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      <title>Sustainable City _Year 7T by Ruhana Hamzah</title>
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      <description>Made with a taste for adventure</description>
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      <pubDate>2017-10-11 05:52:54 UTC</pubDate>
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         <title>What does SUSTAINABLE mean?</title>
         <author>ruhana_hamzah1</author>
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         <title>How do you describe sustainable city in one word?</title>
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         <pubDate>2017-10-11 06:32:12 UTC</pubDate>
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         <title>Challenges that cities faces?</title>
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         <pubDate>2017-10-11 06:32:32 UTC</pubDate>
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         <title>List out what nature provide to the people?</title>
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         <pubDate>2017-10-11 06:32:45 UTC</pubDate>
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         <pubDate>2017-10-11 06:35:06 UTC</pubDate>
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         <author>Caleb_jude_turner</author>
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         <pubDate>2017-10-11 06:35:36 UTC</pubDate>
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         <author>darrellsongyc</author>
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         <title>sustainable city</title>
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&quot;,&quot;width&quot;:286}" 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&quot;,&quot;width&quot;:270}" 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         <description><![CDATA[<div>&nbsp;</div><div><br>In <a href="https://en.wikipedia.org/wiki/Ecology">ecology</a>, <strong>sustainability</strong> (from <em>sustain</em> and <em>ability</em>) is the property of <a href="https://en.wikipedia.org/wiki/Biological_system">biological systems</a> to remain <a href="https://en.wikipedia.org/wiki/Biodiversity">diverse</a> and <a href="https://en.wikipedia.org/wiki/Productivity_(ecology)">productive</a> indefinitely. Long-lived and healthy <a href="https://en.wikipedia.org/wiki/Wetlands">wetlands</a> and <a href="https://en.wikipedia.org/wiki/Forests">forests</a> are examples of sustainable biological systems. In more general terms, sustainability is the endurance of systems and processes. The <a href="https://en.wikipedia.org/wiki/Organizing_principle">organizing principle</a> for sustainability is <a href="https://en.wikipedia.org/wiki/Sustainable_development">sustainable development</a>, which includes the four interconnected domains: ecology, economics, politics and culture.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-1"><sup>[1]</sup></a> <a href="https://en.wikipedia.org/wiki/Sustainability_science">Sustainability science</a> is the study of sustainable development and environmental science.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-2"><sup>[2]<br></sup></a><br></div><div><br>Sustainability can also be defined as a socio-ecological process characterized by the pursuit of a common ideal.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-Dr._Joel_Diemer-3"><sup>[3]</sup></a> An ideal is by definition unattainable in a given time and space. However, by persistently and dynamically approaching it, the process results in a sustainable system.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-Dr._Joel_Diemer-3"><sup>[3]<br></sup></a><br></div><div><br>Healthy ecosystems and <a href="https://en.wikipedia.org/wiki/Natural_environment">environments</a> are necessary to the survival of humans and other <a href="https://en.wikipedia.org/wiki/Organisms">organisms</a>. Ways of reducing negative human impact are <a href="https://en.wikipedia.org/wiki/Environmentally-friendly">environmentally-friendly</a> <a href="https://en.wikipedia.org/wiki/Chemical_engineering">chemical engineering</a>, <a href="https://en.wikipedia.org/wiki/Environmental_resources_management">environmental resources management</a> and <a href="https://en.wikipedia.org/wiki/Environmental_protection">environmental protection</a>. Information is gained from <a href="https://en.wikipedia.org/wiki/Green_chemistry">green chemistry</a>, <a href="https://en.wikipedia.org/wiki/Earth_science">earth science</a>, <a href="https://en.wikipedia.org/wiki/Environmental_science">environmental science</a> and <a href="https://en.wikipedia.org/wiki/Conservation_biology">conservation biology</a>. <a href="https://en.wikipedia.org/wiki/Ecological_economics">Ecological economics</a> studies the fields of academic research that aim to address human economies and natural ecosystems.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-4"><sup>[4]<br></sup></a><br></div><div><a href="https://en.wikipedia.org/wiki/File:Inside_the_Batad_rice_terraces.jpg"><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:151,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/6/67/Inside_the_Batad_rice_terraces.jpg/220px-Inside_the_Batad_rice_terraces.jpg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/67/Inside_the_Batad_rice_terraces.jpg/220px-Inside_the_Batad_rice_terraces.jpg" width="220" height="151"><figcaption class="attachment__caption"></figcaption></figure></a>Batad <a href="https://en.wikipedia.org/wiki/Rice_terrace">rice terraces</a>, The Philippines —UNESCO World Heritage site</div><div><br>Moving towards sustainability is also a social challenge that entails <a href="https://en.wikipedia.org/wiki/International_law">international</a> and national <a href="https://en.wikipedia.org/wiki/Law">law</a>, <a href="https://en.wikipedia.org/wiki/Urban_planning">urban planning</a> and <a href="https://en.wikipedia.org/wiki/Transport">transport</a>, local and individual <a href="https://en.wikipedia.org/wiki/Lifestyle_(sociology)">lifestyles</a> and <a href="https://en.wikipedia.org/wiki/Ethical_consumerism">ethical consumerism</a>. Ways of living more sustainably can take many forms from reorganizing living conditions (e.g., <a href="https://en.wikipedia.org/wiki/Ecovillages">ecovillages</a>, <a href="https://en.wikipedia.org/wiki/Eco-municipalities">eco-municipalities</a> and <a href="https://en.wikipedia.org/wiki/Sustainable_cities">sustainable cities</a>), reappraising economic sectors (<a href="https://en.wikipedia.org/wiki/Permaculture">permaculture</a>, <a href="https://en.wikipedia.org/wiki/Green_building">green building</a>, <a href="https://en.wikipedia.org/wiki/Sustainable_agriculture">sustainable agriculture</a>), or work practices (<a href="https://en.wikipedia.org/wiki/Sustainable_architecture">sustainable architecture</a>), using science to develop new technologies (<a href="https://en.wikipedia.org/wiki/Green_technologies">green technologies</a>, <a href="https://en.wikipedia.org/wiki/Renewable_energy">renewable energy</a> and sustainable <a href="https://en.wikipedia.org/wiki/Generation_IV_reactor">fission</a> and <a href="https://en.wikipedia.org/wiki/Fusion_power">fusion power</a>), or designing systems in a flexible and reversible manner,<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-tandfonline.com-5"><sup>[5]</sup></a><a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-Zhang_2012-6"><sup>[6]</sup></a> and adjusting individual <a href="https://en.wikipedia.org/wiki/Lifestyle_(sociology)">lifestyles</a> that conserve natural resources.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-7"><sup>[7]<br></sup></a><br></div><div><br>"The term 'sustainability' should be viewed as humanity's target goal of human-ecosystem equilibrium (homeostasis), while 'sustainable development' refers to the holistic approach and temporal processes that lead us to the end point of sustainability." (305)<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-8"><sup>[8]</sup></a> Despite the increased popularity of the use of the term "sustainability", the possibility that human societies will achieve environmental sustainability has been, and continues to be, questioned—in light of <a href="https://en.wikipedia.org/wiki/Environmental_degradation">environmental degradation</a>, <a href="https://en.wikipedia.org/wiki/Climate_change">climate change</a>, <a href="https://en.wikipedia.org/wiki/Overconsumption">overconsumption</a>, population growth and societies' pursuit of unlimited <a href="https://en.wikipedia.org/wiki/Economic_growth">economic growth</a> in a <a href="https://en.wikipedia.org/wiki/Closed_system">closed system</a>.<a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-9"><sup>[9]</sup></a><a href="https://en.wikipedia.org/wiki/Sustainability#cite_note-10"><sup>[10]</sup></a>&nbsp;<br><br><br></div>]]></description>
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         <description><![CDATA[<div>him too<br><br></div>]]></description>
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