria for defining slums, informal settlements and inadequate housing overlap. The three criteria of informal settlements are essentially captured in the definition of slums, which sustains the combination of both (slums/informal settlements). Both aspects of slums and informal settlements are therefore combined into one component of the indicator, providing some continuity with what was captured under MDG 7. At a later stage, a composite index will be developed that will incorporate all measures (combining slum/informal settlements and inadequate housing) and provide one estimate. </p>\n<p>The second component of the indicator is on inadequate housing. From the seven criteria of adequate housing, the three that are not covered by slums / informal settlements are <em>affordability</em>, <em>accessibility</em> and <em>cultural adequacy</em>. However, affordability is the most relevant and easier to measure. </p>\n<p>In this regard, <em>housing affordability</em> is not only a key housing adequacy criterion, but is a suitable means of measuring inadequate housing in a more encompassing manner, as it remains a global challenge across different countries and income levels, with strong negative impact on urban inequality. </p>\n<p>The underlying principle is that household financial costs associated with housing should not threaten or compromise the attainment and satisfaction of other basic needs such as, food, education, access to health care, transport, etc. Based on the existing method and data of UN-Habitat’s Urban Indicators Program (1996-2006), unaffordability is currently measured as the net monthly expenditure on housing cost that exceeds 30% of the total monthly income of the household.</p>\n<p>Table 2 details the proposed definition of Slum/Informal Settlements and Inadequate Housing as well as the respective measurements. </p>\n<p><strong>Table 2 – Definition and measurement criteria for slums, informal settlements and inadequate housing</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Slums / Informal Settlements</strong></p>\n </td>\n <td>\n <p><strong>DEFINITION:</strong></p>\n <p>As adopted in the MDG, slum households are households whose members suffer one or more of the following ‘household deprivations’: 1) Lack of access to improved water source, 2) Lack of access to improved sanitation facilities, 3) Lack of sufficient living area, 4) Lack of housing durability and, 5) Lack of security of tenure.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT<sup><sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[12]</a></sup></sup>:</strong></p>\n <p><em>Security of Tenure:</em></p>\n <ul>\n <li>Proportion of households with formal title deeds to both land and residence.</li>\n <li>Proportion of households with formal title deeds to either one of land or residence.</li>\n <li>Proportion of households with agreements or any document as a proof of a tenure arrangement.</li>\n </ul>\n <p><em>Access to improved water sources:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved drinking water sources (i.e. piped in water into dwelling, plot or yard; public tap/stand pipe service; protected spring; rain water collection; bottled water if secondary source is also improved; bore hole/tube well; and protected dug well). </li>\n </ul>\n <p><em>Access to improved sanitation facilities:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved sanitation facilities (i.e. pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform that covers the pit entirely; composting toilets/latrines).</li>\n </ul>\n <p><em>Structural quality of Housing and location:</em> </p>\n <ul>\n <li>Proportion of households residing on or near a hazardous site. The following locations should be considered:<ul>\n <li>housing in geologically hazardous zones (landslide/earthquake and flood areas);</li>\n <li>housing on or under garbage mountains;</li>\n <li>housing around high-industrial pollution areas;</li>\n <li>housing around other unprotected high-risk zones (e.g. railroads, airports, energy transmission lines).</li>\n </ul>\n </li>\n </ul>\n <p><em>Structural quality of the housing and permanency of the structure:</em></p>\n <ul>\n <li>Proportion of households living in temporary and/or dilapidated structures. The following factors should be considered when placing a housing unit in these categories: <ul>\n <li>quality of construction (e.g. materials used for wall, floor and roof);</li>\n <li>compliance with local building codes, standards and bylaws.</li>\n </ul>\n </li>\n </ul>\n <p><em>Sufficient living area: </em></p>\n <ul>\n <li>Proportion of households in which not more than three people share the same habitable room.</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Inadequate housing </strong></p>\n </td>\n <td>\n <p><strong>DEFINITION: </strong></p>\n <p>Proposed to complement the slums/informal settlements measuring affordability of housing at the global level. A housing is considered inadequate if it is not affordable to the household, i.e. the net monthly expenditure on its cost exceeds 30% of the total monthly income of the household.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT: </strong></p>\n <p><em>Inadequate housing: </em></p>\n <ul>\n <li>Proportion of households with net monthly expenditure on housing exceeding 30% of the total monthly income of the household<sup><sup><a href=\"#footnote-14\" id=\"footnote-ref-14\">[13]</a></sup></sup>.</li>\n </ul>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-13\">12</sup><p> Measurements based on those in the (2003) UN-Habitat Challenge of Slums, p.12. <a href=\"#footnote-ref-13\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-14\">13</sup><p> To note, housing affordability can also be measured using house price-to-income ratio (HPIR) and the house rent-to-income ratio (HRIR). Housing is considered affordable when the house-price-to-annual household income ratio (HPIR) is 3.0 or less and the rent-to-monthly household income ratio (RIR) is 25% or less. <a href=\"#footnote-ref-14\">↑</a></p></div></div>", "old": "<h2>Rationale: </h2>\n<p>As seen in Table 1, most of the criteria for defining slums, informal settlements and inadequate housing overlap. The three criteria of informal settlements are essentially captured in the definition of slums, which sustains the combination of both (slums/informal settlements). Both aspects of slums and informal settlements are therefore combined into one component of the indicator, providing some continuity with what was captured under MDG 7. At a later stage, a composite index will be developed that will incorporate all measures (combining slum/informal settlements and inadequate housing) and provide one estimate. </p>\n<p>The second component of the indicator is on inadequate housing. From the seven criteria of adequate housing, the three that are not covered by slums / informal settlements are affordability, accessibility and cultural adequacy. However, affordability is the most relevant and easier to measure. </p>\n<p>In this regard, <em>housing affordability</em> is not only a key housing adequacy criterion, but is a suitable means of measuring inadequate housing in a more encompassing manner, as it remains a global challenge across different countries and income levels, with strong negative impact on urban inequality. </p>\n<p>The underlying principle is that household financial costs associated with housing should not threaten or compromise the attainment and satisfaction of other basic needs such as, food, education, access to health care, transport, etc. Based on the existing method and data of UN-Habitat’s Urban Indicators Program (1996-2006), unaffordability is currently measured as the net monthly expenditure on housing cost that exceeds 30% of the total monthly income of the household.</p>\n<p>Table 2 details the proposed definition of Slum/Informal Settlements and Inadequate Housing as well as the respective measurements. </p>\n<p><strong>Table 2 – Definition and measurement criteria for slums, informal settlements and inadequate housing</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Slums / Informal Settlements</strong></p>\n </td>\n <td>\n <p><strong>DEFINITION:</strong></p>\n <p>As adopted in the MDG, slum households are households whose members suffer one or more of the following ‘household deprivations’: 1) Lack of access to improved water source, 2) Lack of access to improved sanitation facilities, 3) Lack of sufficient living area, 4) Lack of housing durability and, 5) Lack of security of tenure).</p>\n </td>\n <td>\n <p><strong>MEASUREMENT<sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[12]</a></sup>:</strong></p>\n <p><em>Security of Tenure:</em></p>\n <ul>\n <li>Proportion of households with formal title deeds to both land and residence.</li>\n <li>Proportion of households with formal title deeds to either one of land or residence.</li>\n <li>Proportion of households with agreements or any document as a proof of a tenure arrangement.</li>\n </ul>\n <p><em>Access to improved water sources:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved drinking water sources (i.e. piped in water into dwelling, plot or yard; public tap/stand pipe service; protected spring; rain water collection; bottled water if secondary source is also improved; bore hole/tube well; and protected dug well). </li>\n </ul>\n <p><em>Access to improved sanitation:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved sanitation facilities (i.e. pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform that covers the pit entirely; composting toilets/latrines).</li>\n </ul>\n <p><em>Structural quality of housing and location:</em> </p>\n <ul>\n <li>Proportion of households residing on or near a hazardous site. The following locations should be considered:</li>\n <li>housing in geologically hazardous zones (landslide/earthquake and flood areas);</li>\n <li>housing on or under garbage mountains;</li>\n <li>housing around high-industrial pollution areas;</li>\n <li>housing around other unprotected high-risk zones (e.g. railroads, airports, energy transmission lines).</li>\n </ul>\n <p><em>Structural quality of the housing and permanency of the structure:</em></p>\n <ul>\n <li>Proportion of households living in temporary and/or dilapidated structures. The following factors should be considered when placing a housing unit in these categories:</li>\n <li>quality of construction (e.g. materials used for wall, floor and roof);</li>\n <li>compliance with local building codes, standards and bylaws.</li>\n </ul>\n <p><em>Sufficient living area:</em></p>\n <ul>\n <li>Proportion of households in which not more than three people share the same habitable room</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Inadequate housing </strong></p>\n </td>\n <td>\n <p><strong>DEFINITION: </strong></p>\n <p>Proposed to complement the slums/informal settlements measuring affordability of housing at the global level. A housing is considered inadequate if it is not affordable to the household, i.e. the net monthly expenditure on its cost exceeds 30% of the total monthly income of the household.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT: </strong></p>\n <p><em>Inadequate housing: </em></p>\n <ul>\n <li>Proportion of households with net monthly expenditure on housing exceeding 30% of the total monthly income of the household<sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[13]</a></sup>.</li>\n </ul>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-12\">12</sup><p> Measurements based on those in the (2003) UN-Habitat Challenge of Slums, p.12. <a href=\"#footnote-ref-12\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-13\">13</sup><p> To note, housing affordability can also be measured using house price-to-income ratio (HPIR) and the house rent-to-income ratio (HRIR). Housing is considered affordable when the house-price-to-annual household income ratio (HPIR) is 3.0 or less and the rent-to-monthly household income ratio (RIR) is 25% or less. <a href=\"#footnote-ref-13\">↑</a></p></div></div>", "details": {}, "id": 17109143, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109143/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586693/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.778030+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The United Nations Human Settlements Programme (UN-Habitat) is the specialized agency for sustainable urbanization and human settlements in the United Nations. The mandate derives from the priorities established in relevant General Assembly resolutions and decisions, including General Assembly resolution 3327 (XXIX), by which the General Assembly established the United Nations Habitat and Human Settlements Foundation, and resolution 32/162 by which the Assembly established the United Nations Center for Human Settlements (Habitat). In 2001, by its Resolution 56/206, the General Assembly transformed the Habitat into the secretariat of the United Nations Human Settlements Programme (UN-Habitat), with a mandate to coordinate human settlements activities within the United Nations System. As such, UN-Habitat has been designated the overall coordinator of SDG 11 and specifically as a custodian agency for 9 of the 14 indicators under SDG 11 including indicator 11.1.1. UN-Habitat also supports the monitoring and reporting of 4 urban specific indicators in other goals.</p>", "old_state": -1 }, "id": 17109142, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109142/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586692/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777994+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>UN-Habitat</p>", "old_state": -1 }, "id": 17109141, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109141/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680552/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777953+01:00", "action": 59, "target": "<h1>Proveedores de datos y compiladores</h1>\n<p>Este indicador se ha conseguido en gran medida gracias a la colaboración de varias organizaciones e instituciones, como ONU-Hábitat, el PNUMA, Cities Alliance, Slum dwellers International y el Banco Mundial. Hay otros expertos que también han contribuido al desarrollo de los conceptos, la justificación, las definiciones y los metadatos, y también apoyarán la medición, la presentación de informes y el diálogo político a nivel de país, basándose en los indicadores.</p>\n<p>Las Oficinas Nacionales de Estadística desempeñarán un papel importante en el proceso de seguimiento y presentación de informes a través de censos y encuestas. La compilación final y la presentación de los informes a nivel global será liderada y guiada por ONU-Hábitat con el apoyo de socios seleccionados.</p>", "old": "<h1>Proveedores de datos y compiladores</h1>\n<p>Este indicador se ha conseguido en gran medida gracias a la colaboración de varias organizaciones e instituciones, como ONU-Hábitat, el PNUMA, Cities Alliance, Slum dwellers International y el Banco Mundial. Hay otros expertos que también han contribuido al desarrollo de los conceptos, la justificación, las definiciones y los metadatos, y también apoyarán la medición, la presentación de informes y el diálogo político a nivel de país, basándose en los indicadores.</p>\n<p>Las Oficinas Nacionales de Estadística desempeñarán un papel importante en el proceso de seguimiento y presentación de informes a través de censos y encuestas. La compilación final y la presentación de los informes a nivel global será liderada y guiada por ONU-Hábitat con el apoyo de socios seleccionados.</p>", "details": { "state": 10, "source": "<p>This indicator has largely been successfully due to the collaborations between several organizations and institutions including UN- Habitat, UNEP, Cities Alliance, Slum dwellers International, and World Bank. There are several other experts who have also contributed to the development of the concepts, rationale and definitions, and metadata and will also support measurement, reporting and policy dialogue at the country level, based on the indicators.</p>\n<p> </p>\n<p>National Statistical Offices will play an important role in the monitoring and reporting process through census and surveys. Final Compilation & reporting at the global level will be lead and guided by UN-Habitat with support from selected partners. </p>", "old_state": 20 }, "id": 17109140, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109140/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680552/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777889+01:00", "action": 30, "target": "<p>This indicator has largely been successfully due to the collaborations between several organizations and institutions including UN- Habitat, UNEP, Cities Alliance, Slum dwellers International, and World Bank. There are several other experts who have also contributed to the development of the concepts, rationale and definitions, and metadata and will also support measurement, reporting and policy dialogue at the country level, based on the indicators.</p>\n<p> </p>\n<p>National Statistical Offices will play an important role in the monitoring and reporting process through census and surveys. Final Compilation & reporting at the global level will be lead and guided by UN-Habitat with support from selected partners. </p>", "old": "<h1>Data providers and compilers</h1>\n<p>This indicator has largely been successfully due to the collaborations between several organizations and institutions including UN- Habitat, UNEP, Cities Alliance, Slum dwellers International, and World Bank. There are several other experts who have also contributed to the development of the concepts, rationale and definitions, and metadata and will also support measurement, reporting and policy dialogue at the country level, based on the indicators.</p>\n<p>National Statistical Offices will play an important role in the monitoring and reporting process through census and surveys. Final Compilation & reporting at the global level will be lead and guided by UN-Habitat with support from selected partners.</p>", "details": {}, "id": 17109139, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109139/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586691/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777852+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>While continuous follow-up is done with countries and compilation of data sources occur on an annual basis, changes in trends within individual countries are likely to happen in spans of about 3-5 years, so a three-year window will be applied for comprehensive review of all data, with updates made based on availability of new data.</p>", "old_state": -1 }, "id": 17109138, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109138/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680551/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777813+01:00", "action": 59, "target": "<h1>Calendario</h1>\n<p>Todas las encuestas principales y el proceso de recolección de datos de censos seguirán incorporando los aspectos/componentes necesarios para informar sobre este indicador. El seguimiento de este indicador se repetirá a intervalos regulares de 3 a 5 años, lo que permite 3 puntos de información quinquenales hasta el año 2030.</p>", "old": "<h1>Calendario</h1>\n<p>Todas las encuestas principales y el proceso de recolección de datos de censos seguirán incorporando los aspectos/componentes necesarios para informar sobre este indicador. El seguimiento de este indicador se repetirá a intervalos regulares de 3 a 5 años, lo que permite 3 puntos de información quinquenales hasta el año 2030.</p>", "details": { "state": 10, "source": "<p>All major surveys and census data collection process will continue to incorporate the aspects/components necessary for reporting on this indicator. The monitoring of this indicator will be repeated at regular intervals of 3-5 years, allowing for 3 five-year reporting points until the year 2030. </p>\n<p>UN-Habitat has developed simple reporting template to collect data from countries (<a href=\"https://data.unhabitat.org/pages/guidance\">https://data.unhabitat.org/pages/guidance</a>). The template, which is sent to countries on an annual basis is expected to be used until 2030, but slight changes may be effected as data on more aspects becomes available. </p>", "old_state": 20 }, "id": 17109137, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109137/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680551/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777779+01:00", "action": 30, "target": "<p>All major surveys and census data collection process will continue to incorporate the aspects/components necessary for reporting on this indicator. The monitoring of this indicator will be repeated at regular intervals of 3-5 years, allowing for 3 five-year reporting points until the year 2030. </p>\n<p>UN-Habitat has developed simple reporting template to collect data from countries (<a href=\"https://data.unhabitat.org/pages/guidance\">https://data.unhabitat.org/pages/guidance</a>). The template, which is sent to countries on an annual basis is expected to be used until 2030, but slight changes may be effected as data on more aspects becomes available. </p>", "old": "<h1>Calendar</h1>\n<p>All major surveys and census data collection process will continue to incorporate the aspects/components necessary for reporting on this indicator. The monitoring of this indicator will be repeated at regular intervals of 3-5 years, allowing for 3 five year reporting points until the year 2030.</p>", "details": {}, "id": 17109136, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109136/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586690/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777740+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The computation of this indicator is mainly based on analysis of existing data sources including population and housing censuses and household surveys that contain information on all five components of slum: improved water, improved sanitation, durable housing, sufficient living area and secure tenure. Nationally representative household surveys, which typically collect information on water, sanitation and housing conditions, include Urban Inequities Surveys (UIS), Multiple Indicator Cluster Surveys (MICS), Demographic Health Surveys (DHS), World Health Surveys (WHS), Living Standards and Measurement Surveys (LSMS), Core Welfare Indicator Questionnaires (CWIQ), and other relevant surveys. National-level household surveys are generally conducted every 3-5 years in most developing countries, while censuses are generally conducted every 10 years. At the Global level, data will be assembled and compiled for international use and comparison by UN-Habitat and other partners. </p>", "old_state": -1 }, "id": 17109135, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109135/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680548/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777696+01:00", "action": 59, "target": "<h1>Fuentes de datos</h1>\n<h2>Fuentes y recolección de datos:</h2>\n<p>Los datos para los componentes de barrios marginales y asentamientos informales del indicador pueden calcularse a partir del censo y de las encuestas nacionales de hogares, incluidas las EDS y las MICS. Los datos para el componente de vivienda inadecuada pueden calcularse a través de las encuestas de ingresos y de hogares que recogen los gastos en vivienda.</p>\n<p>Al igual que todos los objetivos y metas de la Agenda 2030’ acordados, para medir el logro de este indicador será necesario movilizar los medios necesarios para realizar un seguimiento eficaz de los mismos, lo que exige la revitalización de las asociaciones con la participación de todos los países, todas las partes interesadas y todas las comunidades afectadas.</p>\n<p> Para los informes primarios, los proveedores de datos nacionales (especialmente las agencias estadísticas) desempeñarán un papel importante en la generación de datos primarios a través de censos y encuestas. Las estimaciones regionales y globales se derivarán de las cifras nacionales con el desglose adecuado. Se desarrollarán herramientas especializadas y se acordarán con las partes interesadas locales e internacionales. La garantía de calidad en el uso de las herramientas, el análisis y la presentación de informes se desplegará a nivel regional y mundial, para garantizar la uniformidad de las normas y la aplicación universal de las definiciones.</p>", "old": "<h1>Fuentes de datos</h1>\n<h2>Fuentes y recolección de datos:</h2>\n<p>Los datos para los componentes de barrios marginales y asentamientos informales del indicador pueden calcularse a partir del censo y de las encuestas nacionales de hogares, incluidas las EDS y las MICS. Los datos para el componente de vivienda inadecuada pueden calcularse a través de las encuestas de ingresos y de hogares que recogen los gastos en vivienda.</p>\n<p>Al igual que todos los objetivos y metas de la Agenda 2030’ acordados, para medir el logro de este indicador será necesario movilizar los medios necesarios para realizar un seguimiento eficaz de los mismos, lo que exige la revitalización de las asociaciones con la participación de todos los países, todas las partes interesadas y todas las comunidades afectadas.</p>\n<p> Para los informes primarios, los proveedores de datos nacionales (especialmente las agencias estadísticas) desempeñarán un papel importante en la generación de datos primarios a través de censos y encuestas. Las estimaciones regionales y globales se derivarán de las cifras nacionales con el desglose adecuado. Se desarrollarán herramientas especializadas y se acordarán con las partes interesadas locales e internacionales. La garantía de calidad en el uso de las herramientas, el análisis y la presentación de informes se desplegará a nivel regional y mundial, para garantizar la uniformidad de las normas y la aplicación universal de las definiciones.</p>", "details": { "state": 10, "source": "<p>Data for the slum/informal settlements components of the indicator can be computed from Census and national household surveys, including DHS and MICS. Data for the inadequate housing component can be computed through income and household surveys that capture housing expenditures.</p>\n<p>As per all the agreed Agenda 2030’s goals and targets, to measure the achievement of this indicator will require the mobilisation of means required to efficiently monitor them, calling for revitalised partnerships with the participation of all countries, all stakeholders and all communities concerned.</p>\n<p>For primary reporting, national data providers (especially the Statistical agencies) will play an important role generating the primary data through census and surveys. Regional and global estimates will be derived from national figures with appropriate disaggregation. Specialized tools will be developed and agreed upon with local and international stakeholders. Quality assurance on the use of the tools, analysis and reporting will be deployed regionally and globally, to ensure that standards are uniform and that definitions are universally applied.</p>", "old_state": 20 }, "id": 17109134, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109134/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680548/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777660+01:00", "action": 30, "target": "<p>Data for the slum/informal settlements components of the indicator can be computed from Census and national household surveys, including DHS and MICS. Data for the inadequate housing component can be computed through income and household surveys that capture housing expenditures.</p>\n<p>As per all the agreed Agenda 2030’s goals and targets, to measure the achievement of this indicator will require the mobilisation of means required to efficiently monitor them, calling for revitalised partnerships with the participation of all countries, all stakeholders and all communities concerned.</p>\n<p>For primary reporting, national data providers (especially the Statistical agencies) will play an important role generating the primary data through census and surveys. Regional and global estimates will be derived from national figures with appropriate disaggregation. Specialized tools will be developed and agreed upon with local and international stakeholders. Quality assurance on the use of the tools, analysis and reporting will be deployed regionally and globally, to ensure that standards are uniform and that definitions are universally applied.</p>", "old": "<h1>Data sources</h1>\n<h2>Sources and data collection:</h2>\n<p>Data for the slum/informal settlements components of the indicator can be computed from Census and national household surveys, including DHS and MICS. Data for the inadequate housing component can be computed through income and household surveys that capture housing expenditures.</p>\n<p>As per all the agreed Agenda 2030’s goals and targets, to measure the achievement of this indicator will require the mobilisation of means required to efficiently monitor them, calling for revitalised partnerships with the participation of all countries, all stakeholders and all communities concerned.</p>\n<p>For primary reporting, national data providers (especially the Statistical agencies) will play an important role generating the primary data through census and surveys. Regional and global estimates will be derived from national figures with appropriate disaggregation. Specialized tools will be developed and agreed upon with local and international stakeholders. Quality assurance on the use of the tools, analysis and reporting will be deployed regionally and globally, to ensure that standards are uniform and that definitions are universally applied.</p>", "details": {}, "id": 17109133, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109133/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586689/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.777576+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Proportion (percentage)</p>", "old_state": -1 }, "id": 17109132, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109132/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680525/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.776128+01:00", "action": 59, "target": "<h1>Conceptos y definiciones</h1>\n<p>La naturaleza del sector de vivienda, con sus instituciones, leyes y reglamentos, afecta a todos los aspectos de la economía de un país y tiene relación con prácticamente todos los sectores del desarrollo social. Las personas que viven en viviendas adecuadas gozan de mejor salud, tienen más posibilidades de mejorar su capital humano y aprovechan las oportunidades disponibles en los contextos urbanos. Al mismo tiempo, un sector de vivienda que funciona bien actúa como ‘multiplicador del desarrollo’ beneficiando a las industrias complementarias, contribuyendo al desarrollo económico, a la generación de empleo, a la prestación de servicios y a la reducción general de la pobreza. En general, por cada puesto de trabajo en el sector de la construcción de viviendas, se crean entre 1,5 y 2 puestos de trabajo adicionales en las industrias de materiales de construcción y otros insumos. Las contribuciones de la vivienda a la prosperidad urbana también son evidentes. La Iniciativa para la Prosperidad de las Ciudades de ONU-Hábitat revela que una vivienda inadecuada tiene efectos negativos en varias otras dimensiones de la prosperidad urbana. Los contextos urbanos con condiciones de vivienda por debajo de la media experimentan una peor equidad e inclusión, una menor seguridad urbana y oportunidades de subsistencia, y han descuidado la conectividad y la provisión de espacio público.</p>\n<p>La vivienda inadecuada sigue siendo, por tanto, un reto de sostenibilidad urbana global, pero también una oportunidad de desarrollo. Al mismo tiempo, el área temática de ‘vivienda adecuada’ y especialmente el término ‘barrios marginales’ - suelen estar muy politizados. Unas definiciones más matizadas de estos términos permitirían y apoyarían un debate más sólido y medido, un mayor compromiso de todas las partes interesadas clave y la elaboración de recomendaciones específicas para su aplicación en cada contexto y lugar. </p>\n<p>Hay una serie de términos interrelacionados con los que hay que lidiar al considerar un indicador para la meta 11.1 de los ODS. Entre ellos se encuentran la vivienda inadecuada y la asequibilidad de la vivienda, los asentamientos informales y los barrios marginales. </p>\n<p><strong><em>Asequibilidad de la vivienda</em></strong></p>\n<p>Uno de los desafíos más desalentadores de la urbanización a nivel mundial ha sido la provisión de viviendas adecuadas que la gente pueda pagar. Los resultados de la Muestra Mundial de Ciudades de las Naciones Unidas<sup><a href=\"#footnote-1\" id=\"footnote-ref-1\">[1]</a></sup> muestran que los habitantes de todos los tipos de centros urbanos no pueden permitirse ser propietarios de una vivienda o incluso costear de una vivienda de alquiler. En los países de bajos ingresos, por ejemplo, los hogares necesitan ahorrar el equivalente a casi ocho veces sus ingresos anuales para poder permitirse el precio de una vivienda estándar en su pueblo o ciudad. Si alquilan, los hogares tienen que destinar más del 25% de sus ingresos mensuales al pago del alquiler.<sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[2]</a></sup> </p>\n<p>El problema de la asequibilidad afecta tanto al mundo en desarrollo como al desarrollado. En América Latina, la elevada relación entre el precio de la vivienda y los ingresos y la inaccesibilidad de la financiación de la vivienda obligan a los hogares a recurrir a soluciones informales sin los beneficios de las normas de planificación y seguridad. En muchas partes del África subsahariana, menos del 10% de los hogares pueden permitirse una hipoteca incluso para la casa más barata de nueva construcción. De hecho, los hogares africanos tienen que hacer frente a unos costes de vivienda un 55% más elevados en relación con su PIB per cápita que en otras regiones.<sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[3]</a></sup> En muchos países europeos, las familias, especialmente los jóvenes, están gravemente cargadas de costes y tienen mucho menos que gastar en otras necesidades como la alimentación, la salud, el transporte y la ropa. En circunstancias extremas, los hogares se ven obligados a abandonar su vivienda por no poder pagarla. La actual crisis migratoria ha empeorado las condiciones de la vivienda en la región, una tendencia que parece que va a continuar en los próximos años.</p> \n<p><strong><em>Vivienda inadecuada, asentamientos informales y barrios marginales</em></strong></p> \n<p>Actualmente, se estima que 1.600 millones de personas viven en viviendas inadecuadas en todo el mundo, de las cuales 1.000 millones viven en barrios marginales y asentamientos informales<sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[4]</a></sup>. Esto significa que aproximadamente una de cada cuatro personas en las ciudades vive en condiciones que perjudican su salud, seguridad, prosperidad y oportunidades. La falta de acceso a los servicios básicos es una limitación común en los asentamientos informales y los barrios marginales: en todo el mundo, 2.400 millones de personas viven sin mejoras sanitarias y 2.000 millones se ven afectados por la escasez de agua. A pesar de la disminución del 39% al 30% de la población urbana que vive en asentamientos precarios entre 2000 y 2014, las cifras absolutas siguen creciendo: actualmente, se estima que una cuarta parte de la población urbana mundial vive en asentamientos precarios, 881 millones de residentes urbanos frente a 792 millones en 2000. Los hogares encabezados por mujeres jóvenes y niños suelen ser los más vulnerables a las condiciones inadecuadas de vivienda. La falta de vivienda es también un reto creciente y se estima que más de 100 millones de personas en todo el mundo no tienen hogar.<sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[5]</a></sup></p>\n<p>Los barrios marginales representan una de las formas más extremas de privación y exclusión y siguen siendo un factor crítico para la persistencia de la pobreza y la exclusión en el mundo – de hecho, un reto para la urbanización sostenible e inclusiva. Las investigaciones muestran que otras formas de pobreza urbana en forma de asentamientos informales se convierten cada vez más en un fenómeno mundial que se encuentra también en el mundo desarrollado.</p>\n<p>Al mismo tiempo, no todas las personas que viven en viviendas inadecuadas viven en barrios marginales, pero sí viven en condiciones muy inferiores en los contextos urbanos en los que se encuentran. La naturaleza de estas condiciones de vida insatisfactorias debe captarse y representarse mejor en los datos globales, de país y de ciudad para garantizar que se documente una imagen más sólida de la vivienda inadecuada. A la luz de esto, se proponen las siguientes definiciones.</p>\n<h2>Definición y concepto: </h2>\n<p>Conforme a la Agenda 2030, es necesario identificar y cuantificar la proporción de la población que vive en <strong>barrios marginales</strong>, <strong>asentamientos informales</strong> y los que viven en <strong>viviendas inadecuadas</strong>, con el fin de informar sobre el desarrollo de las políticas y los programas adecuados para garantizar el acceso de todos a una vivienda adecuada y la mejora de los barrios marginales.</p>\n<p> </p>\n<p><strong><em>Barrios marginales</em></strong></p>\n<p>En 2002, ONU-Hábitat, la División de Estadística de las Naciones Unidas y la Alianza de las Ciudades convocaron una reunión de un grupo de expertos para acordar una definición operativa de los asentamientos precarios que se utilizaría para medir el indicador de la meta 7.D del ODM 7. La definición acordada clasificaba un <em>‘hogar en un asentamiento precario’</em> como aquel en el que sus habitantes sufren <u>una o más</u> de las siguientes <em>‘privaciones en el hogar’</em>:</p>\n<ol>\n <li>Falta de acceso a una fuente de agua mejorada,</li>\n <li>Falta de acceso a instalaciones de saneamiento mejoradas,</li> \n <li>Falta de superficie habitable suficiente,</li>\n <li>Falta de durabilidad de la vivienda y,</li>\n <li>Falta de seguridad en la tenencia. </li> \n</ol>\n<p>Por extensión, el término <em>‘habitante de un barrio marginal’</em> se refiere a una persona que vive en un hogar que carece de cualquiera de los atributos anteriores.<sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[6]</a></sup></p>\n<p>Estos cinco componentes –todos ellos derivados de la definición de vivienda adecuada’se han utilizado desde entonces para la presentación de informes y el seguimiento de los ODM, como los datos primarios o secundarios medidos para determinar el número de habitantes de barrios marginales que viven en los países en desarrollo. También fueron la base para establecer la consecución de la Meta 7.D de los ODM. Para cada componente, los expertos acordaron las siguientes subdefiniciones:<sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[7]</a></sup></p>\n<p>1) <u>Acceso a agua mejorada</u> – Se considera que un hogar tiene acceso a agua potable mejorada si los miembros del hogar utilizan una instalación protegida de la contaminación exterior, en particular de las materias fecales’. Las fuentes de agua potable mejoradas incluyen: agua por tubería en la vivienda, la parcela o el patio; grifo/tubería pública que sirva a no más de 5 hogares; manantial protegido; recolección de agua de lluvia; agua embotellada (si la fuente secundaria también es mejorada); pozo de sondeo/tubería; y pozo excavado protegido.</p>\n<p>2) <u>Acceso a saneamiento mejorado</u> – Se considera que un hogar tiene acceso a saneamiento mejorado si los miembros del hogar tienen acceso a una instalación con un sistema de eliminación de excrementos que separa higiénicamente los desechos humanos del contacto humano. Las instalaciones mejoradas incluyen: inodoros o letrinas con cisterna conectadas a una alcantarilla, fosa séptica o pozo; letrina de pozo mejorada ventilada; letrina de pozo con una losa o plataforma, que cubre el pozo por completo; e inodoros/latinas de compostaje.</p>\n<p>3) <u>Superficie habitable suficiente/hacinamiento</u>– Una unidad de vivienda proporciona suficiente superficie habitable para los miembros del hogar si no hay más de tres personas que compartan la misma habitación habitable.<sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[8]</a></sup> Se han propuesto indicadores adicionales de hacinamiento: indicadores a nivel de área como la superficie habitable media por persona o el número de hogares por área. Además, los indicadores a nivel de unidad de vivienda, como el número de personas por cama o el número de niños menores de cinco años por habitación, también pueden ser viables. Sin embargo, se ha demostrado que el número de personas por habitación se correlaciona con los riesgos de salud adversos y es más común que se recoja a través de una encuesta de hogares.<sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[9]</a></sup> ONU-Hábitat cree que la definición, tal y como está, no refleja la experiencia práctica del hacinamiento y, como se indica a continuación, propone una alternativa. </p>\n<p><img\nsrc=\"data:image/png;base64,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\"></p>\n\n\n<p> 4) <>Calidad estructural/durabilidad de las viviendas</u> – Se considera que una vivienda es ‘duradera’ si está construida en un lugar no peligroso y tiene una estructura permanente y adecuada capaz de proteger a sus habitantes de las condiciones climáticas extremas como la lluvia, el calor, el frío y la humedad. Para determinar la calidad/durabilidad estructural de las viviendas se utilizan los siguientes criterios: permanencia de la estructura (material de construcción permanente para las paredes, el techo y el suelo; cumplimiento de los códigos de construcción; que la vivienda no esté en estado ruinoso; que la vivienda no necesite reparaciones importantes); y ubicación de la casa (ubicación peligrosa; que la vivienda no esté situada sobre o cerca de residuos tóxicos; que la vivienda no esté situada en una llanura de inundación; que la vivienda no esté situada en una pendiente pronunciada; que la vivienda no esté situada en un derecho de paso peligroso: ferrocarril, carretera, aeropuerto, líneas eléctricas). </p>\n<p>5) <u>Seguridad de la tenencia</u> – La seguridad de la tenencia es el derecho de todos los individuos y grupos a una protección efectiva por parte del Estado contra los desalojos forzosos. La seguridad de la tenencia se entiende como un conjunto de relaciones con respecto a la vivienda y la tierra, establecidas mediante el derecho estatutario o consuetudinario o mediante acuerdos informales o híbridos, que permiten vivir en el propio hogar con seguridad, paz y dignidad (A/HRC/25/54). Independientemente del tipo de tenencia, todas las personas con seguridad de tenencia tienen un estatus legal contra el desalojo ilegal arbitrario, el acoso y otras amenazas. Las personas tienen seguridad de tenencia cuando: hay evidencia de documentación que puede usarse como prueba del estatus de seguridad de tenencia; y, hay protección de facto o percibida contra los desalojos forzosos. Se han realizado importantes avances para integrar la medición de este componente en el cómputo de las personas que viven en barrios marginales.</p>\n<p><strong><em>Asentamientos informales</em></strong></p>\n<p>Los asentamientos informales suelen considerarse sinónimos de los barrios marginales, centrándose especialmente en la situación formal del suelo, la estructura y los servicios. Se definen en función de tres criterios principales, según el documento temático nº 22 de Hábitat III<sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[10]</a></sup>, que ya están contemplados en la definición de asentamientos precarios. Estos son: </p>\n<ol>\n <li><u>Los habitantes no tienen seguridad en la tenencia</u> de la tierra o de las viviendas que habitan, con modalidades que van desde la okupación hasta el alquiler informal de viviendas, </li>\n <li>Los <u>barrios suelen carecer, o estar aislados, de los servicios básicos formales</u> y de las infraestructuras de la ciudad, y </li>\n <li>Las <u>viviendas pueden no cumplir con la normativa vigente de planificación y construcción</u>, suelen estar situadas en zonas geográfica y ambientalmente peligrosas, y pueden carecer de permiso municipal.\n</li> \n</ol>\n<p>Los asentamientos informales pueden ser ocupados por todos los niveles de ingresos de los residentes urbanos, tanto ricos como pobres. </p>\n<p><strong><em>Vivienda inadecuada</em></strong></p>\n<p>El artículo 25 de la Declaración Universal de los Derechos Humanos incluye la vivienda como uno de los componentes del derecho a un nivel de vida adecuado para todos.<sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[11]</a></sup> El Comité de Derechos Económicos, Sociales y Culturales de las Naciones Unidas’ las observaciones generales nº 4 (1991) sobre el derecho a una vivienda adecuada y nº 7 (1997) sobre los desalojos forzosos han subrayado que el derecho a una vivienda adecuada debe considerarse como el derecho a vivir en algún lugar con seguridad, paz y dignidad. Para que una vivienda sea adecuada, debe proporcionar más de cuatro paredes y un techo y, como mínimo, cumplir los siguientes criterios: </p>\n<ol>\n <li><u>Seguridad jurídica de la tenencia</u>, que garantice la protección legal contra los desalojos forzosos, el acoso y otras amenazas; </li>\n <li><u>Disponibilidad de servicios, materiales, instalaciones e infraestructuras</u>, incluidos el agua potable, el saneamiento adecuado, la energía para cocinar, la calefacción, la iluminación, el almacenamiento de alimentos o la eliminación de residuos; </li>\n <li><u>Asequibilidad</u>, ya que la vivienda no es adecuada si su coste amenaza o compromete el disfrute de otros derechos humanos por parte de sus ocupantes; </li>\n <li><u>Habitabilidad</u>, ya que la vivienda no es adecuada si no garantiza la seguridad física o no proporciona un espacio adecuado, así como protección contra el frío, la humedad, el calor, la lluvia, el viento, otras amenazas para la salud y los peligros estructurales; </li>\n <li><u>Accesibilidad</u>, ya que la vivienda no es adecuada si no se tienen en cuenta las necesidades específicas de los grupos desfavorecidos y marginados (como los pobres, las personas que sufren discriminación; las personas con discapacidad, las víctimas de desastres naturales); </li>\n <li><u>Ubicación</u>, ya que la vivienda no es adecuada si está aislada de las oportunidades de empleo, de los servicios de atención sanitaria, de las escuelas, de las guarderías y de otros servicios sociales, o si está situada en lugares peligrosos o contaminados o en la proximidad inmediata de fuentes de contaminación; y</li>\n <li><u>Adecuación cultural</u>, ya que la vivienda no es adecuada si no respeta y tiene en cuenta la expresión de la identidad cultural y las formas de vida.</li>\n\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Cuadro 1. Criterios que definen los barrios marginales, los asentamientos informales y las viviendas inadecuadas</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Los vagos</p>\n </td>\n <td>\n <p>Asentamientos informales</p>\n </td>\n <td>\n <p>Vivienda inadecuada</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Acceso a agua</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Acceso a saneamiento</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Superficie habitable suficiente, hacinamiento</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Calidad estructural, durabilidad y ubicación</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Seguridad de la tenencia</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Asequibilidad</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Accesibilidad</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Adecuación cultural</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-1\">1</sup><p> ONU-Hábitat (2016). Fundamentos de la urbanización. Base de evidencias para la elaboración de políticas. Nairobi: ONU-Hábitat <a href=\"#footnote-ref-1\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-2\">2</sup><p> Ibid <a href=\"#footnote-ref-2\">↑</a></p></div><sup class=\"footnote-number\" id=\"footnote-3\">3</sup><p> Banco Mundial, 2017. Africa’s Ciudades: Abriendo puertas al mundo. <a href=\"#footnote-ref-3\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-4\">4</sup><p> ONU-Hábitat (2016). Informe sobre las ciudades del mundo. ONU-Hábitat (2005). Financiación de la vivienda. <a href=\"#footnote-ref-4\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-5\">5</sup><p> ONU-Hábitat (2005). Financiación de la vivienda urbana: Informe mundial sobre los asentamientos humanos 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-5\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-6\">6</sup><p> UN-Habitat (2003), Barrios Marginales del Mundo: El rostro de la pobreza urbana en el nuevo milenio; <<a href=\"https://d.docs.live.net/c8f087e0e47b6917/Desktop/Employment/WB/WB%20Metadata%20Project/2.%20Phase%202/Metadata/Tier%201-Phase%202/mirror.unhabitat.org/pmss/getElectronicVersion.aspx? nr=1124&alt=1\">mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1</a>> <a href=\"#footnote-ref-6\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-7\">7</sup><p> Naciones Unidas (2007), Indicadores de desarrollo sostenible: Directrices y metodologías. Tercera edición, Naciones Unidas, Nueva York; <<a href=\"https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&\">https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&</a>>; ONU-Hábitat (2003), Barrios Marginales del Mundo: El rostro de la pobreza urbana en el nuevo milenio. <a href=\"#footnote-ref-7\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-8\">8</sup><p> El consejo original del EGM’s consideraba un rango de menos de tres a cuatro personas por habitación habitable. Cuando este indicador se puso en marcha durante el seguimiento de la meta 7.D del ODM 7, el hacinamiento se fijó en un máximo de tres personas por habitación habitable (‘mínimo de cuatro metros cuadrados,’ <<a href=\"http://mdgs.un.org/unsd/mdg/Metadata.aspx\">http://mdgs.un.org/unsd/mdg/Metadata.aspx</a>>). <a href=\"#footnote-ref-8\">↑<a></p><div><sup class=\"footnote-number\" id=\"footnote-9\">9</sup><p> ONU-Hábitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-9\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-10\">10</sup><p> Naciones Unidas (2015), Conferencia sobre la Vivienda y el Desarrollo Urbano Sostenible – Hábitat III, Issue Paper No. 22 on Informal Settlements; ONU-Hábitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-10\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-11\">11</sup><p> Artículo 25 (1) “ Toda persona tiene derecho a un nivel de vida adecuado que le asegure, así como a su familia, la salud y el bienestar, y en especial la alimentación, la vestimenta, la vivienda, la asistencia médica y los servicios sociales necesarios; tiene asimismo derecho a los seguros en caso de desempleo, enfermedad, invalidez, viudez, vejez u otros casos de pérdida de sus medios de subsistencia por circunstancias independientes de su voluntad. ” <a href=\"#footnote-ref-11\">↑</a></p><div></div>", "old": "<h1>Conceptos y definiciones</h1>\n<p>La naturaleza del sector de vivienda, con sus instituciones, leyes y reglamentos, afecta a todos los aspectos de la economía de un país y tiene relación con prácticamente todos los sectores del desarrollo social. Las personas que viven en viviendas adecuadas gozan de mejor salud, tienen más posibilidades de mejorar su capital humano y aprovechan las oportunidades disponibles en los contextos urbanos. Al mismo tiempo, un sector de vivienda que funciona bien actúa como ‘multiplicador del desarrollo’ beneficiando a las industrias complementarias, contribuyendo al desarrollo económico, a la generación de empleo, a la prestación de servicios y a la reducción general de la pobreza. En general, por cada puesto de trabajo en el sector de la construcción de viviendas, se crean entre 1,5 y 2 puestos de trabajo adicionales en las industrias de materiales de construcción y otros insumos. Las contribuciones de la vivienda a la prosperidad urbana también son evidentes. La Iniciativa para la Prosperidad de las Ciudades de ONU-Hábitat revela que una vivienda inadecuada tiene efectos negativos en varias otras dimensiones de la prosperidad urbana. Los contextos urbanos con condiciones de vivienda por debajo de la media experimentan una peor equidad e inclusión, una menor seguridad urbana y oportunidades de subsistencia, y han descuidado la conectividad y la provisión de espacio público.</p>\n<p>La vivienda inadecuada sigue siendo, por tanto, un reto de sostenibilidad urbana global, pero también una oportunidad de desarrollo. Al mismo tiempo, el área temática de ‘vivienda adecuada’ y especialmente el término ‘barrios marginales’ - suelen estar muy politizados. Unas definiciones más matizadas de estos términos permitirían y apoyarían un debate más sólido y medido, un mayor compromiso de todas las partes interesadas clave y la elaboración de recomendaciones específicas para su aplicación en cada contexto y lugar. </p>\n<p>Hay una serie de términos interrelacionados con los que hay que lidiar al considerar un indicador para la meta 11.1 de los ODS. Entre ellos se encuentran la vivienda inadecuada y la asequibilidad de la vivienda, los asentamientos informales y los barrios marginales. </p>\n<p><strong><em>Asequibilidad de la vivienda</em></strong></p>\n<p>Uno de los desafíos más desalentadores de la urbanización a nivel mundial ha sido la provisión de viviendas adecuadas que la gente pueda pagar. Los resultados de la Muestra Mundial de Ciudades de las Naciones Unidas<sup><a href=\"#footnote-1\" id=\"footnote-ref-1\">[1]</a></sup> muestran que los habitantes de todos los tipos de centros urbanos no pueden permitirse ser propietarios de una vivienda o incluso costear de una vivienda de alquiler. En los países de bajos ingresos, por ejemplo, los hogares necesitan ahorrar el equivalente a casi ocho veces sus ingresos anuales para poder permitirse el precio de una vivienda estándar en su pueblo o ciudad. Si alquilan, los hogares tienen que destinar más del 25% de sus ingresos mensuales al pago del alquiler.<sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[2]</a></sup> </p>\n<p>El problema de la asequibilidad afecta tanto al mundo en desarrollo como al desarrollado. En América Latina, la elevada relación entre el precio de la vivienda y los ingresos y la inaccesibilidad de la financiación de la vivienda obligan a los hogares a recurrir a soluciones informales sin los beneficios de las normas de planificación y seguridad. En muchas partes del África subsahariana, menos del 10% de los hogares pueden permitirse una hipoteca incluso para la casa más barata de nueva construcción. De hecho, los hogares africanos tienen que hacer frente a unos costes de vivienda un 55% más elevados en relación con su PIB per cápita que en otras regiones.<sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[3]</a></sup> En muchos países europeos, las familias, especialmente los jóvenes, están gravemente cargadas de costes y tienen mucho menos que gastar en otras necesidades como la alimentación, la salud, el transporte y la ropa. En circunstancias extremas, los hogares se ven obligados a abandonar su vivienda por no poder pagarla. La actual crisis migratoria ha empeorado las condiciones de la vivienda en la región, una tendencia que parece que va a continuar en los próximos años.</p> \n<p><strong><em>Vivienda inadecuada, asentamientos informales y barrios marginales</em></strong></p> \n<p>Actualmente, se estima que 1.600 millones de personas viven en viviendas inadecuadas en todo el mundo, de las cuales 1.000 millones viven en barrios marginales y asentamientos informales<sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[4]</a></sup>. Esto significa que aproximadamente una de cada cuatro personas en las ciudades vive en condiciones que perjudican su salud, seguridad, prosperidad y oportunidades. La falta de acceso a los servicios básicos es una limitación común en los asentamientos informales y los barrios marginales: en todo el mundo, 2.400 millones de personas viven sin mejoras sanitarias y 2.000 millones se ven afectados por la escasez de agua. A pesar de la disminución del 39% al 30% de la población urbana que vive en asentamientos precarios entre 2000 y 2014, las cifras absolutas siguen creciendo: actualmente, se estima que una cuarta parte de la población urbana mundial vive en asentamientos precarios, 881 millones de residentes urbanos frente a 792 millones en 2000. Los hogares encabezados por mujeres jóvenes y niños suelen ser los más vulnerables a las condiciones inadecuadas de vivienda. La falta de vivienda es también un reto creciente y se estima que más de 100 millones de personas en todo el mundo no tienen hogar.<sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[5]</a></sup></p>\n<p>Los barrios marginales representan una de las formas más extremas de privación y exclusión y siguen siendo un factor crítico para la persistencia de la pobreza y la exclusión en el mundo – de hecho, un reto para la urbanización sostenible e inclusiva. Las investigaciones muestran que otras formas de pobreza urbana en forma de asentamientos informales se convierten cada vez más en un fenómeno mundial que se encuentra también en el mundo desarrollado.</p>\n<p>Al mismo tiempo, no todas las personas que viven en viviendas inadecuadas viven en barrios marginales, pero sí viven en condiciones muy inferiores en los contextos urbanos en los que se encuentran. La naturaleza de estas condiciones de vida insatisfactorias debe captarse y representarse mejor en los datos globales, de país y de ciudad para garantizar que se documente una imagen más sólida de la vivienda inadecuada. A la luz de esto, se proponen las siguientes definiciones.</p>\n<h2>Definición y concepto: </h2>\n<p>Conforme a la Agenda 2030, es necesario identificar y cuantificar la proporción de la población que vive en <strong>barrios marginales</strong>, <strong>asentamientos informales</strong> y los que viven en <strong>viviendas inadecuadas</strong>, con el fin de informar sobre el desarrollo de las políticas y los programas adecuados para garantizar el acceso de todos a una vivienda adecuada y la mejora de los barrios marginales.</p>\n<p> </p>\n<p><strong><em>Barrios marginales</em></strong></p>\n<p>En 2002, ONU-Hábitat, la División de Estadística de las Naciones Unidas y la Alianza de las Ciudades convocaron una reunión de un grupo de expertos para acordar una definición operativa de los asentamientos precarios que se utilizaría para medir el indicador de la meta 7.D del ODM 7. La definición acordada clasificaba un <em>‘hogar en un asentamiento precario’</em> como aquel en el que sus habitantes sufren <u>una o más</u> de las siguientes <em>‘privaciones en el hogar’</em>:</p>\n<ol>\n <li>Falta de acceso a una fuente de agua mejorada,</li>\n <li>Falta de acceso a instalaciones de saneamiento mejoradas,</li> \n <li>Falta de superficie habitable suficiente,</li>\n <li>Falta de durabilidad de la vivienda y,</li>\n <li>Falta de seguridad en la tenencia. </li> \n</ol>\n<p>Por extensión, el término <em>‘habitante de un barrio marginal’</em> se refiere a una persona que vive en un hogar que carece de cualquiera de los atributos anteriores.<sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[6]</a></sup></p>\n<p>Estos cinco componentes –todos ellos derivados de la definición de vivienda adecuada’se han utilizado desde entonces para la presentación de informes y el seguimiento de los ODM, como los datos primarios o secundarios medidos para determinar el número de habitantes de barrios marginales que viven en los países en desarrollo. También fueron la base para establecer la consecución de la Meta 7.D de los ODM. Para cada componente, los expertos acordaron las siguientes subdefiniciones:<sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[7]</a></sup></p>\n<p>1) <u>Acceso a agua mejorada</u> – Se considera que un hogar tiene acceso a agua potable mejorada si los miembros del hogar utilizan una instalación protegida de la contaminación exterior, en particular de las materias fecales’. Las fuentes de agua potable mejoradas incluyen: agua por tubería en la vivienda, la parcela o el patio; grifo/tubería pública que sirva a no más de 5 hogares; manantial protegido; recolección de agua de lluvia; agua embotellada (si la fuente secundaria también es mejorada); pozo de sondeo/tubería; y pozo excavado protegido.</p>\n<p>2) <u>Acceso a saneamiento mejorado</u> – Se considera que un hogar tiene acceso a saneamiento mejorado si los miembros del hogar tienen acceso a una instalación con un sistema de eliminación de excrementos que separa higiénicamente los desechos humanos del contacto humano. Las instalaciones mejoradas incluyen: inodoros o letrinas con cisterna conectadas a una alcantarilla, fosa séptica o pozo; letrina de pozo mejorada ventilada; letrina de pozo con una losa o plataforma, que cubre el pozo por completo; e inodoros/latinas de compostaje.</p>\n<p>3) <u>Superficie habitable suficiente/hacinamiento</u>– Una unidad de vivienda proporciona suficiente superficie habitable para los miembros del hogar si no hay más de tres personas que compartan la misma habitación habitable.<sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[8]</a></sup> Se han propuesto indicadores adicionales de hacinamiento: indicadores a nivel de área como la superficie habitable media por persona o el número de hogares por área. Además, los indicadores a nivel de unidad de vivienda, como el número de personas por cama o el número de niños menores de cinco años por habitación, también pueden ser viables. Sin embargo, se ha demostrado que el número de personas por habitación se correlaciona con los riesgos de salud adversos y es más común que se recoja a través de una encuesta de hogares.<sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[9]</a></sup> ONU-Hábitat cree que la definición, tal y como está, no refleja la experiencia práctica del hacinamiento y, como se indica a continuación, propone una alternativa. </p>\n<p><img\nsrc=\"data:image/png;base64,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\"></p>\n\n\n<p> 4) <>Calidad estructural/durabilidad de las viviendas</u> – Se considera que una vivienda es ‘duradera’ si está construida en un lugar no peligroso y tiene una estructura permanente y adecuada capaz de proteger a sus habitantes de las condiciones climáticas extremas como la lluvia, el calor, el frío y la humedad. Para determinar la calidad/durabilidad estructural de las viviendas se utilizan los siguientes criterios: permanencia de la estructura (material de construcción permanente para las paredes, el techo y el suelo; cumplimiento de los códigos de construcción; que la vivienda no esté en estado ruinoso; que la vivienda no necesite reparaciones importantes); y ubicación de la casa (ubicación peligrosa; que la vivienda no esté situada sobre o cerca de residuos tóxicos; que la vivienda no esté situada en una llanura de inundación; que la vivienda no esté situada en una pendiente pronunciada; que la vivienda no esté situada en un derecho de paso peligroso: ferrocarril, carretera, aeropuerto, líneas eléctricas). </p>\n<p>5) <u>Seguridad de la tenencia</u> – La seguridad de la tenencia es el derecho de todos los individuos y grupos a una protección efectiva por parte del Estado contra los desalojos forzosos. La seguridad de la tenencia se entiende como un conjunto de relaciones con respecto a la vivienda y la tierra, establecidas mediante el derecho estatutario o consuetudinario o mediante acuerdos informales o híbridos, que permiten vivir en el propio hogar con seguridad, paz y dignidad (A/HRC/25/54). Independientemente del tipo de tenencia, todas las personas con seguridad de tenencia tienen un estatus legal contra el desalojo ilegal arbitrario, el acoso y otras amenazas. Las personas tienen seguridad de tenencia cuando: hay evidencia de documentación que puede usarse como prueba del estatus de seguridad de tenencia; y, hay protección de facto o percibida contra los desalojos forzosos. Se han realizado importantes avances para integrar la medición de este componente en el cómputo de las personas que viven en barrios marginales.</p>\n<p><strong><em>Asentamientos informales</em></strong></p>\n<p>Los asentamientos informales suelen considerarse sinónimos de los barrios marginales, centrándose especialmente en la situación formal del suelo, la estructura y los servicios. Se definen en función de tres criterios principales, según el documento temático nº 22 de Hábitat III<sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[10]</a></sup>, que ya están contemplados en la definición de asentamientos precarios. Estos son: </p>\n<ol>\n <li><u>Los habitantes no tienen seguridad en la tenencia</u> de la tierra o de las viviendas que habitan, con modalidades que van desde la okupación hasta el alquiler informal de viviendas, </li>\n <li>Los <u>barrios suelen carecer, o estar aislados, de los servicios básicos formales</u> y de las infraestructuras de la ciudad, y </li>\n <li>Las <u>viviendas pueden no cumplir con la normativa vigente de planificación y construcción</u>, suelen estar situadas en zonas geográfica y ambientalmente peligrosas, y pueden carecer de permiso municipal.\n</li> \n</ol>\n<p>Los asentamientos informales pueden ser ocupados por todos los niveles de ingresos de los residentes urbanos, tanto ricos como pobres. </p>\n<p><strong><em>Vivienda inadecuada</em></strong></p>\n<p>El artículo 25 de la Declaración Universal de los Derechos Humanos incluye la vivienda como uno de los componentes del derecho a un nivel de vida adecuado para todos.<sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[11]</a></sup> El Comité de Derechos Económicos, Sociales y Culturales de las Naciones Unidas’ las observaciones generales nº 4 (1991) sobre el derecho a una vivienda adecuada y nº 7 (1997) sobre los desalojos forzosos han subrayado que el derecho a una vivienda adecuada debe considerarse como el derecho a vivir en algún lugar con seguridad, paz y dignidad. Para que una vivienda sea adecuada, debe proporcionar más de cuatro paredes y un techo y, como mínimo, cumplir los siguientes criterios: </p>\n<ol>\n <li><u>Seguridad jurídica de la tenencia</u>, que garantice la protección legal contra los desalojos forzosos, el acoso y otras amenazas; </li>\n <li><u>Disponibilidad de servicios, materiales, instalaciones e infraestructuras</u>, incluidos el agua potable, el saneamiento adecuado, la energía para cocinar, la calefacción, la iluminación, el almacenamiento de alimentos o la eliminación de residuos; </li>\n <li><u>Asequibilidad</u>, ya que la vivienda no es adecuada si su coste amenaza o compromete el disfrute de otros derechos humanos por parte de sus ocupantes; </li>\n <li><u>Habitabilidad</u>, ya que la vivienda no es adecuada si no garantiza la seguridad física o no proporciona un espacio adecuado, así como protección contra el frío, la humedad, el calor, la lluvia, el viento, otras amenazas para la salud y los peligros estructurales; </li>\n <li><u>Accesibilidad</u>, ya que la vivienda no es adecuada si no se tienen en cuenta las necesidades específicas de los grupos desfavorecidos y marginados (como los pobres, las personas que sufren discriminación; las personas con discapacidad, las víctimas de desastres naturales); </li>\n <li><u>Ubicación</u>, ya que la vivienda no es adecuada si está aislada de las oportunidades de empleo, de los servicios de atención sanitaria, de las escuelas, de las guarderías y de otros servicios sociales, o si está situada en lugares peligrosos o contaminados o en la proximidad inmediata de fuentes de contaminación; y</li>\n <li><u>Adecuación cultural</u>, ya que la vivienda no es adecuada si no respeta y tiene en cuenta la expresión de la identidad cultural y las formas de vida.</li>\n\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Cuadro 1. Criterios que definen los barrios marginales, los asentamientos informales y las viviendas inadecuadas</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Los vagos</p>\n </td>\n <td>\n <p>Asentamientos informales</p>\n </td>\n <td>\n <p>Vivienda inadecuada</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Acceso a agua</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Acceso a saneamiento</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Superficie habitable suficiente, hacinamiento</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Calidad estructural, durabilidad y ubicación</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Seguridad de la tenencia</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Asequibilidad</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Accesibilidad</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>Adecuación cultural</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-1\">1</sup><p> ONU-Hábitat (2016). Fundamentos de la urbanización. Base de evidencias para la elaboración de políticas. Nairobi: ONU-Hábitat <a href=\"#footnote-ref-1\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-2\">2</sup><p> Ibid <a href=\"#footnote-ref-2\">↑</a></p></div><sup class=\"footnote-number\" id=\"footnote-3\">3</sup><p> Banco Mundial, 2017. Africa’s Ciudades: Abriendo puertas al mundo. <a href=\"#footnote-ref-3\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-4\">4</sup><p> ONU-Hábitat (2016). Informe sobre las ciudades del mundo. ONU-Hábitat (2005). Financiación de la vivienda. <a href=\"#footnote-ref-4\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-5\">5</sup><p> ONU-Hábitat (2005). Financiación de la vivienda urbana: Informe mundial sobre los asentamientos humanos 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-5\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-6\">6</sup><p> UN-Habitat (2003), Barrios Marginales del Mundo: El rostro de la pobreza urbana en el nuevo milenio; <<a href=\"https://d.docs.live.net/c8f087e0e47b6917/Desktop/Employment/WB/WB%20Metadata%20Project/2.%20Phase%202/Metadata/Tier%201-Phase%202/mirror.unhabitat.org/pmss/getElectronicVersion.aspx? nr=1124&alt=1\">mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1</a>> <a href=\"#footnote-ref-6\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-7\">7</sup><p> Naciones Unidas (2007), Indicadores de desarrollo sostenible: Directrices y metodologías. Tercera edición, Naciones Unidas, Nueva York; <<a href=\"https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&\">https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&</a>>; ONU-Hábitat (2003), Barrios Marginales del Mundo: El rostro de la pobreza urbana en el nuevo milenio. <a href=\"#footnote-ref-7\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-8\">8</sup><p> El consejo original del EGM’s consideraba un rango de menos de tres a cuatro personas por habitación habitable. Cuando este indicador se puso en marcha durante el seguimiento de la meta 7.D del ODM 7, el hacinamiento se fijó en un máximo de tres personas por habitación habitable (‘mínimo de cuatro metros cuadrados,’ <<a href=\"http://mdgs.un.org/unsd/mdg/Metadata.aspx\">http://mdgs.un.org/unsd/mdg/Metadata.aspx</a>>). <a href=\"#footnote-ref-8\">↑<a></p><div><sup class=\"footnote-number\" id=\"footnote-9\">9</sup><p> ONU-Hábitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-9\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-10\">10</sup><p> Naciones Unidas (2015), Conferencia sobre la Vivienda y el Desarrollo Urbano Sostenible – Hábitat III, Issue Paper No. 22 on Informal Settlements; ONU-Hábitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-10\">↑</a></p><div><sup class=\"footnote-number\" id=\"footnote-11\">11</sup><p> Artículo 25 (1) “ Toda persona tiene derecho a un nivel de vida adecuado que le asegure, así como a su familia, la salud y el bienestar, y en especial la alimentación, la vestimenta, la vivienda, la asistencia médica y los servicios sociales necesarios; tiene asimismo derecho a los seguros en caso de desempleo, enfermedad, invalidez, viudez, vejez u otros casos de pérdida de sus medios de subsistencia por circunstancias independientes de su voluntad. ” <a href=\"#footnote-ref-11\">↑</a></p><div></div>", "details": { "state": 10, "source": "<p>The nature of the housing sector with its institutions, laws and regulations, is one that touches every single aspect of the economy of a country and has interface with practically every social development sector. People living in adequate homes have better health, higher chances to improve their human capital and seize the opportunities available in urban contexts. At the same time, a housing sector that performs well acts as a ‘development multiplier’ benefiting complementary industries, contributing to economic development, employment generation, service provision and overall poverty reduction. </p>\n<p>Broadly, for every job in the house-building sector, an additional 1.5 to 2 jobs are generally created in the construction materials and other input industries. The contributions of housing to urban prosperity are also evident. The UN-Habitat City Prosperity Initiative reveals indicates that inadequate housing has negative effects on several other dimensions of urban prosperity. Urban contexts with housing conditions below average experience poorer equity and inclusion, reduced urban safety and livelihood opportunities, and have neglected connectivity and provision of public space.</p>\n<p>Inadequate housing thus remains a global urban sustainability challenge, but also development opportunity. At the same time, the thematic area of ‘adequate housing’ and especially the term ‘slums’ - are often highly politicized. More nuanced definitions of these terms would enable and support a more robust and measured debate, greater engagement by all key stakeholders and the development of specific recommendations for application within each context and place. </p>\n<p>There are a number of interrelated terms that must be grappled with when considering an indicator for the SDG Target 11.1. They include inadequate housing and housing affordability, informal settlements and slums. </p>\n<p><em>Housing affordability</em></p>\n<p>One of the most daunting challenges of urbanization globally has been the provision of adequate housing that people can afford. Findings from the UN Global Sample of Cities<sup><sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[1]</a></sup></sup> show that people across all types of urban centres are not able to afford home ownership or even the cost of rental housing. In low-income countries for example, households need to save the equivalent of nearly eight times their annual household income in order to be able to afford the price of a standard house in their town or city. If they rent, households have to commit more than 25 per cent of their monthly income to rent payments.<sup><sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[2]</a></sup></sup> </p>\n<p>The affordability issue is affecting the developing and developed worlds alike. In Latin America, high house price-to-income ratio and inaccessible housing finance compel households to resort to informal solutions without the benefits of planning and safety regulations. In many parts of Sub-Saharan Africa, less than 10 per cent of households are able to afford a mortgage for even the cheapest newly built house. In fact, African households face 55 per cent higher housing costs relative to their per capita GDP than in other regions.<sup><sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[3]</a></sup></sup> In many European countries, families, especially the youth, are severely cost burdened and have much less to spend on other necessities such as food, health, transport and clothing. In extreme circumstances, households are forced to leave their accommodation because of the inability to pay. The current migration crisis has worsened housing conditions in the region, a trend that seems set to continue in the next few years.</p>\n<p><em>Inadequate housing, informal settlements and slums</em></p>\n<p>Today, an estimated 1.6 billion people live in inadequate housing globally, of which 1 billion live in slums and informal settlements<sup><sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[4]</a></sup></sup>. This means that about one in four people in cities live in conditions that harm their health, safety, prosperity and opportunities. Lack of access to basic services is a common constraint in informal settlements and slums: worldwide 2.4 billion people live without improved sanitation and 2 billion are affected by water stress. In spite of a decrease from 39 to 30 per cent of urban population living in slums between 2000 and 2014, absolute numbers continue to grow: currently, one quarter of the world’s urban population is estimated to live in slums, 881 million urban residents as opposed to 792 million in 2000. Young women- and children-headed households are often the most vulnerable to inadequate housing conditions. Homelessness is also a growing challenge and it is estimated that more than 100 million people worldwide are homeless.<sup><sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[5]</a></sup></sup></p>\n<p>Slums represent one of the most extreme forms of deprivation and exclusion and remain a critical factor for the persistence of poverty and exclusion in the world – indeed a challenge for sustainable and inclusive urbanization. Research shows that other forms of urban poverty in the form of informal settlements increasingly become a worldwide phenomenon found also in the developed world.</p>\n<p>At the same time, not all people who live in inadequate housing live in slums but are nonetheless living in very substandard conditions in the urban contexts in which they are situated. The nature of these unsatisfactory living conditions must be captured and better represented in the global, country and city-level data to ensure a more robust picture of inadequate housing is documented. In light of this, the following definitions are proposed.</p>\n<p><strong>Definition and concept: </strong></p>\n<p>As per the 2030 Agenda, it is necessary to identify and quantify the proportion of the population that live in<strong> slums, informal settlements</strong> and those living in <strong>inadequate housing</strong> in order to inform the development of the appropriate policies and programmes for ensuring access for all to adequate housing and the upgrading of slums. </p>\n<p><strong>a. Slums </strong>– An expert group meeting was convened in 2002 by UN-Habitat, the United Nations Statistics Division and the Cities Alliance to agree on an operational definition for slums to be used for measuring the indicator of MDG 7 Target 7.D. The agreed definition classified a <em>‘slum household’</em> as one in which the inhabitants suffer <u>one or more</u> of the following <em>‘household deprivations’</em>:</p>\n<ol>\n <li>Lack of access to improved water source,</li>\n <li>Lack of access to improved sanitation facilities, </li>\n <li>Lack of sufficient living area, </li>\n <li>Lack of housing durability and,</li>\n <li>Lack of security of tenure. </li>\n</ol>\n<p>By extension, the term <em>‘slum dweller’</em> refers to a person living in a household that lacks any of the above attributes.<sup><sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[6]</a></sup></sup></p>\n<p>These five components –all derived from the adequate housing’s definition have been used ever since for reporting and tracking of the MDGs, as the primary or secondary data measured to determine the number of slum dwellers living in developing countries. They were also the basis to establish the successful achievement of MDG Target 7.D. For each component, the experts agreed with the following sub-definitions:<sup><sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[7]</a></sup></sup></p>\n<p>1) <u>Access to improved water</u> – A household is considered to have access to improved drinking water if the household members use a facility that is protected from outside contamination, in particular from faecal matters’ contamination. Improved drinking water sources include: piped water into dwelling, plot or yard; public tap/stand pipe serving no more than 5 households; protected spring; rainwater collection; bottled water (if secondary source is also improved); bore hole/tube well; and, protected dug well.</p>\n<p>2) <u>Access to improved sanitation</u> – A household is considered to have access to improved sanitation if household members have access to a facility with an excreta disposal system that hygienically separates human waste from human contact. Improved facilities include: flush/pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform, which covers the pit entirely; and, composting toilets/latrines.</p>\n<p>3) <u>Sufficient living area</u> /overcrowding– A dwelling unit provides sufficient living area for the household members if not more than three people share the same habitable room.<sup><sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[8]</a></sup></sup> Additional indicators of overcrowding have been proposed: area-level indicators such as average in-house living area per person or the number of households per area. Additionally, housing-unit level indicators such as the number of persons per bed or the number of children under five per room may also be viable. However, the number of persons per room has been shown to correlate with adverse health risks and is more commonly collected through household survey.<sup><sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[9]</a></sup></sup>. UN-Habitat believes that the definition as it stands does not reflect the practical experience of overcrowding and as noted below, is proposing an alternative. </p>\n<p><img src=\"data:image/jpeg;base64,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\"></p>\n<p>Figure 1- Example of Overcrowding</p>\n<p>4) <u>Structural quality/durability of dwellings</u> – A house is considered as ‘durable’ if it is built on a non-hazardous location and has a permanent and adequate structure able to protect its inhabitants from the extremes of climatic conditions such as rain, heat, cold, and humidity. The following criteria are used to determine the structural quality/durability of dwellings: permanency of structure (permanent building material for the walls, roof and floor; compliance with building codes; the dwelling is not in a dilapidated state; the dwelling is not in need of major repair); and location of house (hazardous location; the dwelling is not located on or near toxic waste; the dwelling is not located in a flood plain; the dwelling is not located on a steep slope; the dwelling is not located in a dangerous right of way: rail, highway, airport, power lines).</p>\n<p>5) <u>Security of tenure</u> – Secure tenure is the right of all individuals and groups to effective protection by the State against forced evictions. Security of tenure is understood as a set of relationships with respect to housing and land, established through statutory or customary law or informal or hybrid arrangements, that enables one to live in one’s home with security, peace and dignity (A/HRC/25/54). Regardless of the type of tenure, all persons with security of tenure have a legal status against arbitrary unlawful eviction, harassment and other threats. People have secure tenure when: there is evidence of documentation that can be used as proof of secure tenure status; and, there is either de facto or perceived protection from forced evictions. Important progress has been made to integrate the measurement of this component into the computation of the people living in slums.</p>\n<p><em>Informal Settlements </em></p>\n<p>b. Informal Settlements<strong> </strong>– Informal settlements are usually seen as synonymous of slums, with a particular focus on the formal status of land, structure and services. They are defined by three main criteria, according to Habitat III Issue Paper #22<sup><sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[10]</a></sup></sup>, which are already covered in the definition of slums. These are: </p>\n<ol>\n <li><u>Inhabitants have no security of tenure</u> vis-à-vis the land or dwellings they inhabit, with modalities ranging from squatting to informal rental housing, </li>\n <li>The <u>neighbourhoods usually lack, or are cut off from, formal basic services</u> and city infrastructure, and </li>\n <li>The <u>housing may not comply with current planning and building regulations</u>, is often situated in geographically and environmentally hazardous areas, and may lack a municipal permit. </li>\n</ol>\n<p>Informal settlements can be occupied by all income levels of urban residents, affluent and poor. </p>\n<p><em>Inadequate Housing</em></p>\n<p>c. Inadequate Housing – Article 25 of the Universal Declaration of Human Rights includes housing as one of the components of the right to adequate standards of living for all.<sup><sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[11]</a></sup></sup> The United Nations Committee on Economic, Social and Cultural Rights’ general comments No.4 (1991) on the right to adequate housing and No.7 (1997) on forced evictions have underlined that the right to adequate housing should be seen as the right to live somewhere in security, peace and dignity. For housing to be adequate, it must provide more than four walls and a roof, and at a minimum, meet the following criteria: </p>\n<ol>\n <li><u>Legal security of tenure</u>, which guarantees legal protection against forced evictions, harassment and other threats; </li>\n <li><u>Availability of services, materials, facilities and infrastructure</u>, including safe drinking water, adequate sanitation, energy for cooking, heating, lighting, food storage or refuse disposal; </li>\n <li><u>Affordability</u>, as housing is not adequate if its cost threatens or compromises the occupants’ enjoyment of other human rights; </li>\n <li><u>Habitability</u>, as housing is not adequate if it does not guarantee physical safety or provide adequate space, as well as protection against the cold, damp, heat, rain, wind, other threats to health and structural hazards; </li>\n <li><u>Accessibility</u>, as housing is not adequate if the specific needs of disadvantaged and marginalized groups are not taken into account (such as the poor, people facing discrimination; persons with disabilities, victims of natural disasters); </li>\n <li><u>Location</u>, as housing is not adequate if it is cut off from employment opportunities, health-care services, schools, childcare centres and other social facilities, or if located in dangerous or polluted sites or in immediate proximity to pollution sources; and</li>\n <li><u>Cultural adequacy</u>, as housing is not adequate if it does not respect and take into account the expression of cultural identity and ways of life.</li>\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Table 1. Criteria defining slums, informal settlements and inadequate housing</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Slums </p>\n </td>\n <td>\n <p>Informal Settlements</p>\n </td>\n <td>\n <p>Inadequate Housing</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to water</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to sanitation</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>sufficient living area, overcrowding</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>structural quality, durability and location</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>security of tenure</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>affordability</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>accessibility</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>cultural adequacy</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-2\">1</sup><p> UN-Habitat (2016). Fundaments of Urbanization. Evidence Base for Policy Making. Nairobi: UN-Habitat <a href=\"#footnote-ref-2\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-3\">2</sup><p> Ibid <a href=\"#footnote-ref-3\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-4\">3</sup><p> World Bank, 2017. Africa’s Cities: Opening Doors to the World. <a href=\"#footnote-ref-4\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-5\">4</sup><p> UN-Habitat (2016). World Cities Report. UN-Habitat (2005). Financing Shelter. <a href=\"#footnote-ref-5\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-6\">5</sup><p> UN-HABITAT (2005). Financing Urban Shelter: Global Report on Human Settlements 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-6\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-7\">6</sup><p> UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium; <mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1> <a href=\"#footnote-ref-7\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-8\">7</sup><p> United Nations (2007), Indicators of Sustainable Development: Guidelines and Methodologies. Third Edition, United Nations, New York; < https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&>; UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium. <a href=\"#footnote-ref-8\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-9\">8</sup><p> The original EGM’s advice considered a range of less than three to four people per habitable room. When this indicator got operationalized during the MDG 7 Target 7.D’s tracking, overcrowding was fixed at a maximum of three people per habitable room (‘minimum of four square meters,’ <http://mdgs.un.org/unsd/mdg/Metadata.aspx>). <a href=\"#footnote-ref-9\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-10\">9</sup><p> UN-Habitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-10\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-11\">10</sup><p> United Nations (2015), Conference on Housing and Sustainable Urban Development – Habitat III, Issue Paper No. 22 on Informal Settlements; UN-Habitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-11\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-12\">11</sup><p> Article 25 (1) “Everyone has the right to a standard of living adequate for the health and well-being of himself and of his family, including food, clothing, housing and medical care and necessary social services, and the right to security in the event of unemployment, sickness, disability, widowhood, old age or other lack of livelihood in circumstances beyond his control.” <a href=\"#footnote-ref-12\">↑</a></p></div></div>", "old_state": 20 }, "id": 17109131, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109131/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680525/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.776086+01:00", "action": 30, "target": "<p>The nature of the housing sector with its institutions, laws and regulations, is one that touches every single aspect of the economy of a country and has interface with practically every social development sector. People living in adequate homes have better health, higher chances to improve their human capital and seize the opportunities available in urban contexts. At the same time, a housing sector that performs well acts as a ‘development multiplier’ benefiting complementary industries, contributing to economic development, employment generation, service provision and overall poverty reduction. </p>\n<p>Broadly, for every job in the house-building sector, an additional 1.5 to 2 jobs are generally created in the construction materials and other input industries. The contributions of housing to urban prosperity are also evident. The UN-Habitat City Prosperity Initiative reveals indicates that inadequate housing has negative effects on several other dimensions of urban prosperity. Urban contexts with housing conditions below average experience poorer equity and inclusion, reduced urban safety and livelihood opportunities, and have neglected connectivity and provision of public space.</p>\n<p>Inadequate housing thus remains a global urban sustainability challenge, but also development opportunity. At the same time, the thematic area of ‘adequate housing’ and especially the term ‘slums’ - are often highly politicized. More nuanced definitions of these terms would enable and support a more robust and measured debate, greater engagement by all key stakeholders and the development of specific recommendations for application within each context and place. </p>\n<p>There are a number of interrelated terms that must be grappled with when considering an indicator for the SDG Target 11.1. They include inadequate housing and housing affordability, informal settlements and slums. </p>\n<p><em>Housing affordability</em></p>\n<p>One of the most daunting challenges of urbanization globally has been the provision of adequate housing that people can afford. Findings from the UN Global Sample of Cities<sup><sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[1]</a></sup></sup> show that people across all types of urban centres are not able to afford home ownership or even the cost of rental housing. In low-income countries for example, households need to save the equivalent of nearly eight times their annual household income in order to be able to afford the price of a standard house in their town or city. If they rent, households have to commit more than 25 per cent of their monthly income to rent payments.<sup><sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[2]</a></sup></sup> </p>\n<p>The affordability issue is affecting the developing and developed worlds alike. In Latin America, high house price-to-income ratio and inaccessible housing finance compel households to resort to informal solutions without the benefits of planning and safety regulations. In many parts of Sub-Saharan Africa, less than 10 per cent of households are able to afford a mortgage for even the cheapest newly built house. In fact, African households face 55 per cent higher housing costs relative to their per capita GDP than in other regions.<sup><sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[3]</a></sup></sup> In many European countries, families, especially the youth, are severely cost burdened and have much less to spend on other necessities such as food, health, transport and clothing. In extreme circumstances, households are forced to leave their accommodation because of the inability to pay. The current migration crisis has worsened housing conditions in the region, a trend that seems set to continue in the next few years.</p>\n<p><em>Inadequate housing, informal settlements and slums</em></p>\n<p>Today, an estimated 1.6 billion people live in inadequate housing globally, of which 1 billion live in slums and informal settlements<sup><sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[4]</a></sup></sup>. This means that about one in four people in cities live in conditions that harm their health, safety, prosperity and opportunities. Lack of access to basic services is a common constraint in informal settlements and slums: worldwide 2.4 billion people live without improved sanitation and 2 billion are affected by water stress. In spite of a decrease from 39 to 30 per cent of urban population living in slums between 2000 and 2014, absolute numbers continue to grow: currently, one quarter of the world’s urban population is estimated to live in slums, 881 million urban residents as opposed to 792 million in 2000. Young women- and children-headed households are often the most vulnerable to inadequate housing conditions. Homelessness is also a growing challenge and it is estimated that more than 100 million people worldwide are homeless.<sup><sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[5]</a></sup></sup></p>\n<p>Slums represent one of the most extreme forms of deprivation and exclusion and remain a critical factor for the persistence of poverty and exclusion in the world – indeed a challenge for sustainable and inclusive urbanization. Research shows that other forms of urban poverty in the form of informal settlements increasingly become a worldwide phenomenon found also in the developed world.</p>\n<p>At the same time, not all people who live in inadequate housing live in slums but are nonetheless living in very substandard conditions in the urban contexts in which they are situated. The nature of these unsatisfactory living conditions must be captured and better represented in the global, country and city-level data to ensure a more robust picture of inadequate housing is documented. In light of this, the following definitions are proposed.</p>\n<p><strong>Definition and concept: </strong></p>\n<p>As per the 2030 Agenda, it is necessary to identify and quantify the proportion of the population that live in<strong> slums, informal settlements</strong> and those living in <strong>inadequate housing</strong> in order to inform the development of the appropriate policies and programmes for ensuring access for all to adequate housing and the upgrading of slums. </p>\n<p><strong>a. Slums </strong>– An expert group meeting was convened in 2002 by UN-Habitat, the United Nations Statistics Division and the Cities Alliance to agree on an operational definition for slums to be used for measuring the indicator of MDG 7 Target 7.D. The agreed definition classified a <em>‘slum household’</em> as one in which the inhabitants suffer <u>one or more</u> of the following <em>‘household deprivations’</em>:</p>\n<ol>\n <li>Lack of access to improved water source,</li>\n <li>Lack of access to improved sanitation facilities, </li>\n <li>Lack of sufficient living area, </li>\n <li>Lack of housing durability and,</li>\n <li>Lack of security of tenure. </li>\n</ol>\n<p>By extension, the term <em>‘slum dweller’</em> refers to a person living in a household that lacks any of the above attributes.<sup><sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[6]</a></sup></sup></p>\n<p>These five components –all derived from the adequate housing’s definition have been used ever since for reporting and tracking of the MDGs, as the primary or secondary data measured to determine the number of slum dwellers living in developing countries. They were also the basis to establish the successful achievement of MDG Target 7.D. For each component, the experts agreed with the following sub-definitions:<sup><sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[7]</a></sup></sup></p>\n<p>1) <u>Access to improved water</u> – A household is considered to have access to improved drinking water if the household members use a facility that is protected from outside contamination, in particular from faecal matters’ contamination. Improved drinking water sources include: piped water into dwelling, plot or yard; public tap/stand pipe serving no more than 5 households; protected spring; rainwater collection; bottled water (if secondary source is also improved); bore hole/tube well; and, protected dug well.</p>\n<p>2) <u>Access to improved sanitation</u> – A household is considered to have access to improved sanitation if household members have access to a facility with an excreta disposal system that hygienically separates human waste from human contact. Improved facilities include: flush/pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform, which covers the pit entirely; and, composting toilets/latrines.</p>\n<p>3) <u>Sufficient living area</u> /overcrowding– A dwelling unit provides sufficient living area for the household members if not more than three people share the same habitable room.<sup><sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[8]</a></sup></sup> Additional indicators of overcrowding have been proposed: area-level indicators such as average in-house living area per person or the number of households per area. Additionally, housing-unit level indicators such as the number of persons per bed or the number of children under five per room may also be viable. However, the number of persons per room has been shown to correlate with adverse health risks and is more commonly collected through household survey.<sup><sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[9]</a></sup></sup>. UN-Habitat believes that the definition as it stands does not reflect the practical experience of overcrowding and as noted below, is proposing an alternative. </p>\n<p><img src=\"data:image/jpeg;base64,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\"></p>\n<p>Figure 1- Example of Overcrowding</p>\n<p>4) <u>Structural quality/durability of dwellings</u> – A house is considered as ‘durable’ if it is built on a non-hazardous location and has a permanent and adequate structure able to protect its inhabitants from the extremes of climatic conditions such as rain, heat, cold, and humidity. The following criteria are used to determine the structural quality/durability of dwellings: permanency of structure (permanent building material for the walls, roof and floor; compliance with building codes; the dwelling is not in a dilapidated state; the dwelling is not in need of major repair); and location of house (hazardous location; the dwelling is not located on or near toxic waste; the dwelling is not located in a flood plain; the dwelling is not located on a steep slope; the dwelling is not located in a dangerous right of way: rail, highway, airport, power lines).</p>\n<p>5) <u>Security of tenure</u> – Secure tenure is the right of all individuals and groups to effective protection by the State against forced evictions. Security of tenure is understood as a set of relationships with respect to housing and land, established through statutory or customary law or informal or hybrid arrangements, that enables one to live in one’s home with security, peace and dignity (A/HRC/25/54). Regardless of the type of tenure, all persons with security of tenure have a legal status against arbitrary unlawful eviction, harassment and other threats. People have secure tenure when: there is evidence of documentation that can be used as proof of secure tenure status; and, there is either de facto or perceived protection from forced evictions. Important progress has been made to integrate the measurement of this component into the computation of the people living in slums.</p>\n<p><em>Informal Settlements </em></p>\n<p>b. Informal Settlements<strong> </strong>– Informal settlements are usually seen as synonymous of slums, with a particular focus on the formal status of land, structure and services. They are defined by three main criteria, according to Habitat III Issue Paper #22<sup><sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[10]</a></sup></sup>, which are already covered in the definition of slums. These are: </p>\n<ol>\n <li><u>Inhabitants have no security of tenure</u> vis-à-vis the land or dwellings they inhabit, with modalities ranging from squatting to informal rental housing, </li>\n <li>The <u>neighbourhoods usually lack, or are cut off from, formal basic services</u> and city infrastructure, and </li>\n <li>The <u>housing may not comply with current planning and building regulations</u>, is often situated in geographically and environmentally hazardous areas, and may lack a municipal permit. </li>\n</ol>\n<p>Informal settlements can be occupied by all income levels of urban residents, affluent and poor. </p>\n<p><em>Inadequate Housing</em></p>\n<p>c. Inadequate Housing – Article 25 of the Universal Declaration of Human Rights includes housing as one of the components of the right to adequate standards of living for all.<sup><sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[11]</a></sup></sup> The United Nations Committee on Economic, Social and Cultural Rights’ general comments No.4 (1991) on the right to adequate housing and No.7 (1997) on forced evictions have underlined that the right to adequate housing should be seen as the right to live somewhere in security, peace and dignity. For housing to be adequate, it must provide more than four walls and a roof, and at a minimum, meet the following criteria: </p>\n<ol>\n <li><u>Legal security of tenure</u>, which guarantees legal protection against forced evictions, harassment and other threats; </li>\n <li><u>Availability of services, materials, facilities and infrastructure</u>, including safe drinking water, adequate sanitation, energy for cooking, heating, lighting, food storage or refuse disposal; </li>\n <li><u>Affordability</u>, as housing is not adequate if its cost threatens or compromises the occupants’ enjoyment of other human rights; </li>\n <li><u>Habitability</u>, as housing is not adequate if it does not guarantee physical safety or provide adequate space, as well as protection against the cold, damp, heat, rain, wind, other threats to health and structural hazards; </li>\n <li><u>Accessibility</u>, as housing is not adequate if the specific needs of disadvantaged and marginalized groups are not taken into account (such as the poor, people facing discrimination; persons with disabilities, victims of natural disasters); </li>\n <li><u>Location</u>, as housing is not adequate if it is cut off from employment opportunities, health-care services, schools, childcare centres and other social facilities, or if located in dangerous or polluted sites or in immediate proximity to pollution sources; and</li>\n <li><u>Cultural adequacy</u>, as housing is not adequate if it does not respect and take into account the expression of cultural identity and ways of life.</li>\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Table 1. Criteria defining slums, informal settlements and inadequate housing</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Slums </p>\n </td>\n <td>\n <p>Informal Settlements</p>\n </td>\n <td>\n <p>Inadequate Housing</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to water</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to sanitation</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>sufficient living area, overcrowding</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>structural quality, durability and location</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>security of tenure</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>affordability</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>accessibility</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>cultural adequacy</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-2\">1</sup><p> UN-Habitat (2016). Fundaments of Urbanization. Evidence Base for Policy Making. Nairobi: UN-Habitat <a href=\"#footnote-ref-2\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-3\">2</sup><p> Ibid <a href=\"#footnote-ref-3\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-4\">3</sup><p> World Bank, 2017. Africa’s Cities: Opening Doors to the World. <a href=\"#footnote-ref-4\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-5\">4</sup><p> UN-Habitat (2016). World Cities Report. UN-Habitat (2005). Financing Shelter. <a href=\"#footnote-ref-5\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-6\">5</sup><p> UN-HABITAT (2005). Financing Urban Shelter: Global Report on Human Settlements 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-6\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-7\">6</sup><p> UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium; <mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1> <a href=\"#footnote-ref-7\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-8\">7</sup><p> United Nations (2007), Indicators of Sustainable Development: Guidelines and Methodologies. Third Edition, United Nations, New York; < https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&>; UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium. <a href=\"#footnote-ref-8\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-9\">8</sup><p> The original EGM’s advice considered a range of less than three to four people per habitable room. When this indicator got operationalized during the MDG 7 Target 7.D’s tracking, overcrowding was fixed at a maximum of three people per habitable room (‘minimum of four square meters,’ <http://mdgs.un.org/unsd/mdg/Metadata.aspx>). <a href=\"#footnote-ref-9\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-10\">9</sup><p> UN-Habitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-10\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-11\">10</sup><p> United Nations (2015), Conference on Housing and Sustainable Urban Development – Habitat III, Issue Paper No. 22 on Informal Settlements; UN-Habitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-11\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-12\">11</sup><p> Article 25 (1) “Everyone has the right to a standard of living adequate for the health and well-being of himself and of his family, including food, clothing, housing and medical care and necessary social services, and the right to security in the event of unemployment, sickness, disability, widowhood, old age or other lack of livelihood in circumstances beyond his control.” <a href=\"#footnote-ref-12\">↑</a></p></div></div>", "old": "<h1>Concepts and definitions </h1>\n<p>The nature of the housing sector with its institutions, laws and regulations, is one that touches every single aspect of the economy of a country and has interface with practically every social development sector. People living in adequate homes have better health, higher chances to improve their human capital and seize the opportunities available in urban contexts. At the same time, a housing sector that performs well acts as a ‘development multiplier’ benefiting complementary industries, contributing to economic development, employment generation, service provision and overall poverty reduction. Broadly, for every job in the house-building sector, an additional 1.5 to 2 jobs are generally created in the construction materials and other input industries. The contributions of housing to urban prosperity are also evident. The UN-Habitat City Prosperity Initiative reveals indicates that inadequate housing has negative effects on several other dimensions of urban prosperity. Urban contexts with housing conditions below average experience poorer equity and inclusion, reduced urban safety and livelihood opportunities, and have neglected connectivity and provision of public space.</p>\n<p>Inadequate housing thus remains very much a global urban sustainability challenge but also development opportunity. At the same time, the thematic area of ‘adequate housing’ and especially the term ‘slums’ - are often highly politicized. More nuanced definitions of these terms would enable and support a more robust and measured debate, greater engagement by all key stakeholders and the development of specific recommendations for application within each context and place. </p>\n<p>There are a number of interrelated terms that must be grappled with when considering an indicator for the SDG Target 11.1. They include inadequate housing and housing affordability, informal settlements and slums. </p>\n<p><strong><em>Housing affordability</em></strong></p>\n<p>One of the most daunting challenges of urbanization globally has been the provision of adequate housing that people can afford. Findings from the UN Global Sample of Cities<sup><a href=\"#footnote-1\" id=\"footnote-ref-1\">[1]</a></sup> show that people across all types of urban centres are not able to afford home ownership or even the cost of rental housing. In low-income countries for example, households need to save the equivalent of nearly eight times their annual household income in order to be able to afford the price of a standard house in their town or city. If they rent, households have to commit more than 25 per cent of their monthly income to rent payments.<sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[2]</a></sup> </p>\n<p>The affordability issue is affecting the developing and developed worlds alike. In Latin America, high house price-to-income ratio and inaccessible housing finance compel households to resort to informal solutions without the benefits of planning and safety regulations. In many parts of Sub-Saharan Africa, less than 10 per cent of households are able to afford a mortgage for even the cheapest newly built house. In fact, African households face 55 per cent higher housing costs relative to their per capita GDP than in other regions.<sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[3]</a></sup> In many European countries, families, especially the youth, are severely cost burdened and have much less to spend on other necessities such as food, health, transport and clothing. In extreme circumstances, households are forced to leave their accommodation because of the inability to pay. The current migration crisis has worsened housing conditions in the region, a trend that seems set to continue in the next few years.</p>\n<p><strong><em>Inadequate housing, informal settlements and slums</em></strong></p>\n<p>Today, an estimated 1.6 billion people live in inadequate housing globally, of which 1 billion live in slums and informal settlements<sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[4]</a></sup>. This means that about one in four people in cities live in conditions that harm their health, safety, prosperity and opportunities. Lack of access to basic services is a common constraint in informal settlements and slums: worldwide 2.4 billion people live without improved sanitation and 2 billion are affected by water stress. In spite of a decrease from 39 to 30 per cent of urban population living in slums between 2000 and 2014, absolute numbers continue to grow: currently, one quarter of the world’s urban population is estimated to live in slums, 881 million urban residents as opposed to 792 million in 2000. Young women- and children-headed households are often the most vulnerable to inadequate housing conditions. Homelessness is also a growing challenge and it is estimated that more than 100 million people worldwide are homeless.<sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[5]</a></sup></p>\n<p>Slums represent one of the most extreme forms of deprivation and exclusion and remain a critical factor for the persistence of poverty and exclusion in the world – indeed a challenge for sustainable and inclusive urbanization. Research shows that other forms of urban poverty in the form of informal settlements increasingly become a worldwide phenomenon found also in the developed world.</p>\n<p>At the same time, not all people who live in inadequate housing live in slums but are nonetheless living in very substandard conditions in the urban contexts in which they are situated. The nature of these unsatisfactory living conditions must be captured and better represented in the global, country and city-level data to ensure a more robust picture of inadequate housing is documented. In light of this, the following definitions are proposed.</p>\n<h2>Definition and concept: </h2>\n<p>As per the 2030 Agenda, it is necessary to identify and quantify the proportion of the population that live in <strong>slums</strong>, <strong>informal settlements</strong> and those living in <strong>inadequate housing</strong> in order to inform the development of the appropriate policies and programmes for ensuring access for all to adequate housing and the upgrading of slums.</p>\n<p> </p>\n<p><strong><em>Slums</em></strong></p>\n<p>An expert group meeting was convened in 2002 by UN-Habitat, the United Nations Statistics Division and the Cities Alliance to agree on an operational definition for slums to be used for measuring the indicator of MDG 7 Target 7.D. The agreed definition classified a <em>‘slum household’</em> as one in which the inhabitants suffer <u>one or more</u> of the following <em>‘household deprivations’</em>:</p>\n<ol>\n <li>Lack of access to improved water source,</li>\n <li>Lack of access to improved sanitation facilities, </li>\n <li>Lack of sufficient living area, </li>\n <li>Lack of housing durability and,</li>\n <li>Lack of security of tenure. </li>\n</ol>\n<p>By extension, the term <em>‘slum dweller’</em> refers to a person living in a household that lacks any of the above attributes.<sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[6]</a></sup></p>\n<p>These five components –all derived from the adequate housing’s definition have been used ever since for reporting and tracking of the MDGs, as the primary or secondary data measured to determine the number of slum dwellers living in developing countries. They were also the basis to establish the successful achievement of MDG Target 7.D. For each component, the experts agreed with the following sub-definitions:<sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[7]</a></sup></p>\n<p>1) <u>Access to improved water</u> – A household is considered to have access to improved drinking water if the household members use is a facility that is protected from outside contamination, in particular from faecal matters’ contamination. Improved drinking water sources include: piped water into dwelling, plot or yard; public tap/stand pipe serving no more than 5 households; protected spring; rainwater collection; bottled water (if secondary source is also improved); bore hole/tube well; and, protected dug well.</p>\n<p>2) <u>Access to improved sanitation</u> – A household is considered to have access to improved sanitation if household members have access to a facility with an excreta disposal system that hygienically separates human waste from human contact. Improved facilities include: flush/pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform, which covers the pit entirely; and, composting toilets/latrines.</p>\n<p>3) <u>Sufficient living area /overcrowding</u>– A dwelling unit provides sufficient living area for the household members if not more than three people share the same habitable room.<sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[8]</a></sup> Additional indicators of overcrowding have been proposed: area-level indicators such as average in-house living area per person or the number of households per area. Additionally, housing-unit level indicators such as the number of persons per bed or the number of children under five per room may also be viable. However, the number of persons per room has been shown to correlate with adverse health risks and is more commonly collected through household survey.<sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[9]</a></sup> UN-Habitat believes that the definition as it stands does not reflect the practical experience of overcrowding and as noted below, is proposing an alternative. </p>\n<p><img src=\"data:image/png;base64,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\"></p>\n<p>4) <u>Structural quality/durability of dwellings</u> – A house is considered as ‘durable’ if it is built on a non-hazardous location and has a permanent and adequate structure able to protect its inhabitants from the extremes of climatic conditions such as rain, heat, cold, and humidity. The following criteria are used to determine the structural quality/durability of dwellings: permanency of structure (permanent building material for the walls, roof and floor; compliance with building codes; the dwelling is not in a dilapidated state; the dwelling is not in need of major repair); and location of house (hazardous location; the dwelling is not located on or near toxic waste; the dwelling is not located in a flood plain; the dwelling is not located on a steep slope; the dwelling is not located in a dangerous right of way: rail, highway, airport, power lines).</p>\n<p>5) <u>Security of tenure</u> – Secure tenure is the right of all individuals and groups to effective protection by the State against forced evictions. Security of tenure is understood as a set of relationships with respect to housing and land, established through statutory or customary law or informal or hybrid arrangements, that enables one to live in one’s home with security, peace and dignity (A/HRC/25/54). Regardless of the type of tenure, all persons with security of tenure have a legal status against arbitrary unlawful eviction, harassment and other threats. People have secure tenure when: there is evidence of documentation that can be used as proof of secure tenure status; and, there is either de facto or perceived protection from forced evictions. Important progress has been made to integrate the measurement of this component into the computation of the people living in slums.</p>\n<p><strong><em>Informal Settlements </em></strong></p>\n<p>Informal settlements are usually seen as synonymous of slums, with a particular focus on the formal status of land, structure and services. They are defined by three main criteria, according to Habitat III Issue Paper #22<sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[10]</a></sup>, which are already covered in the definition of slums. These are: </p>\n<ol>\n <li><u>Inhabitants have no security of tenure</u> vis-à-vis the land or dwellings they inhabit, with modalities ranging from squatting to informal rental housing, </li>\n <li>The <u>neighbourhoods usually lack, or are cut off from, formal basic services</u> and city infrastructure, and </li>\n <li>The <u>housing may not comply with current planning and building regulations</u>, is often situated in geographically and environmentally hazardous areas, and may lack a municipal permit. </li>\n</ol>\n<p>Informal settlements can be occupied by all income levels of urban residents, affluent and poor. </p>\n<p><strong><em>Inadequate Housing</em></strong></p>\n<p>Article 25 of the Universal Declaration of Human Rights includes housing as one of the components of the right to adequate standards of living for all.<sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[11]</a></sup> The United Nations Committee on Economic, Social and Cultural Rights’ general comments No.4 (1991) on the right to adequate housing and No.7 (1997) on forced evictions have underlined that the right to adequate housing should be seen as the right to live somewhere in security, peace and dignity. For housing to be adequate, it must provide more than four walls and a roof, and at a minimum, meet the following criteria: </p>\n<ol>\n <li><u>Legal security of tenure</u>, which guarantees legal protection against forced evictions, harassment and other threats; </li>\n <li><u>Availability of services, materials, facilities and infrastructure</u>, including safe drinking water, adequate sanitation, energy for cooking, heating, lighting, food storage or refuse disposal; </li>\n <li><u>Affordability</u>, as housing is not adequate if its cost threatens or compromises the occupants’ enjoyment of other human rights; </li>\n <li><u>Habitability</u>, as housing is not adequate if it does not guarantee physical safety or provide adequate space, as well as protection against the cold, damp, heat, rain, wind, other threats to health and structural hazards; </li>\n <li><u>Accessibility</u>, as housing is not adequate if the specific needs of disadvantaged and marginalized groups are not taken into account (such as the poor, people facing discrimination; persons with disabilities, victims of natural disasters); </li>\n <li><u>Location</u>, as housing is not adequate if it is cut off from employment opportunities, health-care services, schools, childcare centres and other social facilities, or if located in dangerous or polluted sites or in immediate proximity to pollution sources; and</li>\n <li><u>Cultural adequacy</u>, as housing is not adequate if it does not respect and take into account the expression of cultural identity and ways of life.</li>\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Table 1. Criteria defining slums, informal settlements and inadequate housing</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Slums</p>\n </td>\n <td>\n <p>Informal Settlements</p>\n </td>\n <td>\n <p>Inadequate Housing</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to water</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to sanitation</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>sufficient living area, overcrowding</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>structural quality, durability and location</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>security of tenure</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>affordability</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>accessibility</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>cultural adequacy</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-1\">1</sup><p> UN-Habitat (2016). Fundaments of Urbanization. Evidence Base for Policy Making. Nairobi: UN-Habitat <a href=\"#footnote-ref-1\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-2\">2</sup><p> Ibid <a href=\"#footnote-ref-2\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-3\">3</sup><p> World Bank, 2017. Africa’s Cities: Opening Doors to the World. <a href=\"#footnote-ref-3\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-4\">4</sup><p> UN-Habitat (2016). World Cities Report. UN-Habitat (2005). Financing Shelter. <a href=\"#footnote-ref-4\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-5\">5</sup><p> UN-HABITAT (2005). Financing Urban Shelter: Global Report on Human Settlements 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-5\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-6\">6</sup><p> UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium; <<a href=\"https://d.docs.live.net/c8f087e0e47b6917/Desktop/Employment/WB/WB%20Metadata%20Project/2.%20Phase%202/Metadata/Tier%201-Phase%202/mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1\">mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1</a>> <a href=\"#footnote-ref-6\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-7\">7</sup><p> United Nations (2007), Indicators of Sustainable Development: Guidelines and Methodologies. Third Edition, United Nations, New York; <<a href=\"https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&\">https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&</a>>; UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium. <a href=\"#footnote-ref-7\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-8\">8</sup><p> The original EGM’s advice considered a range of less than three to four people per habitable room. When this indicator got operationalized during the MDG 7 Target 7.D’s tracking, overcrowding was fixed at a maximum of three people per habitable room (‘minimum of four square meters,’ <<a href=\"http://mdgs.un.org/unsd/mdg/Metadata.aspx\">http://mdgs.un.org/unsd/mdg/Metadata.aspx</a>>). <a href=\"#footnote-ref-8\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-9\">9</sup><p> UN-Habitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-9\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-10\">10</sup><p> United Nations (2015), Conference on Housing and Sustainable Urban Development – Habitat III, Issue Paper No. 22 on Informal Settlements; UN-Habitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-10\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-11\">11</sup><p> Article 25 (1) “Everyone has the right to a standard of living adequate for the health and well-being of himself and of his family, including food, clothing, housing and medical care and necessary social services, and the right to security in the event of unemployment, sickness, disability, widowhood, old age or other lack of livelihood in circumstances beyond his control.” <a href=\"#footnote-ref-11\">↑</a></p></div></div>", "details": {}, "id": 17109130, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109130/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586688/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.776043+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>United Nations Human Settlements Programme (UN-Habitat) </p>", "old_state": -1 }, "id": 17109129, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109129/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680517/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775988+01:00", "action": 59, "target": "<h1>Información institucional</h1>\n<h2>Organización(es):</h2>\n<p>Programa de las Naciones Unidas para los Asentamientos Humanos (ONU-Hábitat) </p>", "old": "<h1>Información institucional</h1>\n<h2>Organización(es):</h2>\n<p>Programa de las Naciones Unidas para los Asentamientos Humanos (ONU-Hábitat) </p>", "details": { "state": 10, "source": "<p>United Nations Human Settlements Programme (UN-Habitat) </p>", "old_state": 20 }, "id": 17109128, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109128/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680517/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775903+01:00", "action": 30, "target": "<p>United Nations Human Settlements Programme (UN-Habitat) </p>", "old": "<h1>Institutional information</h1>\n<h2>Organization(s):</h2>\n<p>United Nations Human Settlements Programme (UN-Habitat) </p>", "details": {}, "id": 17109127, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109127/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680511/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775853+01:00", "action": 59, "target": "<h1>Indicadores relacionados</h1>\n<h2>Relación directa:</h2>\n<p>1.1.1 Tasa de pobreza; 1.1.2 Tasa de pobreza, nacional; 6.1.1 Acceso a agua potabilizada; 6.2.1 Acceso a saneamiento mejorado; 7.1.1 Acceso a electricidad; 8.3.1 Empleo informal; 8.5.2 Tasa de desempleo; 8.6.1 Desempleo juvenil; 10.2.1 Población por debajo de la renta media; 10.1.1 Tasa de crecimiento del 40% más pobre; 11.2.1 Cobertura de paradas de transporte público; 11.5.1 Población afectada por eventos peligrosos; 11.6.1 Recogida de residuos sólidos; 11.7.1 Accesibilidad a espacios públicos abiertos; 11.7.2 Seguridad en el espacio público para las mujeres; 16.1.1 Tasa de homicidios; 16.1.3 Población sometida a violencia.</p>", "old": "<h1>Indicadores relacionados</h1>\n<h2>Relación directa:</h2>\n<p>1.1.1 Tasa de pobreza; 1.1.2 Tasa de pobreza, nacional; 6.1.1 Acceso a agua potabilizada; 6.2.1 Acceso a saneamiento mejorado; 7.1.1 Acceso a electricidad; 8.3.1 Empleo informal; 8.5.2 Tasa de desempleo; 8.6.1 Desempleo juvenil; 10.2.1 Población por debajo de la renta media; 10.1.1 Tasa de crecimiento del 40% más pobre; 11.2.1 Cobertura de paradas de transporte público; 11.5.1 Población afectada por eventos peligrosos; 11.6.1 Recogida de residuos sólidos; 11.7.1 Accesibilidad a espacios públicos abiertos; 11.7.2 Seguridad en el espacio público para las mujeres; 16.1.1 Tasa de homicidios; 16.1.3 Población sometida a violencia.</p>", "details": { "state": 10, "source": "<p>Direct relation </p>\n<p>1.1.1 Poverty rate; 1.1.2 Poverty rate, national; 6.1.1 Access to Improved Water; 6.2.1 Access to Improved Sanitation; 7.1.1 Access to Electricity; 8.3.1 Informal Employment; 8.5.2 Unemployment Rate </p>\n<p>8.6.1 Youth Unemployment; 10.2.1 Population below Median Income; 10.1.1 Grow rates of the poorest 40%; 11.2.1 Public Transit Stop Coverage; 11.5.1 Population Affected by Hazardous Events; 11.6.1 Solid Waste Collection; 11.7.1 Accessibility to Open Public Area; 11.7.2 Public Space Safety for Women; 16.1.1 Homicide rate; 16.1.3 Population subjected to Violence. </p>", "old_state": 20 }, "id": 17109126, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109126/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680511/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775807+01:00", "action": 30, "target": "<p>Direct relation </p>\n<p>1.1.1 Poverty rate; 1.1.2 Poverty rate, national; 6.1.1 Access to Improved Water; 6.2.1 Access to Improved Sanitation; 7.1.1 Access to Electricity; 8.3.1 Informal Employment; 8.5.2 Unemployment Rate </p>\n<p>8.6.1 Youth Unemployment; 10.2.1 Population below Median Income; 10.1.1 Grow rates of the poorest 40%; 11.2.1 Public Transit Stop Coverage; 11.5.1 Population Affected by Hazardous Events; 11.6.1 Solid Waste Collection; 11.7.1 Accessibility to Open Public Area; 11.7.2 Public Space Safety for Women; 16.1.1 Homicide rate; 16.1.3 Population subjected to Violence. </p>", "old": "<h1>Related indicators</h1>\n<h2>Direct relation:</h2>\n<p>1.1.1 Poverty rate; 1.1.2 Poverty rate, national; 6.1.1 Access to Improved Water; 6.2.1 Access to Improved Sanitation; 7.1.1 Access to Electricity; 8.3.1 Informal Employment; 8.5.2 Unemployment Rate; 8.6.1 Youth Unemployment; 10.2.1 Population below Median Income; 10.1.1 Grow rates of the poorest 40%; 11.2.1 Public Transit Stop Coverage; 11.5.1 Population Affected by Hazardous Events; 11.6.1 Solid Waste Collection; 11.7.1 Accessibility to Open Public Area; 11.7.2 Public Space Safety for Women; 16.1.1 Homicide rate; 16.1.3 Population subjected to Violence.</p>", "details": {}, "id": 17109125, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109125/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680508/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775728+01:00", "action": 59, "target": "<p>Última actualización: octubre de 2020</p>", "old": "<p>Última actualización: octubre de 2020</p>", "details": { "state": 10, "source": "<p>2021-12-20</p>", "old_state": 20 }, "id": 17109124, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109124/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680508/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/es/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:05.775606+01:00", "action": 30, "target": "<p>2021-12-20</p>", "old": "<p>Last updated: October 2020</p>", "details": {}, "id": 17109123, "action_name": "Source string changed", "url": "https://hosted.weblate.org/api/changes/17109123/?format=api" }, { "unit": null, "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936734+01:00", "action": 0, "target": "", "old": "", "details": { "reason": "content changed", "filename": "" }, "id": 17109122, "action_name": "Resource updated", "url": "https://hosted.weblate.org/api/changes/17109122/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680469/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936661+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p><strong>Bibliographic References:</strong> </p>\n<p>• United Nations (2007). Indicators of Sustainable Development: Guidelines and Methodologies. Third Edition, United Nations, New York </p>\n<p>• A/HRC/25/54 (2013), Report of the Special Rapporteur on adequate housing as a component of the right to an adequate standard of living, and on the right to non-discrimination in this context </p>\n<p>• UN-Habitat (2002) Urban Indicators Guidelines. Nairobi </p>\n<p>• UN-Habitat, Global Urban Indicators Database 2012 a. Nairobi </p>\n<p>• UN-Habitat (2002), Expert Group Meeting on Urban Indicators, Nairobi, Kenya, November 2002 </p>\n<p>• UN-Habitat (2003a), Slums of the World: The face of urban poverty in the new millennium </p>\n<p>• UN-Habitat (2003b), Improving the Lives of 100 Million Slum Dwellers – Guide to Monitoring Target 11 </p>\n<p>• UN-Habitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1 </p>\n<p>• Global report on Human settlement on Slums (2002) </p>\n<p>• Turkstra, J. and Raithelhuber, M. (2004). Urban slum Monitoring. ESRI User Conference paper 1667 </p>\n<p>• Urban Indicators Programme, World Bank and UN-Habitat, Guidelines </p>\n<p>• Habitat for Humanity, Global Housing Indicators </p>\n<p>• Habitat for Humanity, Housing Indicators for the Sustainable Development Goals, 2015 </p>\n<p>• McKinsey Global Institute (2014), A Blueprint for Addressing the Global Affordable Housing Challenge </p>\n<p>• United Nations (2015), Conference on Housing and Sustainable Urban Development – Habitat III, Issue Paper No. 22 on Informal Settlements </p>\n<p>• UN-Habitat, UN-AIDS (2015a) Ending the Urban Aids Epidemic. Nairobi </p>\n<p>• UN-Habitat (2015b). Slum Almanac 2015-2016 </p>\n<p>• UN-Habitat (2016). World Cities Report 2016 </p>\n<p> </p>\n<p><strong>URL References:</strong> </p>\n<p>[1]: http://www.un.org/esa/sustdev/natlinfo/indicators/methodology_sheets.pdf, </p>\n<p>[2]: http://unhabitat.org/urban-indicators-guidelines/ </p>\n<p>[3]: http://mdgs.un.org/unsd/mdg/Metadata.aspx?IndicatorId=0&SeriesId=710, </p>\n<p>[4]: http://unhabitat.org/urban-initiatives/initiatives-programmes/participatory-slum-upgrading/ </p>\n<p>[5]: http://unhabitat.org/slum-almanac-2015-2016/ </p>\n<p>[6]: http://wcr.unhabitat.org/ </p>\n<p>[7]: http://www.unhabitat.org/programmes/guo/documents/EGM final report 4 Dec 02.pdf </p>", "old_state": 0 }, "id": 17109121, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109121/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680467/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936606+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>As national agencies are responsible for data collection, no differences between country produced data and international estimated data on the indicator are expected to arise if standard methodologies and procedures are followed at all stages of the reporting process. Where such discrepancies exist, these will be resolved through planned technical meetings and capacity development workshops.</p>\n<p>Missing data and other local variables and frequency of data collection usually affects the figures reported at the global and national level. For this indicator, national data will be used to derive global figures. In instances where global values differ from national figures, efforts will be made for harmonization. There are many instances where lack of new data will be replaced with modelled data for the global figures. These figures will be acceptable for reporting at the national and global levels with the relevant notes attached to such figures. This is likely to be the case for countries where they have long intervals of collection of new data, or where countries face unstable situations such post-disaster or post-war years.</p>", "old_state": 0 }, "id": 17109120, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109120/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680462/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936547+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p><strong>Data availability:</strong></p>\n<p>Data on slums is available for all developing countries, as it has been reported yearly by UN-Habitat in the MDGs’ reports. Recently, UN-Habitat has disaggregated information on this indicator at city level, increasing its suitability for SDG 11. The people living in slums’ indicator is currently measured in more than 320 cities across the world as part of UN-Habitat City Prosperity Initiative. UN-Habitat and World Bank computed this indicator for many years (1996-2006) as part of the Urban Indicators Programme. Data on inadequate housing, measured through housing affordability, is available for all OECED countries as well as in UN Global Sample of Cities covering 200 cities. </p>\n<p>Data on inadequate housing, measured through housing affordability, is available in many countries. UN-Habitat and World Bank computed this indicator for many years (1996-2006) as part of the Urban Indicators Programme. Recently, the Global Housing Indicators Working Group, a collaborative effort of Cities Alliance, Habitat for Humanity International, the Inter-American Development Bank, UN-Habitat proposed the collection of data on this indicator worldwide. </p>\n<p><strong>Time series: </strong></p>\n<p>Available data cover the period 1990-2018. Because the efforts and capacity of collecting and analysing survey data are different for each country, the length of the time series for each country varies greatly. </p>\n<p><strong>Disaggregation:</strong></p>\n<p><em>Potential Disaggregation:</em></p>\n<ul>\n <li>Disaggregation by location (intra-urban)</li>\n <li>Disaggregation by income group</li>\n <li>Disaggregation by sex, race, ethnicity, religion, migration status (head of household)</li>\n <li>Disaggregation by age (household members)</li>\n <li>Disaggregation by disability status (household members)</li>\n</ul>\n<p><em>Quantifiable Derivatives:</em></p>\n<ul>\n <li>Proportion of households with durable housing</li>\n <li>Proportion of households with improved water</li>\n <li>Proportion of households with improved sanitation</li>\n <li>Proportion of households with sufficient living space</li>\n <li>Proportion of households with security of tenure</li>\n <li>Proportion of households with one (1) housing deprivation</li>\n <li>Proportion of households with multiple (2 or more) housing deprivations</li>\n <li>Proportion of households with approved municipal permit</li>\n <li>Proportion of households with (in) adequate housing (affordability)</li>\n</ul>", "old_state": 0 }, "id": 17109119, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109119/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586687/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936482+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Once data is received from member states, UN-Habitat uses a checklist specific to each indicator to assess a) whether the data production process followed the metadata provisions, and b) confirm the accuracy of the data sources used for the indicator computation. Both components are captured in the reporting template shared with National Statistical Offices, which helps to assess whether computation was done using the proposed indicator inputs or proxies. The reporting template also requests for information that helps understand whether national data for the indicator was produced from the appropriate data sources. In addition, the received data is also checked for other qualities such as data disaggregation, reporting period and consistency with other previously reported trends, which ensures reliable regional estimates. </p>", "old_state": -1 }, "id": 17109118, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109118/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586686/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936416+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>UN-Habitat maintains the global urban indicators database that is used for monitoring of the urban metrics drawn from SDGs, NUA, flagship reports (e.g. World Cities Report) and other official reporting. In general, for all new data, a thorough review is done to check for consistency and overall data quality by technical staff in the Data and Analytics unit before publication in the urban indicators database. This ensures that only the most accurate and reliable information are included in the database. Key elements considered in the review include: proper documentation of data sources; representativeness of data at national level, use of appropriate methodology for data collection and analysis (e.g. appropriate sampling process, values based on valid sample sizes), use of appropriate concepts and definitions, consistency of data trends with previously published/reported estimates for the indicator.</p>", "old_state": -1 }, "id": 17109117, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109117/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586685/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936348+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>To ensure consistency in data production across countries, UN-Habitat has developed detailed step-by-step tutorials on the computation of indicator 11.1.1, which further explain the steps presented in this metadata. The detailed tutorials, which will be continuously updated are available at <a href=\"https://unhabitat.org/knowledge/data-and-analytics\">https://unhabitat.org/knowledge/data-and-analytics</a>, <a href=\"https://www.urbanagendaplatform.org/learning\">https://www.urbanagendaplatform.org/learning</a>, and <a href=\"https://data.unhabitat.org/\">https://data.unhabitat.org/</a>. Within its Data and Analytics Section which is responsible for the indicator data compilation, UN-Habitat has a team of data experts who check all submitted data and provide direct support to countries in the indicator computation. </p>", "old_state": -1 }, "id": 17109116, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109116/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586684/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936282+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>UN-Habitat has developed a step-by-step data compilation and computation methodological document, which is applicable at national level. The document is available here: <a href=\"https://unhabitat.org/sites/default/files/2020/06/indicator_11.1.1_training_module_adequate_housing_and_slum_upgrading.pdf\">https://unhabitat.org/sites/default/files/2020/06/indicator_11.1.1_training_module_adequate_housing_and_slum_upgrading.pdf</a>. The agency also provides on-the-task training to countries on a need basis, as well as continuous technical support throughout the data compilation process to ensure alignment of national processes with the globally adopted methodology. </p>\n<p>In addition, UN-Habitat has developed audio-visual content for indicator 11.1.1 that is available through its E-Learning Portal, offering more interactive learning for data producers at different levels. The content includes self-paced e-learning courses which present descriptive and practical step-by-step guidance on how to compute each indicator. These courses are aimed at strengthening national capacities in collecting, analyzing, and monitoring the urban SDG indicators. They are also designed to be attractive to different groups, from data producers to people just interested in understanding the indicators and their interpretation. This was intended to broaden the pool of experts on urban monitoring and increase the uptake and use of the tools within countries.</p>", "old_state": -1 }, "id": 17109115, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109115/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680452/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936226+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Regional and global estimates will be derived from national figures using weighed averages. Weighting is done using urban population sizes from the World Urbanization Prospects. Global monitoring will be led by UN-Habitat with the support of other partners and regional commissions.</p>", "old_state": 0 }, "id": 17109114, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109114/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680449/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936164+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<ul>\n <li><strong>At country level</strong></li>\n</ul>\n<p>All countries are expected to fully report on this indicator more consistently with few challenges where missing values will be reported at the national/global level. At the national level, it is possible that missing values will be recorded perhaps representing gaps of non-measurements among populations whose status of slum-hood or informality or inadequate housing is not recorded, unknown or where data is unavailable. Because the values will be aggregated at the national levels, missing values will be less observed at these levels, but are likely to affect the estimates. At the survey and data collection level, survey procedures for managing missing values will be applied based on the unit of analysis/ primary sampling units.</p>\n<ul>\n <li><strong>At regional and global levels</strong></li>\n</ul>\n<p>Global estimates will be adjusted with modelling based on trends to cater for missing information or data.</p>\n<p><em>Regional and global estimates for global monitoring</em></p>\n<p>Regional and global estimates will be derived from national figures with an appropriate disaggregation level. Specialized tools will be developed and agreed upon with local and international stakeholders. Systems of quality assurance on the use of the tools, analysis and reporting will be deployed regionally, and global to ensure that standards are uniform and that definitions are universally applied.</p>\n<p>We expect that investments in improved data collection and monitoring at country level will produce incentives for governments to improve reporting and performance and also greater readiness to engage with multiple stakeholders in data collection and analysis and in achieving better understanding of the strengths and weaknesses of existing slum definitions and their applications. </p>\n<p><em>Sources of differences between global and national figures:</em></p>\n<p>As national agencies are responsible for data collection, no differences between country produced data and international estimated data on the indicator are expected to arise if standard methodologies and procedures are followed at all stages of the reporting process. Missing data and other local variables and frequency of data collection usually affects the figures reported at the global and national level. For this indicator, national data will be used to derive global figures. In instances where global values differ from national figures, efforts will be made for harmonization.</p>", "old_state": 0 }, "id": 17109113, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109113/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586683/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936126+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Any adjustment to the data is jointly agreed after consultations with the relevant national agencies that share the data points for reporting.</p>", "old_state": -1 }, "id": 17109112, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109112/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586682/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936086+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>As part of the validation process, UN-Habitat developed a template to compile data generated by countries through the National Statistics Offices as well as other government agencies responsible for official statistics (<a href=\"https://data.unhabitat.org/pages/guidance\">https://data.unhabitat.org/pages/guidance</a> ). Data compiled is then checked against several criteria including the data sources used, the application of internationally agreed definitions, classification and methodologies to the data from that source, etc. Once reviewed, appropriate feedback is then provided to individual countries for further discussion. </p>", "old_state": -1 }, "id": 17109111, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109111/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680445/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.936034+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The indicator considers two components to be computed as follows:</p>\n<ol>\n <li>Percentage of people living in Slum/Informal Settlements households (SISH): </li>\n</ol>\n<p> </p>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>S</mi>\n <mi>I</mi>\n <mi>S</mi>\n <mi>H</mi>\n <mi>&nbsp;</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<ol>\n <li>Percentage of people living in Inadequate housing households (IHH):</li>\n</ol>\n<p><math xmlns=\"http://www.w3.org/1998/Math/MathML\">\n <mo>=</mo>\n <mi>&nbsp;</mi>\n <mn>100</mn>\n <mfenced open=\"[\" close=\"]\" separators=\"|\">\n <mrow>\n <mfrac>\n <mrow>\n <mi>N</mi>\n <mi>u</mi>\n <mi>m</mi>\n <mi>b</mi>\n <mi>e</mi>\n <mi>r</mi>\n <mi>&nbsp;</mi>\n <mi>o</mi>\n <mi>f</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>e</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>l</mi>\n <mi>e</mi>\n <mi>&nbsp;</mi>\n <mi>l</mi>\n <mi>i</mi>\n <mi>v</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>g</mi>\n <mi>&nbsp;</mi>\n <mi>i</mi>\n <mi>n</mi>\n <mi>&nbsp;</mi>\n <mi>I</mi>\n <mi>H</mi>\n <mi>H</mi>\n </mrow>\n <mrow>\n <mi>U</mi>\n <mi>r</mi>\n <mi>b</mi>\n <mi>a</mi>\n <mi>n</mi>\n <mo>/</mo>\n <mi>C</mi>\n <mi>i</mi>\n <mi>t</mi>\n <mi>y</mi>\n <mi>&nbsp;</mi>\n <mi>p</mi>\n <mi>o</mi>\n <mi>p</mi>\n <mi>u</mi>\n <mi>l</mi>\n <mi>a</mi>\n <mi>t</mi>\n <mi>i</mi>\n <mi>o</mi>\n <mi>n</mi>\n </mrow>\n </mfrac>\n </mrow>\n </mfenced>\n </math></p>\n<p>The unit of measurements for all these indicators will be %. Currently, the data for this indicator is already being reported in nearly all developing countries on what refers to slums and informal settlements, and in some countries for what refers to expenditure on housing (for inadequate housing). The SDG indicator 11.1.1 will therefore contribute to report on a broader spectrum of inadequate housing conditions affecting households in all countries.</p>", "old_state": 0 }, "id": 17109110, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109110/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680438/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935993+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>As with all indicators, there are some potential challenges and limitations. Some of these are outlined below.</p>\n<ul>\n <li>Difficulties to agree universally on some definitions and characteristics when referring to deteriorated housing conditions, often due to political or economic considerations.</li>\n <li>Lack of appropriate tools at national and city levels to measure all components required by Indicator 11.1.1, sometimes resulting in the underestimation of deteriorated housing units.</li>\n <li>The complicated relation between security of tenure with land and property makes it a difficult, but vital, aspect to include in the different surveys, and thus, to measure and monitor. </li>\n <li>Indicator 11.1.1 does not capture homelessness.</li>\n <li>Many countries still have limited capacities for data collection, management and analysis, their update and monitoring. These are key to ensure national and global data consistency.</li>\n</ul>", "old_state": 0 }, "id": 17109109, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109109/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680433/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935902+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>As seen in Table 1, most of the criteria for defining slums, informal settlements and inadequate housing overlap. The three criteria of informal settlements are essentially captured in the definition of slums, which sustains the combination of both (slums/informal settlements). Both aspects of slums and informal settlements are therefore combined into one component of the indicator, providing some continuity with what was captured under MDG 7. At a later stage, a composite index will be developed that will incorporate all measures (combining slum/informal settlements and inadequate housing) and provide one estimate. </p>\n<p>The second component of the indicator is on inadequate housing. From the seven criteria of adequate housing, the three that are not covered by slums / informal settlements are <em>affordability</em>, <em>accessibility</em> and <em>cultural adequacy</em>. However, affordability is the most relevant and easier to measure. </p>\n<p>In this regard, <em>housing affordability</em> is not only a key housing adequacy criterion, but is a suitable means of measuring inadequate housing in a more encompassing manner, as it remains a global challenge across different countries and income levels, with strong negative impact on urban inequality. </p>\n<p>The underlying principle is that household financial costs associated with housing should not threaten or compromise the attainment and satisfaction of other basic needs such as, food, education, access to health care, transport, etc. Based on the existing method and data of UN-Habitat’s Urban Indicators Program (1996-2006), unaffordability is currently measured as the net monthly expenditure on housing cost that exceeds 30% of the total monthly income of the household.</p>\n<p>Table 2 details the proposed definition of Slum/Informal Settlements and Inadequate Housing as well as the respective measurements. </p>\n<p><strong>Table 2 – Definition and measurement criteria for slums, informal settlements and inadequate housing</strong></p>\n<table>\n <tbody>\n <tr>\n <td>\n <p><strong>Slums / Informal Settlements</strong></p>\n </td>\n <td>\n <p><strong>DEFINITION:</strong></p>\n <p>As adopted in the MDG, slum households are households whose members suffer one or more of the following ‘household deprivations’: 1) Lack of access to improved water source, 2) Lack of access to improved sanitation facilities, 3) Lack of sufficient living area, 4) Lack of housing durability and, 5) Lack of security of tenure.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT<sup><sup><a href=\"#footnote-13\" id=\"footnote-ref-13\">[12]</a></sup></sup>:</strong></p>\n <p><em>Security of Tenure:</em></p>\n <ul>\n <li>Proportion of households with formal title deeds to both land and residence.</li>\n <li>Proportion of households with formal title deeds to either one of land or residence.</li>\n <li>Proportion of households with agreements or any document as a proof of a tenure arrangement.</li>\n </ul>\n <p><em>Access to improved water sources:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved drinking water sources (i.e. piped in water into dwelling, plot or yard; public tap/stand pipe service; protected spring; rain water collection; bottled water if secondary source is also improved; bore hole/tube well; and protected dug well). </li>\n </ul>\n <p><em>Access to improved sanitation facilities:</em></p>\n <ul>\n <li>Proportion of households whose members have access to improved sanitation facilities (i.e. pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform that covers the pit entirely; composting toilets/latrines).</li>\n </ul>\n <p><em>Structural quality of Housing and location:</em> </p>\n <ul>\n <li>Proportion of households residing on or near a hazardous site. The following locations should be considered:<ul>\n <li>housing in geologically hazardous zones (landslide/earthquake and flood areas);</li>\n <li>housing on or under garbage mountains;</li>\n <li>housing around high-industrial pollution areas;</li>\n <li>housing around other unprotected high-risk zones (e.g. railroads, airports, energy transmission lines).</li>\n </ul>\n </li>\n </ul>\n <p><em>Structural quality of the housing and permanency of the structure:</em></p>\n <ul>\n <li>Proportion of households living in temporary and/or dilapidated structures. The following factors should be considered when placing a housing unit in these categories: <ul>\n <li>quality of construction (e.g. materials used for wall, floor and roof);</li>\n <li>compliance with local building codes, standards and bylaws.</li>\n </ul>\n </li>\n </ul>\n <p><em>Sufficient living area: </em></p>\n <ul>\n <li>Proportion of households in which not more than three people share the same habitable room.</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>\n <p><strong>Inadequate housing </strong></p>\n </td>\n <td>\n <p><strong>DEFINITION: </strong></p>\n <p>Proposed to complement the slums/informal settlements measuring affordability of housing at the global level. A housing is considered inadequate if it is not affordable to the household, i.e. the net monthly expenditure on its cost exceeds 30% of the total monthly income of the household.</p>\n </td>\n <td>\n <p><strong>MEASUREMENT: </strong></p>\n <p><em>Inadequate housing: </em></p>\n <ul>\n <li>Proportion of households with net monthly expenditure on housing exceeding 30% of the total monthly income of the household<sup><sup><a href=\"#footnote-14\" id=\"footnote-ref-14\">[13]</a></sup></sup>.</li>\n </ul>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-13\">12</sup><p> Measurements based on those in the (2003) UN-Habitat Challenge of Slums, p.12. <a href=\"#footnote-ref-13\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-14\">13</sup><p> To note, housing affordability can also be measured using house price-to-income ratio (HPIR) and the house rent-to-income ratio (HRIR). Housing is considered affordable when the house-price-to-annual household income ratio (HPIR) is 3.0 or less and the rent-to-monthly household income ratio (RIR) is 25% or less. <a href=\"#footnote-ref-14\">↑</a></p></div></div>", "old_state": 0 }, "id": 17109108, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109108/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586681/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935857+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The United Nations Human Settlements Programme (UN-Habitat) is the specialized agency for sustainable urbanization and human settlements in the United Nations. The mandate derives from the priorities established in relevant General Assembly resolutions and decisions, including General Assembly resolution 3327 (XXIX), by which the General Assembly established the United Nations Habitat and Human Settlements Foundation, and resolution 32/162 by which the Assembly established the United Nations Center for Human Settlements (Habitat). In 2001, by its Resolution 56/206, the General Assembly transformed the Habitat into the secretariat of the United Nations Human Settlements Programme (UN-Habitat), with a mandate to coordinate human settlements activities within the United Nations System. As such, UN-Habitat has been designated the overall coordinator of SDG 11 and specifically as a custodian agency for 9 of the 14 indicators under SDG 11 including indicator 11.1.1. UN-Habitat also supports the monitoring and reporting of 4 urban specific indicators in other goals.</p>", "old_state": -1 }, "id": 17109107, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109107/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586680/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935818+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>UN-Habitat</p>", "old_state": -1 }, "id": 17109106, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109106/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680429/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935777+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>This indicator has largely been successfully due to the collaborations between several organizations and institutions including UN- Habitat, UNEP, Cities Alliance, Slum dwellers International, and World Bank. There are several other experts who have also contributed to the development of the concepts, rationale and definitions, and metadata and will also support measurement, reporting and policy dialogue at the country level, based on the indicators.</p>\n<p> </p>\n<p>National Statistical Offices will play an important role in the monitoring and reporting process through census and surveys. Final Compilation & reporting at the global level will be lead and guided by UN-Habitat with support from selected partners. </p>", "old_state": 0 }, "id": 17109105, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109105/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586679/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935739+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>While continuous follow-up is done with countries and compilation of data sources occur on an annual basis, changes in trends within individual countries are likely to happen in spans of about 3-5 years, so a three-year window will be applied for comprehensive review of all data, with updates made based on availability of new data.</p>", "old_state": -1 }, "id": 17109104, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109104/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680424/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935699+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>All major surveys and census data collection process will continue to incorporate the aspects/components necessary for reporting on this indicator. The monitoring of this indicator will be repeated at regular intervals of 3-5 years, allowing for 3 five-year reporting points until the year 2030. </p>\n<p>UN-Habitat has developed simple reporting template to collect data from countries (<a href=\"https://data.unhabitat.org/pages/guidance\">https://data.unhabitat.org/pages/guidance</a>). The template, which is sent to countries on an annual basis is expected to be used until 2030, but slight changes may be effected as data on more aspects becomes available. </p>", "old_state": 0 }, "id": 17109103, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109103/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586678/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935658+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The computation of this indicator is mainly based on analysis of existing data sources including population and housing censuses and household surveys that contain information on all five components of slum: improved water, improved sanitation, durable housing, sufficient living area and secure tenure. Nationally representative household surveys, which typically collect information on water, sanitation and housing conditions, include Urban Inequities Surveys (UIS), Multiple Indicator Cluster Surveys (MICS), Demographic Health Surveys (DHS), World Health Surveys (WHS), Living Standards and Measurement Surveys (LSMS), Core Welfare Indicator Questionnaires (CWIQ), and other relevant surveys. National-level household surveys are generally conducted every 3-5 years in most developing countries, while censuses are generally conducted every 10 years. At the Global level, data will be assembled and compiled for international use and comparison by UN-Habitat and other partners. </p>", "old_state": -1 }, "id": 17109102, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109102/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680421/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935610+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Data for the slum/informal settlements components of the indicator can be computed from Census and national household surveys, including DHS and MICS. Data for the inadequate housing component can be computed through income and household surveys that capture housing expenditures.</p>\n<p>As per all the agreed Agenda 2030’s goals and targets, to measure the achievement of this indicator will require the mobilisation of means required to efficiently monitor them, calling for revitalised partnerships with the participation of all countries, all stakeholders and all communities concerned.</p>\n<p>For primary reporting, national data providers (especially the Statistical agencies) will play an important role generating the primary data through census and surveys. Regional and global estimates will be derived from national figures with appropriate disaggregation. Specialized tools will be developed and agreed upon with local and international stakeholders. Quality assurance on the use of the tools, analysis and reporting will be deployed regionally and globally, to ensure that standards are uniform and that definitions are universally applied.</p>", "old_state": 0 }, "id": 17109101, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109101/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/68586677/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.935529+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>Proportion (percentage)</p>", "old_state": -1 }, "id": 17109100, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109100/?format=api" }, { "unit": "https://hosted.weblate.org/api/units/29680363/?format=api", "component": "https://hosted.weblate.org/api/components/sdg-metadata/11-1-1/?format=api", "translation": "https://hosted.weblate.org/api/translations/sdg-metadata/11-1-1/ar/?format=api", "user": null, "author": null, "timestamp": "2022-02-10T22:09:01.934286+01:00", "action": 59, "target": "", "old": "", "details": { "state": 0, "source": "<p>The nature of the housing sector with its institutions, laws and regulations, is one that touches every single aspect of the economy of a country and has interface with practically every social development sector. People living in adequate homes have better health, higher chances to improve their human capital and seize the opportunities available in urban contexts. At the same time, a housing sector that performs well acts as a ‘development multiplier’ benefiting complementary industries, contributing to economic development, employment generation, service provision and overall poverty reduction. </p>\n<p>Broadly, for every job in the house-building sector, an additional 1.5 to 2 jobs are generally created in the construction materials and other input industries. The contributions of housing to urban prosperity are also evident. The UN-Habitat City Prosperity Initiative reveals indicates that inadequate housing has negative effects on several other dimensions of urban prosperity. Urban contexts with housing conditions below average experience poorer equity and inclusion, reduced urban safety and livelihood opportunities, and have neglected connectivity and provision of public space.</p>\n<p>Inadequate housing thus remains a global urban sustainability challenge, but also development opportunity. At the same time, the thematic area of ‘adequate housing’ and especially the term ‘slums’ - are often highly politicized. More nuanced definitions of these terms would enable and support a more robust and measured debate, greater engagement by all key stakeholders and the development of specific recommendations for application within each context and place. </p>\n<p>There are a number of interrelated terms that must be grappled with when considering an indicator for the SDG Target 11.1. They include inadequate housing and housing affordability, informal settlements and slums. </p>\n<p><em>Housing affordability</em></p>\n<p>One of the most daunting challenges of urbanization globally has been the provision of adequate housing that people can afford. Findings from the UN Global Sample of Cities<sup><sup><a href=\"#footnote-2\" id=\"footnote-ref-2\">[1]</a></sup></sup> show that people across all types of urban centres are not able to afford home ownership or even the cost of rental housing. In low-income countries for example, households need to save the equivalent of nearly eight times their annual household income in order to be able to afford the price of a standard house in their town or city. If they rent, households have to commit more than 25 per cent of their monthly income to rent payments.<sup><sup><a href=\"#footnote-3\" id=\"footnote-ref-3\">[2]</a></sup></sup> </p>\n<p>The affordability issue is affecting the developing and developed worlds alike. In Latin America, high house price-to-income ratio and inaccessible housing finance compel households to resort to informal solutions without the benefits of planning and safety regulations. In many parts of Sub-Saharan Africa, less than 10 per cent of households are able to afford a mortgage for even the cheapest newly built house. In fact, African households face 55 per cent higher housing costs relative to their per capita GDP than in other regions.<sup><sup><a href=\"#footnote-4\" id=\"footnote-ref-4\">[3]</a></sup></sup> In many European countries, families, especially the youth, are severely cost burdened and have much less to spend on other necessities such as food, health, transport and clothing. In extreme circumstances, households are forced to leave their accommodation because of the inability to pay. The current migration crisis has worsened housing conditions in the region, a trend that seems set to continue in the next few years.</p>\n<p><em>Inadequate housing, informal settlements and slums</em></p>\n<p>Today, an estimated 1.6 billion people live in inadequate housing globally, of which 1 billion live in slums and informal settlements<sup><sup><a href=\"#footnote-5\" id=\"footnote-ref-5\">[4]</a></sup></sup>. This means that about one in four people in cities live in conditions that harm their health, safety, prosperity and opportunities. Lack of access to basic services is a common constraint in informal settlements and slums: worldwide 2.4 billion people live without improved sanitation and 2 billion are affected by water stress. In spite of a decrease from 39 to 30 per cent of urban population living in slums between 2000 and 2014, absolute numbers continue to grow: currently, one quarter of the world’s urban population is estimated to live in slums, 881 million urban residents as opposed to 792 million in 2000. Young women- and children-headed households are often the most vulnerable to inadequate housing conditions. Homelessness is also a growing challenge and it is estimated that more than 100 million people worldwide are homeless.<sup><sup><a href=\"#footnote-6\" id=\"footnote-ref-6\">[5]</a></sup></sup></p>\n<p>Slums represent one of the most extreme forms of deprivation and exclusion and remain a critical factor for the persistence of poverty and exclusion in the world – indeed a challenge for sustainable and inclusive urbanization. Research shows that other forms of urban poverty in the form of informal settlements increasingly become a worldwide phenomenon found also in the developed world.</p>\n<p>At the same time, not all people who live in inadequate housing live in slums but are nonetheless living in very substandard conditions in the urban contexts in which they are situated. The nature of these unsatisfactory living conditions must be captured and better represented in the global, country and city-level data to ensure a more robust picture of inadequate housing is documented. In light of this, the following definitions are proposed.</p>\n<p><strong>Definition and concept: </strong></p>\n<p>As per the 2030 Agenda, it is necessary to identify and quantify the proportion of the population that live in<strong> slums, informal settlements</strong> and those living in <strong>inadequate housing</strong> in order to inform the development of the appropriate policies and programmes for ensuring access for all to adequate housing and the upgrading of slums. </p>\n<p><strong>a. Slums </strong>– An expert group meeting was convened in 2002 by UN-Habitat, the United Nations Statistics Division and the Cities Alliance to agree on an operational definition for slums to be used for measuring the indicator of MDG 7 Target 7.D. The agreed definition classified a <em>‘slum household’</em> as one in which the inhabitants suffer <u>one or more</u> of the following <em>‘household deprivations’</em>:</p>\n<ol>\n <li>Lack of access to improved water source,</li>\n <li>Lack of access to improved sanitation facilities, </li>\n <li>Lack of sufficient living area, </li>\n <li>Lack of housing durability and,</li>\n <li>Lack of security of tenure. </li>\n</ol>\n<p>By extension, the term <em>‘slum dweller’</em> refers to a person living in a household that lacks any of the above attributes.<sup><sup><a href=\"#footnote-7\" id=\"footnote-ref-7\">[6]</a></sup></sup></p>\n<p>These five components –all derived from the adequate housing’s definition have been used ever since for reporting and tracking of the MDGs, as the primary or secondary data measured to determine the number of slum dwellers living in developing countries. They were also the basis to establish the successful achievement of MDG Target 7.D. For each component, the experts agreed with the following sub-definitions:<sup><sup><a href=\"#footnote-8\" id=\"footnote-ref-8\">[7]</a></sup></sup></p>\n<p>1) <u>Access to improved water</u> – A household is considered to have access to improved drinking water if the household members use a facility that is protected from outside contamination, in particular from faecal matters’ contamination. Improved drinking water sources include: piped water into dwelling, plot or yard; public tap/stand pipe serving no more than 5 households; protected spring; rainwater collection; bottled water (if secondary source is also improved); bore hole/tube well; and, protected dug well.</p>\n<p>2) <u>Access to improved sanitation</u> – A household is considered to have access to improved sanitation if household members have access to a facility with an excreta disposal system that hygienically separates human waste from human contact. Improved facilities include: flush/pour-flush toilets or latrines connected to a sewer, septic tank or pit; ventilated improved pit latrine; pit latrine with a slab or platform, which covers the pit entirely; and, composting toilets/latrines.</p>\n<p>3) <u>Sufficient living area</u> /overcrowding– A dwelling unit provides sufficient living area for the household members if not more than three people share the same habitable room.<sup><sup><a href=\"#footnote-9\" id=\"footnote-ref-9\">[8]</a></sup></sup> Additional indicators of overcrowding have been proposed: area-level indicators such as average in-house living area per person or the number of households per area. Additionally, housing-unit level indicators such as the number of persons per bed or the number of children under five per room may also be viable. However, the number of persons per room has been shown to correlate with adverse health risks and is more commonly collected through household survey.<sup><sup><a href=\"#footnote-10\" id=\"footnote-ref-10\">[9]</a></sup></sup>. UN-Habitat believes that the definition as it stands does not reflect the practical experience of overcrowding and as noted below, is proposing an alternative. </p>\n<p><img src=\"data:image/jpeg;base64,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\"></p>\n<p>Figure 1- Example of Overcrowding</p>\n<p>4) <u>Structural quality/durability of dwellings</u> – A house is considered as ‘durable’ if it is built on a non-hazardous location and has a permanent and adequate structure able to protect its inhabitants from the extremes of climatic conditions such as rain, heat, cold, and humidity. The following criteria are used to determine the structural quality/durability of dwellings: permanency of structure (permanent building material for the walls, roof and floor; compliance with building codes; the dwelling is not in a dilapidated state; the dwelling is not in need of major repair); and location of house (hazardous location; the dwelling is not located on or near toxic waste; the dwelling is not located in a flood plain; the dwelling is not located on a steep slope; the dwelling is not located in a dangerous right of way: rail, highway, airport, power lines).</p>\n<p>5) <u>Security of tenure</u> – Secure tenure is the right of all individuals and groups to effective protection by the State against forced evictions. Security of tenure is understood as a set of relationships with respect to housing and land, established through statutory or customary law or informal or hybrid arrangements, that enables one to live in one’s home with security, peace and dignity (A/HRC/25/54). Regardless of the type of tenure, all persons with security of tenure have a legal status against arbitrary unlawful eviction, harassment and other threats. People have secure tenure when: there is evidence of documentation that can be used as proof of secure tenure status; and, there is either de facto or perceived protection from forced evictions. Important progress has been made to integrate the measurement of this component into the computation of the people living in slums.</p>\n<p><em>Informal Settlements </em></p>\n<p>b. Informal Settlements<strong> </strong>– Informal settlements are usually seen as synonymous of slums, with a particular focus on the formal status of land, structure and services. They are defined by three main criteria, according to Habitat III Issue Paper #22<sup><sup><a href=\"#footnote-11\" id=\"footnote-ref-11\">[10]</a></sup></sup>, which are already covered in the definition of slums. These are: </p>\n<ol>\n <li><u>Inhabitants have no security of tenure</u> vis-à-vis the land or dwellings they inhabit, with modalities ranging from squatting to informal rental housing, </li>\n <li>The <u>neighbourhoods usually lack, or are cut off from, formal basic services</u> and city infrastructure, and </li>\n <li>The <u>housing may not comply with current planning and building regulations</u>, is often situated in geographically and environmentally hazardous areas, and may lack a municipal permit. </li>\n</ol>\n<p>Informal settlements can be occupied by all income levels of urban residents, affluent and poor. </p>\n<p><em>Inadequate Housing</em></p>\n<p>c. Inadequate Housing – Article 25 of the Universal Declaration of Human Rights includes housing as one of the components of the right to adequate standards of living for all.<sup><sup><a href=\"#footnote-12\" id=\"footnote-ref-12\">[11]</a></sup></sup> The United Nations Committee on Economic, Social and Cultural Rights’ general comments No.4 (1991) on the right to adequate housing and No.7 (1997) on forced evictions have underlined that the right to adequate housing should be seen as the right to live somewhere in security, peace and dignity. For housing to be adequate, it must provide more than four walls and a roof, and at a minimum, meet the following criteria: </p>\n<ol>\n <li><u>Legal security of tenure</u>, which guarantees legal protection against forced evictions, harassment and other threats; </li>\n <li><u>Availability of services, materials, facilities and infrastructure</u>, including safe drinking water, adequate sanitation, energy for cooking, heating, lighting, food storage or refuse disposal; </li>\n <li><u>Affordability</u>, as housing is not adequate if its cost threatens or compromises the occupants’ enjoyment of other human rights; </li>\n <li><u>Habitability</u>, as housing is not adequate if it does not guarantee physical safety or provide adequate space, as well as protection against the cold, damp, heat, rain, wind, other threats to health and structural hazards; </li>\n <li><u>Accessibility</u>, as housing is not adequate if the specific needs of disadvantaged and marginalized groups are not taken into account (such as the poor, people facing discrimination; persons with disabilities, victims of natural disasters); </li>\n <li><u>Location</u>, as housing is not adequate if it is cut off from employment opportunities, health-care services, schools, childcare centres and other social facilities, or if located in dangerous or polluted sites or in immediate proximity to pollution sources; and</li>\n <li><u>Cultural adequacy</u>, as housing is not adequate if it does not respect and take into account the expression of cultural identity and ways of life.</li>\n</ol>\n<table>\n <tbody>\n <tr>\n <td colspan=\"4\">\n <p><strong>Table 1. Criteria defining slums, informal settlements and inadequate housing</strong></p>\n </td>\n </tr>\n <tr>\n <td></td>\n <td>\n <p>Slums </p>\n </td>\n <td>\n <p>Informal Settlements</p>\n </td>\n <td>\n <p>Inadequate Housing</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to water</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>access to sanitation</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>sufficient living area, overcrowding</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>structural quality, durability and location</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>security of tenure</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>affordability</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>accessibility</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n <tr>\n <td>\n <p>cultural adequacy</p>\n </td>\n <td></td>\n <td></td>\n <td>\n <p>X</p>\n </td>\n </tr>\n </tbody>\n</table><div class=\"footnotes\"><div><sup class=\"footnote-number\" id=\"footnote-2\">1</sup><p> UN-Habitat (2016). Fundaments of Urbanization. Evidence Base for Policy Making. Nairobi: UN-Habitat <a href=\"#footnote-ref-2\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-3\">2</sup><p> Ibid <a href=\"#footnote-ref-3\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-4\">3</sup><p> World Bank, 2017. Africa’s Cities: Opening Doors to the World. <a href=\"#footnote-ref-4\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-5\">4</sup><p> UN-Habitat (2016). World Cities Report. UN-Habitat (2005). Financing Shelter. <a href=\"#footnote-ref-5\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-6\">5</sup><p> UN-HABITAT (2005). Financing Urban Shelter: Global Report on Human Settlements 2005. Nairobi: UN-Habitat <a href=\"#footnote-ref-6\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-7\">6</sup><p> UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium; <mirror.unhabitat.org/pmss/getElectronicVersion.aspx?nr=1124&alt=1> <a href=\"#footnote-ref-7\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-8\">7</sup><p> United Nations (2007), Indicators of Sustainable Development: Guidelines and Methodologies. Third Edition, United Nations, New York; < https://sustainabledevelopment.un.org/index.php?page=view&type=400&nr=107&>; UN-Habitat (2003), Slums of the World: The face of urban poverty in the new millennium. <a href=\"#footnote-ref-8\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-9\">8</sup><p> The original EGM’s advice considered a range of less than three to four people per habitable room. When this indicator got operationalized during the MDG 7 Target 7.D’s tracking, overcrowding was fixed at a maximum of three people per habitable room (‘minimum of four square meters,’ <http://mdgs.un.org/unsd/mdg/Metadata.aspx>). <a href=\"#footnote-ref-9\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-10\">9</sup><p> UN-Habitat (1998), Crowding and Health in Low Income Settlements of Guinea Bissau, SIEP Occasional Series No.1. <a href=\"#footnote-ref-10\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-11\">10</sup><p> United Nations (2015), Conference on Housing and Sustainable Urban Development – Habitat III, Issue Paper No. 22 on Informal Settlements; UN-Habitat (2015), Slum Almanac 2015-2016. <a href=\"#footnote-ref-11\">↑</a></p></div><div><sup class=\"footnote-number\" id=\"footnote-12\">11</sup><p> Article 25 (1) “Everyone has the right to a standard of living adequate for the health and well-being of himself and of his family, including food, clothing, housing and medical care and necessary social services, and the right to security in the event of unemployment, sickness, disability, widowhood, old age or other lack of livelihood in circumstances beyond his control.” <a href=\"#footnote-ref-12\">↑</a></p></div></div>", "old_state": 0 }, "id": 17109099, "action_name": "String updated in the repository", "url": "https://hosted.weblate.org/api/changes/17109099/?format=api" } ] }