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</div><h2>SL Paper 1</h2><div class="question">
<p>Discuss why resource conservation strategies may be more effective than population control in reducing global resource consumption.</p>
</div>
<br><hr><br><div class="specification">
<p align="LEFT">The map shows internal migration flows in China and the Human Development Index (HDI) for each province for 2005.</p>
<p align="LEFT"> <br><img src="images/HDI_China.png" alt width="797" height="696"></p>
<p><span style="font-size: small;">[Source: <em>Human Development Report</em> (2009)]</span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the pattern of internal migration shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Briefly explain <strong>three</strong> positive socio-economic impacts that this migration could have for the provinces of destination.</p>
<div class="marks">[2+2+2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why an imbalance in the birth ratio exists in some societies.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Examine the view that population change is responsible for water scarcity.</p>
</div>
<br><hr><br><div class="specification">
<p>The map shows the maternal mortality ratio (maternal deaths per 100 000 live births) for different countries in 2010.</p>
<p><img src="images/Geography_HLSL_Paper_1_Question_1.jpg" alt></p>
<p>[Source: Reproduced, with the permission of the publisher, from Trends in Maternal Mortality: 1990 to 2010. Geneva, World Health Organization, Fig. 1, p. 23. http://www.unfpa.org/webdav/site/global/shared/documents/publications/2012/Trends_in_maternal_mortality_A4-1.pdf (accessed 08/01/2014)]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly describe the global pattern of the maternal mortality ratio shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why the maternal mortality ratio is so high in some countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the recent trends in life expectancy at birth for a <strong>named</strong> country or region.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the predicted population pyramid for a country in 2025.<span style="font-size: medium;"><br><img src="images/Population_pyramid.png" alt width="785" height="402"></span></p>
<p><span style="font-size: small;"><span style="font-size: medium;">[Source: adapted from U.S. Census Bureau, International Data Base]</span></span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the predicted population structure of this country in 2025.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between a population projection and population momentum.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the economic impacts of an ageing population on a named country.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">The graph below shows the relationship between GDP <em>per capita </em>and life expectancy at birth for a number of countries in 2010.</p>
<p align="LEFT"><br><img style="width: 762px; height: 476px;" src="images/Life_expectancy-GDP_graph.png" alt width="772" height="482"></p>
<p><span style="font-size: small;">[Reproduced from Wilinson R.G. and Pickett K.E., The Spirit Level: Why more equal societies always do better.]</span></p>
<p>(a) Describe the relationship shown on the graph.</p>
<p>(b) Suggest <strong>two</strong> possible reasons for the relationship described in (a).</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">a+b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> economic effects of a youthful population structure.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>“Forced international migrations bring more positive than negative impacts to recipient countries”. Referring to examples, discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“Falling fertility rates are no guarantee of reduced resource consumption.” Discuss this statement, referring to examples.</p>
</div>
<br><hr><br><div class="question">
<p>Examine the relationship between environmental change and human migrations.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">Examine the view that rapid population growth will prevent some countries from meeting their Millennium Development Goals.</p>
</div>
<br><hr><br><div class="question">
<p>“Investing in gender equality is the most effective strategy to promote economic and social development.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“Migration reduces disparities in wealth and development.” Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows how female empowerment in politics has changed in different regions since 1997.<br><img style="width: 733px; height: 515px;" src="images/Female_empowerment.png" alt width="758" height="530"></p>
<p><span style="font-size: small;"><span style="font-size: medium;">[Source: adapted from UNESCO]</span></span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to the graph, describe how female empowerment in politics varied between regions in 1997.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons why female empowerment in politics has risen since 1997.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the pro-natalist policy of a country you have studied.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Referring to <strong>one or more </strong>countries, discuss the view that internal (national) migration can help to reduce economic and social disparities.</p>
</div>
<br><hr><br><div class="question">
<p>Using examples, examine how environmental factors can be a cause of migration.</p>
</div>
<br><hr><br><div class="specification">
<p align="left">The diagram shows the gender gap index for country X and the world average (representing 115 countries), which shows the level of success in achieving gender equality for women in the four aspects given below.</p>
<p>The index ranges from 0.00 (total inequality) to 1.00 (total equality).</p>
<p><br><img src="images/Gender_gap_index.png" alt width="699" height="793"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="left">Referring to the diagram, state the rank order (from highest to lowest level of equality) for the four aspects of the world average.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the status of women in country X.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the relationship between fertility and the status of women.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>The third Millennium Development Goal is to “promote gender equality and empower women”. To what extent might international migration play a role in helping this goal to be achieved?</p>
</div>
<br><hr><br><div class="question">
<p>To what extent do the most successful poverty reduction strategies focus on wealth creation and gender equality?</p>
</div>
<br><hr><br><div class="question">
<p>Examine the view that gender inequalities are a major obstacle to development.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">“Environmental sustainability will never be achieved without population control.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“The fact that the world’s population is now growing less rapidly means that there will be less pressure on the environment.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>To what extent do migrations bring benefits to both their origins and their destinations?</p>
</div>
<br><hr><br><div class="question">
<p>“Population growth is the greatest threat to our planet’s soil quality and biodiversity.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“Rapid population growth is the main cause of soil degradation and reduced biodiversity.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“Government attempts to control population growth are ineffective.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“A falling fertility rate is always beneficial to a country.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“Greater gender equality is the most effective way to reduce poverty and stimulate development.” Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p><strong>Populations in transition</strong></p>
<p>The graph shows the actual dependency ratios for 2010 and the predicted dependency ratios for 2050 for a selection of countries.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnAAAAF1CAYAAABoNteNAAAgAElEQVR4Ae29T2weR/6n1xMMcllAPOxeScwgk0MACnZgYAMMBRszczK1NgxkE4iGbC1ykOmlNUkOthL/5ugRovElGQ/XlA+L1VgQdTRsiDr9xpAh+mbAXhIYA+uFDfKaPVBADsEetHjq1fdVsdnvP7Lft/t936eAl93srq6qfqq6+tPf+vezJ0+ePCl0EpCABCQgAQlIQAJTQ+C/mpqUmlAJSEACEpCABCQggURAAWdBkIAEJCABCUhAAlNGQAE3ZRlmciUgAQlIQAISkIACzjIgAQlIQAISkIAEpoyAAm7KMszkSkACEpCABCQgAQWcZUACEpCABCQgAQlMGYGZEnC7j3aLX/3il8X+3t6JbPjD+++nc5znd21jozg8ODjm79bHW8ULzz3f9Xfl8uXiwf2dY378RwISkIAEJCABCTRNYGYEHKLt9xsblTw/vHkzCbEPbtwofvjpx+LLrx4WhweHxZuX3+j6R6jh79Lra8kP/nBVQq97kTsSkIAEJCABCUigAQIzIeAQXvyurq9XIty5v1O8fHE1iTM8LC4tFZfW1pIFLqxwu7uP0vF3r1/vhoHgw2HZ00lAAhKQgAQkIIG2EJh6AUezJwLrz5ublUwRaPwWF5eOnV+5sJL+R9zhCGP5/PIxPwg9fog7nQQkIAEJSEACEmgLgakXcAixz774vFhYWKhkur+3n44vLR0XcOee+n/8+Kg4OjpKIq/shwsJl+ZWnQQkIAEJSEACEmgLgakXcMvnz5+J5UFpIENVYNHMWnXOYxKQgAQkIAEJSGDSBKZewE0amPFJQAISkIAEJCCBpgnMvYCrajYtZwr94HQSkIAEJCABCUigLQR+3paEjCsdMTCh3FT6+OgoRXnu3ELq54ZIK/vBA/3jIow8jcwld+vf/rv8kPsSkIAEJCABCUig+N1vXxo7hZkXcDGS9PDw+KS9MTVI9KFjMEQcC+oxgpUpR6rcJDKoKl6PSUACEpCABCQw3wTmogl19eJqce/udvqR3Qize9vbBeItphNZWbmQjrNiQzj2GYXK5L46CUhAAhKQgATaTSBfdek3L77Ufe/3SjWT+NOiNo2rLs28BY5MY4JfmkLJ2BBoCLeYqBc/TPT77sH14pOtrW6GI/Dw02uKkl4FwuMSkIAEJCABCUyWAMtfHh09Lr757tunU4AdpBWXeP+/9fbJif45/qebNyebyBpj+9mTJ0+e1Bje3ASFYo/ltubmpr1RCUhAAhKQQAsJYEFj6UuMLnmrGZP9Y5j521cPTxhjEHzMFYuQ+2hzMxlyWnhrPZM0F02oPe/eExKQgAQkIAEJTD2B/f29dA/RLSpuiJkmEGhfl5bERNgh3notwRnXt3k7F02obc4A0yYBCUhAAhKQwHgJ5LNM0A8eqxxrn09zFyktcOMtM4YuAQlIQAISkMCYCcR65welpS/DMpdHf23jnTQ9WN7Ump+fln0F3LTklOmUgAQkIAEJSKCSAGKMgYefbH2cmkzxRL84ZqDIHQMZaVL98+Zmfngq9xVwU5ltJloCEpCABCQggZzA7TufFucWFooXnns+TQ1yb/tuV6jRVMpcrwi6WZldQgGX5777c0EgnyeIB53OrGXHl9trr7yaKgFGHDNaiX4TOglIQAKnIUD9QT1CfcKP+qVq7jHqoxAg+Iupr04T57xdg0hjNCkzRPC7fedOt95mUn8EHS7PB0au4tiSJ9PkFHDTlFum9cwEeEj5CmOeIB7wz774PHVmzUXc/t5eephfXl3tVgQ8/G9efqNrmj9zQgxAAhKYKwLUH7gQF6zwE/VRgKAe+vDmzWQ1Cn+MlERw6PoToF5H8J5YUenwoKD+ZnRqLu6CL8dwbHkfTJNTwE1TbpnWMxHgC5gvXlbmiJFHPNisdcvKHOFiP+/g+vLqxfQlV/XFHNe5lYAEJFBFgGY76p9La693T1O/UA892LnfPVZeIYgTfEgiSmwB6GKq3EGglfvAwX3n/s6xSfsrL57Sgwq4Kc04k10vgcdHR0MFSOdXnQQkIIG6CAxbpwzrr650TWM4H23+JSU7mqARxO9dv95dMnMa76lfmhVw/eh4bqYIYG3jq5cvsqgM+aotT+b41vp6+jLORy/xlRzXzxQUb0YCEhg7gRghGX2wiJD6hXoot8pR99CFI28GfLCzkwQI1iVdfwLU0fR7i+ZRmkRZJrOf4zz+B/nrF0ZT51xK65TkaWsn03XTR4AFjvPmCEzvPPS5i74o+TH8lGf5zs+7LwEJSKAXAYRZuZM8E8mW1+ikX1zeVYNmVvrs6iRQJqAFrkzE/2eWAF+7VKBLS4vdL7SoGPNOwiHe8g6vDDvHT/5lPLOgvDEJSKBWAoi3K5ffSGIttw7RxJcPoEK80SLw5VcPu3UUliE+OqPVoNaEGdhUE1DATXX2mfhRCNBkQUV6df3t7mV83TJAAWEW4owlVrC05SZ1mkAwzzNJpE4CEpDAKAQYWYrD4haOJlHqGeobHPUPljdGp1LXhKNZlRaDvEtHnHNbTYAWslF+1aG0/6gCrv15ZAprIvD4cWcAAqNOcxf/I+74yuVX1d8Ef3wd6yQgAQmMQuDo6PExURbXsvwT9Q11TwykYvH13CHm+NCsWhIq9+f+/BFQwM1fns/tHcdaeXn/N2BQueIQbVSUVJj5wscBjAo2xF4ccysBCUhgEAHqjXK9E9dQ51D3RN1SVffgd3nZQQzBzG2HgALOkjA3BGIkGM0ZUZny9UuzKE0ZMUCBJouvH+0e65tC8wVNHHnz69yA80YlIIEzEaBOweWrKmB1ow/c1afn+HCkjmLUaT6IgWtYHopzOgnkBByFmtMYYd9RqCPAapFXBBsCLu9PwiiwvG8KyeU8lSuVLA5xx3D/vF9ci27LpEhAAi0nQF1C3RN9bZNgW1s7MQqVQQ30i6OuwlHnMJcZ/nXDEeD9PIqb1hklFHCj5HLmd1wCjq+tEBeY1vk6y4eZVwkQH/AsY9yVgARGIoC159bW1rGPFUZd54KhLD74oOGjp6qv6EiR61kCYyAwLwLOJtQxFJ7TBhnr4vVbp5Oh6HSkZ4JCvhoYbn54cOg6naeF7nUSmGMCCDPqnX7r/tLdgHoHF1Ng0KTHseiKMMcIvXUJNEZAAdcY+uMRUxHyJdxvnU7OU+EyzDy+fPlK5kuY68Nydzxk/5OABCRQTYBuAri8f1V53d/wk092TZMerQFxrjp0j0pAAuMk8PNxBm7Y9RCI4eU0lf5w8eTqDwsL51JEMU1GPbEaigQkMM8Eog8WH4jlPqLzzMV7l0BbCCjgWpITqUPr03U66fdG/zesauV1OquSG3OTxTQZVX48dpLAX/7NrZMHexx551+/1eOMhyUwvQQYHYllH+t99LUdtO4vwo6+utRRtAbohicwL32zhieiz7MQUMCdhV7N19JxmCVTXnju+W7IdBaOirV7sLRDM0YIwNIp/5WABCTQkwD1Bh+MjI7kF47mUgRa2bEUHd04cNRLXK+TgASaIWAfuGa4n4iVr9ph1uksX0gHZCx1H23+pXzK/yUgAQn0JTDqur8xeIotVrt8DeG+EXlSAhKonYACrnakpwuQypAv23yiWL6Ay+t05qHzxUzzB5a7GNSQn3dfAhKQQD8Cp133l/qGPrnMacYHpE4CEpg8AQXc5JlXxhgDEGI5lfAU/0ezRRzH8sbX80ebm04uG1DcSkACQxPA6s+v6uOPeif61vYKMJpYCUMnAQlMnoACbvLMK2OMAQjlr9l8nU4uRMjRT46lnmjG4CtYJwEJSGBUAggw+rBVrb2Zr/tLMyl1Ttkh3CKM8jn/l4AExk9AATd+xkPFMMw6nYg7Js+kcr1959PKL+ehItOTBCQgAQYiDLHuL906qHuw+Iej6wa/GDEfx91KQAKTI+Ao1MmxHhgToox+bfnXLiO9Yg4mRptGcwUDHsoOaxxNqjoJSEACwxCICXypW2IUKiPfqUfY4uL/e9t3u35odqVeiuuHiUs/EpBAvQRcC/WUPMe1Fuopk+NlpyDgPHCngOYlEpDAqQk4D9yp0Y104bxwnpsmVMz/zK9GxvJjIsqyK/uh7wfNBDoJSEACEpCABCTQJgJz0YSKMKN5gMkpo1mAJkgEWqzvh1DDT95kyXlGe355/qETVrap1JoWCUigdgLzYrWoHZwBSqAhAnNhgaN/B302QrzB+uXV43MY7e4+SiIt+pvhh/nVcMx1pJOABCQgAQlIQAJtITAXAq4f7BgUgEiLOdfCP0Ps+SHudBKQgAQkIAEJSKAtBOaiCZWh8vR5Q6SFFe7Bzk7axzKHiGOY/GrFnGrMc3R4cDjR/Bqlcz0Jc6H1iWaPkUlAAhKQgAQaJzAXAo6h7ljR6NMWDmH22Xffxr99t+XJdft69qQEJCABCUhAAhIYM4G5aEJlIALLwnz51cPih59+TD/mTGO+tWhCHTNng5eABCQgAQlIQAK1EZh5AUezKSNML62tHRtJSrMqljUWkR/k6Aenk4AEJCABCUhAAm0h0KomVITW/v5eYnPu3MKJkaOngcayU7ilkghDlNGMSnwLC+tJ3FWtCYiFrjy4IdLxj397GLuNbtuSjkYhjDlyGY8ZsMFPHQGfifFnmYzHz5gYxsH5d789uX5w3XfTCgGHSGKNTxZqLzv6r8V0HuVzw/wf4qtKnHH98vL5FAyDG8rThWCh44f1rsqNK4P+/v33VdH1PDaudPSMcEZOjMJZxjOS6d5GbQR8JmpD2TMgGfdEU+uJaeXciibU329sJKHEHGz0U/vmu2+Lz774PE2qSxNnrNF3mhzD0oYIZNRpvqoCo1LPLSx01/JbWbmQ0pCv0MA+VjrX+zsNea+RgAQkIAEJSGBcBBoXcFi9+F1dX0+CLZo2Y7FkBhsM00+tHyAseEzciyCLpbSw+v31zqdJoHEt8SAgEXnP/DxO1j9EnE4CEpCABCQgAQm0hUDjTai9+qgFIPquPTjaSaNFzyKkWCKLXz83jJ9+13tOAhKQgAQkIAEJTIJA4xa4xaXFdJ8xeKF80/SLC6tc+Zz/S0ACEpCABCQggXkk0LgFjqZS+pix4DwDDeiLhqWN/a93H6Xm1bMMYpjHTPWeJ0OAZnia5aNvJR8a712/nprjIwUMgsFPDJBhsAxN9ZR7nQQkIAEJSOC0BBoXcCQ8BBp93eJlyHGEHC87BxGcNnu9blwEEG+vvfJqWo6NyaFxCDUmjb69cCcdx8+bl99I09CEH8o3192+0/EzrvQZrgQkIAEJzDaBVgg4ECPiEGtfP9pNxBkhGuuWznYWeHfTSOCTra2C/pvx8cE9sI9Ae7BzP5Vd/GCBY7BMOAbLrGyvpJHVKxc+j8NuJSABCUhAAiMRaI2AI9VY3HjB6STQdgI793cqyypT4ISj2ZRmVX65o/mULgNY6M4yMCcP030JSEACEpgvAo0IOF5szO2GxQ0rG01K/RyT8eaWjn5+PSeBSRDA+ra4uJSEWMxTiDBjibZhP0Kwzi3YF24S2WUcEpCABGaOQOOjUGeOqDc08wQQXljPaCJloA392/gx1yB94GLAAh8eMU1ODiXO58fcl4AEJCABCYxCoBELHFa3vP8PVgteduWmJm6ElyXNVToJtIUA4g1HP00GI4RjHsF729vFJ1sfJ8sy5Zo+cQxuCAsy1jrKtE4CEpCABCRwFgKNW+B4GWK14MVX5TjOSy9emlV+PCaBSRKID41YZzePm2P7e/vpEP5u3/k0CbZY3YMTrDqCs/9bwuAfCUhAAhI4BYFGLHCkE9F2eHDYTTJWtqqmpdRPaGHBl12XlDtNE0B48atqHiVtWObC0S8ut9JxHIsc14cQDL9uJSABCUhAAsMSaMwCt7p6cag08pJjsINOAm0i8OsLK8nSVrYMY32L6W8YafrCc8+fSDZ+hh3ocOJiD0hAAhKQgASKomjMAscLLF5ijEKlA/igtUrNMQm0hQArLrz26NXUvB/92xBsWOXo+4ZbvbiaBjrkfeBi+hA/StqSk6ZDAhKQwHQSaEzA5bg++8IJTXMe7refAJZhyi3ijP5tOCxv9HmLplG2iLtbW1vH/DCxr/3f2p/HplACEpBAmwm0QsAFoHJzFMexaNjkFITctokAAq3cv62cvtzSXD7n/xKQgAQkIIHTEmiFgGMNVKwUvaZXoCN4NLee9ka9TgISkIAEJCABCcwKgcYGMeQAmSYk9R16ez01P2HZoD8cW5qa7C+U03JfAhKQgAQkIIF5J9C4gGOiU5pOmRsLoUbHbyxx/E8fI6ZkYLZ7nQQkIAEJSEACEpBAh0DjAi4yYunpgt/Ly+fTIfq9YX2jY7grMQQltxKQgAQkIAEJSKAoGhdwi0uLKR8Oni4vFJOgRn84RBz7VQMczEAJSEACEpCABCQwjwQaH8TAAAWsbPSDw9H3DdEWS2thfYu+cPOYQd5zuwnEFCLDppJF73USkIAEJCCBsxJo3ALHDfx5czOJuMPDziLf9IXD6sYcW/nEqGe9Wa+XgAQkIAEJSEACs0CgFQIO6xuiLWa0v/T6WvG3rx4WH21upi3/60YjwIz/sYA6W/7PHQL5yuXLx/yEFTT3574EJCABCUhAAu0j0HgTKqNQmQeOwQs0p4ajGdW534LGaFuEGe6b777tNEff3U7WTI7FcmXXNt5JfhjpC3fyAYsnfQ1DSCcP/pGABCQgAQlIoHUEGrfAsSg4Ym1/f691cKYxQQix3Ue7xdX1txNX7gELJv0Mo18h1rf9vb3i0tpaVzTHigFcq5OABCQgAQlIoN0EGrfAId4QcVjhEB8MWCi75fPLWoXKUHr8v7v7KDFEsOUuX/IpRBpcc4cVlHxA3OXW0NyP+xKQgAQkIAEJNE+gcQscCA4PDpNgqBJvzSOarhRgXVtaWkxC7DcvvpT6uL3w3PPH+sDFYJEyb8R05Md03bWplYAEJCABCcwXgcYtcOCmH5auHgIHB4dp5O7R0ePir3c+TdY4LGpXLr+RIog+cP1iizn5+vnxnAQkIAEJSEACzRFohQWuudufvZiZdqUzEOGP3eZomkPp4/bJ1vGRqLN3996RBCQgAQlIYD4IKOBmLJ9j0uNyH7bFxaUk7LDGDXKxrNkgf56XgAQkIAEJSKAZAgq4ZriPLdZYmqxXBPRzQ8zh6C+Xu1iubFAY+TXuS0ACEpCABCQweQIKuMkzH2uMjCRFiDGiN3cMXMA6xy9GqO7v7ede0lQuCLyy9e6YJ/+RgAQkIAEJSKBxAnMj4Dod+Z+tPMBkt2ULFKsVMGIzVjDAT1kINZ5jAxLAIAUE2K2svxv3zn28tb6erkbEhZ9oUuU8P1e9GADY0xKQgAQkIIEWEGhcwGEtYroLVgGI+cnq5kK4r73yavHy6sWCxcRZoQD35uU3krWKfcQLS0khYPATi45f29g4IfTqTl/d4XVWV1juClFWXWCpslycfXDjj2m6EbggWLlPBjrgTycBCUhAAhKQQLsJND6NCE12MW8Zk8hGEx9iK5r6zooQYUZYIWCIk5UKwsLG8ZgANxcwLCmFuEQAXnr95ATDZ03XOK8n7f2WxMICl0/uO860GLYEJCABCUhAAvUSaNwCx+0gJL786mGy/oSYQ1whnhBf0cx3mluPZaMQhLlD0GFlC1GHSCuvTBB9xhB3OglIYHgCeVeE6JLAttezjAWc82x1EpCABCQwmEArBBzJRCzRfysXc8xpRr80mvn4sT+qY2JbHFY3mgnjZZL3gaMZt7OCwUkrG9exUoROAhIYjgAijWcKC3B0R4ht1QAZ/P7p5s3hAteXBCQgAQkkAq0RcJEfWMLogM+ks1TsCKiwkmGNo6/cKC4GKnAdIzTjRXJuYeFYH7h+YUYY/fx4TgIS6BCI0c3DdoH4/cZGWj1EfhKQgAQkMDyBxvvAkVQE0g6jIHd2uk0sVP40e4Z4wx8CDivcKP3jEIG4X19YSRa+9E9RFO9dv56aaOl3l8cR591KQAKnI7C/v9edsmZQCDzPCL6r6+vp+R7k3/MSkIAEJNAh0LiAQ2DR1w1H8wqDCFYvrqYXQDmTsKCN6mJVgfK1NNli3eNlUxRrfYPFb5X7x789rDo88WNV6Xjrf/lXI6Xj1r/9dyP5nzfPVYxPw6CucE4T96Su+fbf7xf/5NxC8S/+xavF9+n5Kor//p//D8W//J/+5+Kf/dN/2k3G//uf/lOytv+Pl14v/r///z+n43//D/+x+K9b8lx1E+pOJYF5KMuVNz7BgzKeDOxxcP7dbzu6Zpx30LiAiybSYaxqWNEY7NBLUFWBGrSqAPHzI8yqRdwRmOXBDRHPuDLo799/H1EMta0jHXWEMVRiW+RpFM518akrnBZhPJGU9/73/zU9T7fvfJqeLTxgPd/66P8pmOKG5w1Hv9bz55eLf/g/3+sOXvjv/tv/ppgHRiegTeEB82n8mSbj8TMmhmnl3Io+cHR2psk072vGPs2buQuhlR8btI9VD3FG82zuCD+Js6dWPeKPvjvhDz/8yta7OO9WAhI4SYB5FnOhho9La2vpWULI4eiTyvP3583NkwF4ZCgCw4z0pYk69xdTJw0VgZ4SARjG4Ld8y6C4cJRlynT5PO8PnQTGRaAVAo5RazSj5iPR6BPHA8FXOg/HWRwrEBBHLgiJC3EX/d9WVi6kFwxxhmMf0Rh+4rhbCUhgNAJ8RPEs8ZHEQCWeRT7cwho3Wmj6HmakL/UXg8HolhKDtyCH8CAPdMMRiD6dwTC2H2UfH1cuv5HKNh8unKeliNkL8snih4tNXxIYnkArBBwrBTBlCCIqHFOKUPFQUeWiKs6PskWA8bDd297ufiFxPU084WIVgpiPii+po6PHvmQCkFsJ1EBgYeFccW/7bgoJa1BYLMKawZaPNl1/AtFa0GukLx+9iGTqtfwDlGmaEM2RB/1j8SwEYN2LM+d5Z/Cewsoc0+TwwcL7CwtcbjiQqATqJNB4Hzi+BCnkFPa8ouEmEXF8/Xxdw9ciFRm/fo74+OkkIIHTEeB5RpjxPOfPEs84ouLXKxc6x0stp7wEEW98aA16Tk+Xstm6KqxCCIUqh0jDEtTLObdlLzLHj1Nu+S0v934vUF5/uHiSNR8ruMePz9aCdDxF/ieBZwQat8BhecPFaNFnSevscZyK/6zNqOVw/V8CEqifAJYKfli782eWuR2xTuSirv7Y5ydErEKINKyVYcXMJyfvRSKEdK+BWb2um9fjYelkNZ7gTJ9C+sUNcnHt4mK1yB50veclMIhA4wIuKpKdnfuVaaUvHBW/fWUq8XhQAq0jQDMdUwHlnedJZN5loXWJnrIEIcSCafTJop4c1OcKIY2juU83mEDMTJBPAk8/Nz5QBok4/GAhLbcsDY5VHxIYjkDjTahRwOkncK3YSP3gEGs8OF/vPkrm67du3BjubvQlAQm0ggBNqPyGdb2aoYa9ft78MdK37BBliApG+jJApOw4Rz1LvkRfrbIf/z9OoKpbDe8srMxw7jVnKd0BENl+tBzn6X/1EmhcwHE7UdnQD4ZfOIQclY1fMEHErQQkIIFqAggL6sxoust9Ua8iOKoESe7P/eEIRLMorOGeOzjDm/6cCuWcjPt1E2iFgOOmEHH8QsCxVmm/kT91gzA8CUhAArNAIDrPx72EVQ7xNopVNK5325sA76ncYXkL8eZgnJyM++Mg0HgfuPym0ii1Cytp3VL6xjl4IafjvgTmmwD1Af3qsHCE44UZncurtoP6KUU407RlpC/3Wr63GKDASF8cvBjYAC+Em+Jt9FyGH2Wu7A4PD5LlLYwMTCPCXKbMmEAfOcVbmdjw/yOAKd9hzOHKvD9t1XMO/3l0rbDA0S+DDp+9MgEzNA+FTgISmF8Cv9/YODayFRJpMtXSlCQIF0Zn0pw4i6NeEQ38qDPpXsJ94sojfTuTy+4l4TaLHCbxJFxdfzuJYMRyMOQ9hYhmgngcwhnWOPq82WyaUJzqD89uPqF/BFLV5zOmLOIZmFfmjQs4Miy+qPPKKDKO7blzx83U+Tn3JSCB9hL4y7+5NVLi3vnXb1X65wVa1beryjMTfzM90V+zibqr/E3zMUb6Um/m1iHqz+g0j/UiPojxF3Vs3DOir+qlGOfddggglDuTwN/tMkQsIN7gjUNI8x7DVU1CjTUufWgkH/7pR4CPtJharJ8/zvGckxfRh36Q/1k837iAw+RM4ce8H184swjae5KABE5HgC9tBAh1RFmIlENEuPCjLil3Li/7nfb/+zWLOqq3vtyFZb8m0X75UF8qZj+k+Ei7ur4+8DmnHsDy+V62nNnsEzp5h433gVtcWkyp6jWR78kke0QCEpgnAlTWWDvC4tHv3mlGxLrES0AnAQlMBwHEWKzbO0gLYPCh2xXWt37Cejru/GypbFzAkQlUzKzNF2bos92SV0tAArNCgGaSsNAPuicsdTQbUp9Ev7BB13heAhJongDroTNwcZiPNMQbdUL0QWw+9c2loPEmVG6dvi1UvL998aXKZg8ydp7buZsrHsYsgeYIpMFNd7eLWIB90Afeg6erubjKQHN5ZswSGJVAfKRF/81B18cKF/NufYNTKwQcCcESp5OABCQAAcQazaH0L4qpGgaRoe8b9cis930rc6hroEg5XP8/TkDOx3nU8R9Wcz7U4iNtUJj4p7nV/vIdUq0QcE4RMqjYel4C80WASp2Kmv5v5YELdHbmxyjKaCqlYkf0XV1dnS9Q3q0EppgAXadwzLdXdszxuLx1fAqxGFkdcx2Wr5m3/xvvA5cDpxKmsqZyxvFFrZOABOaPAF/YsUh7bGPaizgX4g06UbFryZ+/suIdTy8BpleJ5zu2MeUK27JxZ39/L320DWuVn14yw6W8FQKOL2fmz0GFI94e7HSEG23jHB/U92W4W9WXBCQwqwSYGR+39HRU+6zep/clgXkmQH/58vJl88yjFQKOyftoLkFx51/QDFzgyxohpzoZy0UAACAASURBVJOABCTQiwAfeVjk5q3/Wy8eHpfALBJgkl8/0p7lbON94BBoNJ3SWZlRJXRcDsf/L++spvXl4phbCUhgPgkg0GhmqXLR7FJ1zmMSkMD0EOC9/8PF6uc8ulFMz92MN6WNW+AODw7THfaavI/jfF3bjDregmDoEpCABCQgAQlMD4HGBVysxHBw0OnDUkaHhY5mkbzDctmP/0tAAhKQgAQkIIF5ItB4Eyp93hhRwjIauRUO4caEfTSvOufLPBVJ71UCEpCABCQggUEEGhdwJPDPm5sFAxmY9yUco09xLK1B/zidBCQgAQlIQAISkECHQCsEHM2jzMSMte3r3UcpZefOLaQRqc73YlGVwHwT+NUvfjkSgF4DHUYKRM8SkMDECbjaxWjIWyHgIsmINQVb0HArAQlIQAISkIAEqgk0JuBGGVXqAIbqzPOoBCQgAQlIQALzSaARAccSWXl/t0HoGehQXlJj0DWel4AEJCABCUhAArNKoBEBt3x++djIUqxxLF7NdCE0oWJx41ishfqyC1TPavnzviQgAQlIQAISOAWBRgQcQi0fWcqIU2ZfLs+mjh/OxTqHp7g/L5GABCQgAQlIQAIzR6DxiXyxsjHn2+rqxRNwscStXlxN1rlR+sydCMgDEpCABCQgAQlIYIYINC7gzi0sJJy9VmLgOELOgQwzVOq8FQlIQAISkIAEzkSgcQFHnzcGKbASw62Pt7rrnmKV+/DmzdQPjubVOh3hMrdU2apH/C8893w6x/krly93++HVGb9hSUACEpCABCQggbMQaFzAkfgPbvwxDWBAWCGg+NH3DUHFSgwf3Lhxlns8di2TBRNu2dGUS/zEx0SgMRkoo2UPe6zTWg7D/yUgAQlIQAISkMAkCDQyiKF8YzFNSOoPt7+XTrMSQ1jnyv5P+z8Wtz+8/353lGsezu7uoyQi88EVCMffvPhSWiHi0utLuXf3JSABCUhAAhKQQGMEWiHg4u5/fWGl4Jc7RFdd/d9YbzUGRpStcFjmmN4kd4yW5Ye4wzKnk4AEJCABCUhAAm0g0AoBxxxw97a302jUKihhoas6N+wx4tjf208TAhNX7hCJNJMy4rXsEHyHB4flw/4vAQlIQAISkIAEGiPQuIBDPNH3DIeVq8raRnPqWRzijDiurq8ni9qoYdkHblRi+peABCQgAQlIYJwEGhdwXz/aTaNB6Xv21tvrY7nXaxvvpObRcYU/lkQbqAQkIAEJSEACEuhBoHEBt7i0mJK2tDSeQQL0dcPKd/vOpz0QDD5MP7gq949/e1h1eOLH6khHHWFM/MYnGGFdfOoKZ4K3PtGo6uBTRxgTvekJR1YXn7rCmfDtTyy6OvjUEcbEbriBiOriU1c4OYLf/fal/N+x7Dcu4OjfRtPpve27aQBDVRPqWe6c+eUQcExNUnYcwyqH9Q+RVjWZMNeWBzdEOOPKoL9//31EMdS2jnTUEcZQiW2Rp1E418WnrnBahLFvUkZhTEB18KkjjL431bKTTTCuK69ahrJvcprgbFnumyW11BfTXJYbF3DAY3ABE/f+9sWXKvuoIaBOOxfcN999e6IE0B8OyxznQjAyZQkjUXNH3zd+l9YcgZpzcV8CEpCABCQggWYJtGIiXxBgievVVDkJRCsrF5JYY564cDFnnFOIBBG3EpCABCQgAQm0gUArLHCfffF54yxYruvdg+tpSS+mHMEhKrH8hZWu8USaAAlIQAISkIAEJFAURSsEXOQETZhf7z4qmDaEvmmszFD3OqjERZ+3fMWFiJ84HakaNNxKQAISkIAEJNBWAq1oQmWgAGufsng8fdMe7OwkXjRhcpzzOglIQAISkIAEJCCBDoFWCDiWuGKwwEebm6nZMjKH5ksGN+T90uKcWwlIQAISkIAEJDCvBBoXcAg0mk5ZJaHcXMr//JjsVycBCUhAAhKQgAQk0CHQuICLdUZ7TeTLcZpQbUa1yEpAAhKQgAQkIIEOgcYFXKzEUDWJLknEQsf0Io4EtchKQAISkIAEJCCBDoHGR6EyVQeT6LJiQm6FQ7jd295OzauODLW4SkACEpCABCQggWcEGhdwJOXPm5sFAxmubWx0U8boUxyT6FZN+dH16I4EJCABCUhAAhKYMwKtEHA0j96+cydZ25gHDsdccGGdm7M88XYlIAEJSEACEpBAXwKtEHCRQppS+ekkIAEJSEACEpCABHoTaJWAY+WF/f29lFoscIg5rHA6CUhAAhKQgAQkIIFnBFoh4DqT9f5DGnH6LGlF8eHNTh84JvTVSUACEpCABCQgAQl0CLRCwF3beKd4fHSUBiusXlwtzi0spJUZWFKLpbXoI+dABousBCQgAQlIQAIS6BBoXMDRbMoyWgi0fLqQhfPnU/Mp88Pdu7utgLPESkACEpCABCQggacEGp/IN3IinwMujrF1JYachvsSkIAEJCABCUigKBoXcKx1ykCFe9t3TyyXxfJZO/d30lxwrsRgcZWABCQgAQlIQAIdAo03oZKM5fPLBU2pTN7LyFPEGuKNY+E+vHkzdm1O7ZJwRwISkIAEJCCBeSTQuIBDqNHHDdfZPziRD3E+TlxdX3dt1IDhVgISkIAEJCCBuSPQuIDD2vbNd9+OBN7m1JFw6VkCEpCABCQggRkj0LiAg2cIst1HuwVLaTGJLyNSaUKlj5xOAhKQgAQkIAEJSOAZgcYHMZAUmk7p/3bl8uU07xvzv+H+8P776TjndRKQgAQkIAEJSEACHQKtEHC/39hIc8F9tLl5bOksVmDorNLwvvklAQlIQAISkIAEJPCUQOMCDoFG0ykDE8rNpfzP7+tHu2aYBCQgAQlIQAISkMBTAo0LuMODw5QUJ/K1TEpAAhKQgAQkIIHhCDQu4BaXFlNKWTKrymGhW1xa6g50qPLjMQlIQAISkIAEJDBPBBofhcoqDEze+8nWVlo2K+Aj3O5tb6fm1XyN1DjvVgISkIAEJCABCcwrgcYFHOD/vLlZMJDh2sZGNx8YlYq79PqaKy90qbgjAQlIQAISkIAEiqIVAo554G7fuZOsbcwDh2MuuLDOmVESkIAEJCABCUhAAs8ItELAMc/b/t5+8fjoqFhePp/WRqXfm04CEpCABCQgAQlI4CSBRgXc4cFB8aebN48tWh9JxPp2aW0tNaHGMbcSkIAEJCABCUhAAg02oTJI4crlN9IqDIi15fPL3ZGmnMMix0oM+/t7BRP66iQgAQlIQAISkIAEOgQas8B9ePNmEm/vXr+e1j0tZwjNqgxsuHd3u1hZuXBikt+y/37/ExbxEVY4Jgh+7/r1NEVJHLv18VYaDRtLdzE69tLa62eKO8J2KwEJSEACEpCABOoi0Mg8cDSdsvoCI0x7TRHCwIawvO0+Hdhw2pvG0odF77MvPi9++OnH4suvHhZMIPzmUwsg4T64v5NEHmnCDz8cI2NJr04CEpCABCQgAQm0hUAjAg4xhcOy1s8xkIHm1fDfz2+vcwgzmmTpT0dYOMLF8ocwC6scIjGOR1hdAelSXoHErQQkIAEJSEACLSDQiICb5H3TVIo1Dcta7hYWzqV/Hz8+SlssgvTDyx2Cjt9ZLYB5mO5LQAISkIAEJCCBsxKYeQHXC1BY9RYXl1JfPKxxVeux0pQb67X2CsvjEpCABCQgAQlIYJIEGhvEEDcZAwbi/0ltWaYL6xqWuUFpsA/cpHLFeCQgAQlIQAISGIZAowIuXzqrX2Kj71o/P6Oci4EJt+98Ospl+pWABCQgAQlIQAKtINCIgDu30Fkma1gC5b5pw15X5Y/pRBjY8NHmZndQQ5W//BiWOp0EJCABCUhAAhJoC4FGBBzzq61c+HziDLC8hXhjcEM4+rkh0g4qpguhebWXgPzHvz2MIBrd1pGOOsJoFMKYI6+LT13hjPl2Gwu+Dj51hNEYgAlEXBefusKZwC03EkUdfOoIo5Gbn1CkdfGpK5z8tn/325fyf8ey34iAG8ud9AmUaUSubbyT1lplLriqJllEJSNRc0ffN35MQVLlxpVBf//++6roeh6rIx11hNEzgS09MQrnuvjUFU5LkZ5I1iiMubgOPnWEceJGWnygCcZ15VWLsZ5IWhOcLcsnsuHYgbr41BXOscRN4J+ZH4WKAGMi38dHRwV93qrEG5yZkw6/LN8Vjn2sc+UpSOK8WwlIQAISkIAEJNAEgZm3wDHaNEaZvvbKqycY05RKfzi27x5cT0tpxeS+iD0m80XE6SQgAQlIQAISkEBbCMy8gGPFBX7DOJb16rW01zDX60cCEpCABCQgAQlMgsDMN6FOAqJxSEACEpCABCQggUkSUMBNkrZxSUACEpCABCQggRoIKOBqgGgQEpCABCQgAQlIYJIEFHCTpG1cEpCABCQgAQlIoAYCCrgaIBqEBCQgAQlIQAISmCQBBdwkaRuXBCQgAQlIQAISqIGAAq4GiAYhAQlIQAISkIAEJklAATdJ2sYlAQlIQAISkIAEaiCggKsBokFIQAISkIAEJCCBSRJQwE2StnFJQAISkIAEJCCBGggo4GqAaBASkIAEJCABCUhgkgQUcJOkbVwSkIAEJCABCUigBgIKuBogGoQEJCABCUhAAhKYJAEF3CRpG5cEJCABCUhAAhKogYACrgaIBiEBCUhAAhKQgAQmSUABN0naxiUBCUhAAhKQgARqIKCAqwGiQUhAAhKQgAQkIIFJElDATZK2cUlAAhKQgAQkIIEaCCjgaoBoEBKQgAQkIAEJSGCSBBRwk6RtXBKQgAQkIAEJSKAGAgq4GiAahAQkIAEJSEACEpgkAQXcJGkblwQkIAEJSEACEqiBgAKuBogGIQEJSEACEpCABCZJQAE3SdrGJQEJSEACEpCABGogoICrAaJBSEACEpCABCQggUkSUMBNkrZxSUACEpCABCQggRoIKOBqgGgQEpCABCQgAQlIYJIEFHCTpG1cEpCABCQgAQlIoAYCCrgaIBqEBCQgAQlIQAISmCQBBdwkaRuXBCQgAQlIQAISqIGAAq4GiAYhAQlIQAISkIAEJklAAZfRvvXxVvHCc88Xv/rFL9PvyuXLxYP7O5kPdyUgAQlIQAISkEDzBBRwT/MAofbhzZvFpdfXih9++jH9OHVtY6M4PDhoPqdMgQQkIAEJSEACEnhKQAH3FMTu7qNicWmpePf69W7h+ODGjbS/+2i3e8wdCUhAAhKQgAQk0DQBBdzTHECkLZ9fPpYfCDp+iDudBCQgAQlIQAISaAsBBVxRFEdHR6mZdGlp6US+LCwsFIcHhyeOe0ACEpCABCQgAQk0RUABNwR5+8ANAUkvEpCABCQgAQlMjIACbmKojUgCEpCABCQgAQnUQ+BnT548eVJPUNMbCk2oTB/y1tvrxwYxcEevvfJqurHPvvj82A0y1YhOAhKQgAQkIAEJlAkwm8W43c/HHcE0hE8/NwYrHFRMF4K4Kw9u4J4mkTnTwM40SkACEpCABCQweQI2oT5lvnJhpdjf2z+WA/R947e8fP7Ycf+RgAQkIAEJSEACTRJQwD2lv7JyIYm1P7z/fjc/2Mc6x+S+OglIQAISkIAEJNAWAvaBy3KCpbQ+2dpK04pwePn8+eKt9fXi5YurmS93JSABCUhAAhKQQLMEFHDN8jd2CUhAAhKQgAQkMDIBm1BHRuYFEpCABCQgAQlIoFkCCrgJ8//w5s2CKUj29/ZOxEwTLueuXL7cbcY94ckDPQk8uL+T+MXUL2WPcR7OOPIA3vF/2X/d/086vnL6793dTmWLe44fZQ0u43KwzfuVRhmvKv/DpIFBRZH2Xukm7N+8+FLyx/RAvRznrm1s9Do9sePcU9QLcW+kjWOMgte1g0A8v+RLOMogz9Cori1lb9R01+mfst2r3NcZTx4Wz3u/OiH3Ow37CriW5BIvNgozo2Fv37mTBk+0JGlTlwwq2ryS7XUD9HFkOhjm/5uEm3R8+T2FkPr1yoV0z9w3v3MLC0nEIO7G4fI+pXWEf297Oz0bTPuzs3O/MsjIe+7vm+++rfTDQc59tLnZ8/wkTpAviE3KLHNNRr58cONGwfrMv33xpTS4ahJpMY7RCVAGy7MXjB7K/F2BeONDm3L/5VcPj5X7nfs73flX6ybD896vTqg7vnGHp4AbN+Ehwi+LtyEu0csAAjDlBajrEEBIMZq6LFap0BBDt7Y6Vsm286Jy//WFlWL14mrx9aPdSgvV0dHjqfgAig8NBknx0YbAD9c59mn690+ZxSfOu5XANBPggxHLMx8q1D/hKPeX1taSsBvXR2XENQtbBVzDuThIvIWJPppWMNdT8YfjPOcIh3O5Px4QHF/4Vc2KXIP/8FeOi3N581fE2fYtIoXpX8IS0yu9cAx24YdjOUdM7vxfNrsTdrAuh0FY8Oa6CIvrq+KbBHO+dvlFPse9xpYvYH65o2yQ5rhHOOTXR9nJyyLXc9/8iI9r2UYZzf0+2NnpNnPib5hyRjikgSl/sCQSdl7JB1+2sU86ySvuhTjifgiLY+Um1DxfOZ+Hz/0RXjTPEhZ+OHYaF6L5vevXKy+nDL97/XqxlL3gqtLAPcAiXFXZ43wwwH9woHzCNPKT41yf5xXh5lzCDwzDRb4TDvGU2UT4+TVxLTyHyf/w35Yt98z9wJb7jXLAsXjuOc6v1/1FOYVv2ZFPsJlF9/hxp7weHByeuD3qbyzRMX1XlB22+bMXvCMAynFetuEe5Tv8cJ7yiYt8g31eN0S+xjVt3irgGswdCiCFJ5pNy0nBgkSBw0XTCvtXLr9x7GXKMSwsL69eTP5oiuHBuLbxTro2vmjKlTIvUb76+QLiHHFFMx/xYZ2hMqqqXFLALf1z7txCcXV9Pd1Tr4qzKulUALDFBe/HR0cnLHlUCrzY4ROc4F+Oi/wLnnxplt2kmCMEKGOkh7SXK75yurgP8hzxwP0h7g4PDos3L79xTCiUr8v/J06uZctXNfu5hQlL2kebf+nyg+egckZzFeFRsXM/lFuaVMMFa7axHxZHKmvyN/KLNJVdsIl8JR5YhOiI5xXBRTj8KGekO/yUw+z3PxbEuI9e/kgD+RAu0sAzTfyRN1Fuw1+57MENB2cmJo9raf7jpfj17qN0LJqXou7gGuoF8ou44r4XFs4lNnANR3kmnL899QfjYBMfVeVmb7iRL4jyaXPUs9xjlHXucdRnmnJKGYBv7uBK+cDSPIuODzDc7zc2UhmB2yBHHRvPHvUpZSuvy6ifqK+jjFJescbnZbkqDsKIPKT8V5XtquvacEwB11Au8OIZ9MLi5cFLiuaVcOzTb6ncrEJFEl8sUSnwUFARcJwCmr/sqDQ5//Jqp4LgHHHlLwvC5Bgvg2lzVKZUjLywhk1/WET+nPWLYj9efjCI8HhxwwfHlv85V66IeNGGn7ST/Zkkc+6DdMKCcsfXKV+i7OdpZp/7gF+UJ8rABzf+mF60VKJ1OOZXpJzihiln8UIL5lwHW8rxsPnLB07El3ayP4TBj3uOOHgWOs/N3eST/OJcnOdgMNrfH/wCyqJLzLknnuVhHfdKfhE/+YOLvCHf8pcZ56rKHv7za1kmkHuMOoZ96gTiih8ii7C4NtyltddT3YLIyB0v1nheyGNcsIFVCLa4Znf3UQo3ZxrnpnF7mmcalrDmuQsHJ8pH1M9xfFa21M2UFco/5RarV1jMyuU47jmvc+M5jfoIdjDM31+UV+Lh2YBlL4e/uK5T/i9Wlu1e1zd53LVQG6JPgaPSosCwT6GNipUkReUZL4g8mVS65YpzcfFZ5YrfqERjn35DVArxUuKLDz8RfliI0oNw2Gl65YVG4Y8XbZ6GadjnnqgYEMJ8jQ1y3G+80MIvjDgWHZXjZVT+Mqai+PBmkURA8OLa/KUXYcZ2ksxJC5alYrPTDEgTRpQ7yh7lgvIHA1x8IUdauSfuhXITlV2cO80Wprkjff0cae280DoiDL/kAYLmwc79VFH3u55z5Thz/5Tz5Ke0bF5YpDgXZQhe0QREuup0pIMyW3ZYe6IMlq1V5A38sH5FHdKr7JUZ9BOQ8CZsLBrswxrHftV9l+Msh40YgR0iJ8pQEocztNLNaZ5p3gOLNzvW5KiPKdOw5zerjnvlR5mnNYgt9Q8//r9959Nj77FynYslmfKD/zysKKcR3iB+5WdiUF00KLxJntcCN0naWVw8tLxQeeB5SCl08fLEG5UkjoqSL5P8F19n4ScLtudufDFHxUslSsGNwopgjL4oFHwcX93TXIHElxX3hogb5DC/l186XJMfC+Z5XwzyJl668WIfFBfnm2LOS54XKOKEMggnvmS5t0g/zQhlR1mBUROO8oqjmTOeBfIAF89D+ueUf57dd28hSTzEzbMa5SC31o4SNc9VFU+ORxMQ2xA6hB1xUpaDQWw5R3PROBz3i7U26g7SHUJllPi4Nz50ormQ8Eh3+WNhlDDb5ve0zzR1LfUuP8LgXTCr1rdynlEuKOdYgSnzvBvhENa18J/XwxyLvqFRJ1E3UA/He5RyFR80EcasbbXANZSj0bxA9PQFCksRX9pUkPxw8bI9azKpOHlQeBGyTyWRp4GXAg9Cpw/As5cYzYqRlrOmoYnr+TLja5aXxaD7oIKgr1fZRQXB8QijzKl8zTD/T4o5Vg9ewpQtykDuqCwPnjbNYdWl/yCuSgzwsu1nUczDrXOfCpnySiVfrpDJVziyLZ8bJQ3P7ru3QCUe+MExHOk6reMDCqsaXKNc9Qsr/CC6ybdJONhTfsr1ELxP4/iQpE8d10fzKfXRrLjTPtPUUwgW6udoTSlbnGaFEffBBwGtQqlVoHRjHHvh0fNJiL37rPtnyVeR6i0OUm9TRimr5WeD/JhlpwWuBbnLS5H2fV4GdOrEcYxffE3kyUTshcUnPz5oP/q28DLnZUClEY4XCfHFS4LjvFhy8RJ+p20b/dh4yPu5ELbcd+6i6YpjmO1x5SbssM6wHdZNinm8IGmWqHKHhwcp36lQwy/NcbkLy0C5uaEs9M4iaPL48n0EeLm8xnnKMOW2172Fv0HbELbRRB7+sfLxsuH+KRfBJ87nZSOODbu9uv52CrPfSyYsg4QZcZfTSLqiP+OwcQ/rj/vGRbmP6ygzp3EIz05+3U/PUPTTO01YbbzmtM805Tu6ufDskddwmlXHvVKHluta7pc6pOpZK9e5PAdwg1U8E4Sbu7M8n3k4bd1XwLUkZ/jCpSDGFy/JwkJGBRojUTlGZc+xvGll2FsgDgo8cZS/4Cn4hBsCJMQkD1LVQzZsnG3wxz0PwysskiGiSTtm+fz+EQy87BlEEqzgxv/kX5lrv/ufFHPSS94jYCk/+f1wDGsIHxBwwi/3GMdJP2XhD+//Q3qhBEfuFXdvu9PBn/0yK47lVs083nTxkH/gDFfSV+WwVJAH/E7ruB9+xBX5CgPuHTZw4YVK8x/HcPiLwUSnuTfioymScGAX8UbYHCMN+CNufpE3HMcRL+UVzqSzbkfcuDyfiTuPf9Q4EW3UQaR92q1MUSa5F8rFWZ7p6OaS6uenA25GZTst/hlNSpll9HRuzeUZpo6irJfLM89aPOOUP56X8BMfGHmzK+/N8D8LhoiqvFXAVVFp6BiWIgouFjIKJ5U1JmEKX/R14YuCY1GxjppUwsSVO0LzIiFMCj1xYeGLlznxn+YFNWraxumf+x4krmBPx1lc8KaSiRdopI8mNF48OSv8xEi+8DdoO0nmCC/i4yWDtSbuj699jiPwwvE//imH+MMKtbi0WPw161RM2cAf5THCos8Jx3MXHyH4KX9B5/567VNRU/ZiBGmVv+grdFYrHPlHOYl85WUAh2BDVwde2NH/ke4FiBHKzWm/9ImP5ni48eIKlqSBYzzrpCuEQuQNTW34JS9xed5UMTrtsap8psyEkD+NJY575n4IG3bT7Mh/6gjygTwhf05bj3IdTGAzqK6aZmaknXynHuWe83If7x3ORZmPe6XORfBR7oN1PJts+VFfxDPE9VFOT/t8Rtxt3f7syZMnT9qaONNVPwEeFr7wYkRd/THMXoi8sJeWFkcWaLNHwjuSwNkJ8BHBM5WL47OHOhshwIVuCgh3XYcAoqxXH955Z6QFbo5KABVnsuw9nZtsjm59qFulyYoKNMzuXETlATf6K+kkIIGzE8ByiQUmrCdnD3E2QqApkbomunLMxl15F+Mk4CjUcdJtUdiY+GmKovnCirM6Y2jC5ksvHyCCif8sTdbVMXlUAvNHICwpiDeao3UdArSI8PGIowmWZlSdBIYhYBPqMJT0IwEJSEACEpCABFpEwCbUFmWGSZGABCQgAQlIQALDEFDADUNJPxKQgAQkIAEJSKBFBBRwLcoMkyIBCUhAAhKQgASGIaCAG4aSfiQgAQlIQAISkECLCCjgWpQZJkUCEpCABCQgAQkMQ0ABNwwl/UhAAhKQgAQkIIEWEVDAtSgzTIoEJCABCUhAAhIYhoACbhhK+pGABCQgAQlIQAItIqCAa1FmmBQJSEACEpCABCQwDAEF3DCU9CMBCUhAAhKQgARaREAB16LMMCkSkIAEJCABCUhgGAIKuGEo6UcCEphJAg/u7xTXNjaKX/3il90fC4tzvEl3eHCQFjjf39trMhnGLQEJtJiAAq7FmWPSJCCB8RH48ObNJN4WFhaKH376Mf2++e7b4tzCQjp+6+Ot8UU+IOSd+zvF7qPdAb48LQEJzDMBBdw85773LoE5JXDv7naBQHv3+vXigxs3uhQQcx9tbhbL588Xn2xtFUdHR91z7khAAhJoEwEFXJtyw7RIQAITIXBra6tArL319nplfB/c+GNx6fW14nEm4BB9r73yas+mVgQhTbHlZk+u4YejaRY/+KWpNppu2afZFIdlkB+O62jijes4HtfEtqq59zcvvlT84f33Uxj+kYAEZpOAAm4289W7koAEehBAKPFbPr/cw0eRLHBY5xaXlpIfxBuCiGuiuZUTiKvTNHVi3Xt59WIK4sxpqgAAD/NJREFU67MvPi8ODg6LaxvvpLiIlx+Oc1gEw9G0+uVXD7s/ROjOzv04nbYIOu5vZeXCseP+IwEJzBYBBdxs5ad3IwEJDCAQzaIhzgZ4T6ex2NGsmje33r5zJwm8sJYNE074efniarLw8T/hrlxYSZa7SFv4K2/xR7rjh5UwBFv43d19lM4Th04CEphdAgq42c1b70wCEqiBAE2iWLReXj0piEJ4cX4Ut7jYsezFNVjShnHl6yJN97a3u5cj6FYVb10e7khgVgko4GY1Z70vCUigkkCIpWFF1+HBYWU4HIywBlnOegZwxhNhvaNpFUdTL2n5tc2nZyTr5RJoPwEFXPvzyBRKQAI1EqD5EeGzv7ffN1QGGmDNWlxa7OkvhNsozbE9AzvliUtrrycLIeItmk+xDOokIIHZJqCAm+389e4kIIEKAm+trydLFSKtysVIUMQbYg+B9mDn5OS+DGDgXFjiCOvo6PGxIIe19B27aIR/6OvWSd/94utHu8WltbURrtarBCQwrQQUcNOac6ZbAhI4NQFED1OIINQYXRqWNLZM6YGwYyQo4g2H4KMvXD41R0z9EQMbwup1b/tuN134ibC7B4fYCUFI8+0wAhDRhpgkLvu/DQFYLxKYAQIKuBnIRG9BAhIYnQACDfGFQHrhuefT/GpscUzdkc8Rx2hP/NLsGvOvhb8Qboi9sh/6ooUIHCWFCEzCZZqSmF6k3/WkD9EX1sJ+fj0nAQnMBoGfPXny5Mls3Ip3IQEJSGA+CSBCmbwXUZoLz/mk4V1LYD4IaIGbj3z2LiUggRkmwDx19INTvM1wJntrEigRUMCVgPivBCQggWkhQF89mnTp//bR5l+mJdmmUwISqIGATag1QDQICUhAAhKQgAQkMEkCWuAmSdu4JCABCUhAAhKQQA0EFHA1QDQICUhAAhKQgAQkMEkCCrhJ0jYuCUhAAhKQgAQkUAMBBVwNEA1CAhKQgAQkIAEJTJKAAm6StI1LAhKQgAQkIAEJ1EBAAVcDRIOQgAQkIAEJSEACkyTw80lGNmpczG+ka47ADz/92FzkxiwBCUhAAhKQQE8CrRZwpFoR0TPvxnpC8TxWvAYuAQlIQAISOBMBm1DPhM+LJSABCUhAAhKQwOQJKOAmz9wYJSABCUhAAhKQwJkIKODOhM+LJSABCUhAAhKQwOQJKOAmz9wYJSABCUhAAhKQwJkIKODOhM+LJSABCUhAAhKQwOQJKOAmz9wYJSABCUhAAhKQwJkIKODOhM+LJSABCUhAAhKQwOQJTL2AY74yfrc+3jpGb39vr3jhuefTOc7vPto9dt5/JCABCUhAAhKQwLQSmHoBVwX+8OCguHL5jeLo6Cidvn3nTrFyYaXKq8ckIAEJSEACEpDA1BGYOQGHeHtT8TZ1BdEES0ACEpCABCQwPIGZEnAh3tjielne7t3dPta8+of33+9a69inyfXK5cvHKGLNiyZZrsf18nvsQv+RgAQkIAEJSEACNROYGQH3+PFRcW3jnSLE27vXr1c2m35482YSXtG8Ck8E2WuvvJpE3MurFxNi+sxFWBx4cH8nnV9YWChevrhaczYYnAQkIAEJSEACEhiewMwIOAYxMHAh3L3tjpUs/meLIIvBDljnfvjpx+Kb774tls+fT+cQcvSVW1xaSpft3N/pXv5g537av/T6WoGIw31w40YKg7B0EpCABCQgAQlIYFIEZkbABbC33l5Pu7lYi3P5SFSaSGkqpVk0hN/Xu4+S10tra2n7YKcj4LDWxbVxLsJ0KwEJSEACEpCABCZNYKYEHJawvOmU5tK8GTRvNq0CfXBwmA5jZcMh7PhFn7fcOld1vcckIAEJSEACEpDAJAjMjIDLhRv74RhoEC6aPvmf5tPy78uvHiaveT83rHBhiYv+cRGeWwlIQAISkIAEJNAEgZkRcDk8+rSFFY2mz+j3ls8Fh3UOh4UuRpeGP46vPh3MEH3rEHURZh6X+xKQgAQkIAEJSGDSBGZSwAERK1xY3D7Z2kpCjcEJ0UcOYUYfuN+8+FIaXcq5XKAx0jQGMxBefi4yyWlEgoRbCUhAAhKQgAQmSWBmBRzi7ep6Z0ADfd/+9NTihrDLxR2wEWd/vfNpV/BFBuQDFvL9OO9WAhKQgAQkIAEJNEHgZ0+ePHnSRMTDxImFjH5qTblrGxtp/jeaXudtqpCm2TeV58YrAQlIQAISmAYCP5+GRE46jTSr5qNXL629PukkGJ8EJCABCUhAAhLoSWBmm1B73vEQJ5aWFru+mKzXlRe6ONyRgAQkIAEJSKAFBLTAVWTCvDWXViDwkAQkIAEJSEACLSagBa7FmWPSJCABCUhAAhKQQBUBBVwVFY9JQAISkIAEJCCBFhNQwLU4c0yaBCQgAQlIQAISqCKggKui4jEJSEACEpCABCTQYgIKuBZnjkmTgAQkIAEJSEACVQQUcFVUPCYBCUhAAhKQgARaTGDmBBwrCIzyqzNv9vf2iiuXLx+L/8OnS3jl8cQaqpFOVnzIJw7O/bLPuq0vPPd8+XC6Zpj4TlzoAQlIQAISkIAEpprATM4D97+9938MlSn/95/+r6H8DeMJAXbl8hvF8vnl4pvvvk3rqj64v1Mg1hB2Mbccgo7jTBDMGqxcd23jneLNy28UX3718ERUiLdPtrZOHOcA1+E+++LzYvn8+RQu8bH2K+HrJCABCUhAAhKYTQIzZ4FrKpvubW93hdPCwkJKBis4XF1fL3Yf7SYRx8Gd+ztpZQfEG25xaam4tNYRcrkVDhGGde3x46Pi1xdWkt/8D34RhlyLeMMRHz/i00lAAhKQgAQkMLsEFHA15e27168XP/z0YxJkVUEeHhwmaxvCa3Fx6ZiXlacCDXEXDkvauYWFgnCrXIg0LH65W14+n+JB3OkkIAEJSEACEphNAjPZhNqmrDo8PEjJQWjt7+2n/aWl4wIOoYbD2hbu0trrRQi7OJZvI1wseLkL6x+CMSxz+Xn3JSABCUhAAhKYfgJa4MaYh1jb6O9Gs2ZZaFVFe3DQEXuc6yfeqq4tH8vDKp/zfwlIQAISkIAEppuAAm5M+UcfNgYZINwcUDAmyAYrAQlIQAISmFMCNqGOKeN/v7GRBjX89c6naUTqMNGUm1aHuaaXnzrD6hWHxyUgAQlIQAISaIaAFriaudNsyujRg4PDAvGWN53GgINy8+bjo07ft3PnOn3hhklSDIQgvtxh+cMtLi3mh92XgAQkIAEJSGCGCCjgaszMe3e3i9+8+FJxdPQ4zc2Wizei4X9+MQAhon42orQzHUgc77eNPnIxMCL87u/vJYufAxiCiFsJSEACEpDA7BFQwNWUp4g3pv5AON3u02y6enG1wC8/HBY05pDjuhBlwyQJIcg1t7a2unPMMWCCX8wxN0w4+pGABCQgAQlIYPoIzGQfuDpXWBg2SxFhOOZfq1r2ivnc3np7PU3sSzMnYo8fDuF2moEOH9z4Y8HKDq+98moKhz+It15zx3U9uSMBCUhAAhKQwFQT+NmTJ0+etPUOWCuUyXF1kycg+8kzN0YJSEACEpDAsARsQh2WlP4kIAEJSEACEpBASwgo4FqSESZDAhKQgAQkIAEJDEtAATcsKf1JQAISkIAEJCCBlhBQwLUkI0yGBCQgAQlIQAISGJaAAm5YUvqTgAQkIAEJSEACLSGggGtJRpgMCUhAAhKQgAQkMCwBBdywpPQnAQlIQAISkIAEWkJAAdeSjDAZEpCABCQgAQlIYFgCCrhhSelPAhKQgAQkIAEJtISAAq4lGWEyJCABCUhAAhKQwLAEFHDDktKfBCQgAQlIQAISaAkBBVxLMsJkSEACEpCABCQggWEJKOCGJaU/CUhAAhKQgAQk0BICCriWZITJkIAEJCABCUhAAsMSUMANS0p/EpCABCQgAQlIoCUEFHAtyQiTIQEJSEACEpCABIYloIAblpT+JCABCUhAAhKQQEsIKOBakhEmQwISkIAEJCABCQxLQAE3LCn9SUACEpCABCQggZYQ+HlL0lFbMn71i1+OFNYPP/04kv9+nvf39ooPb94sdh/tdr299fZ68e71693/2fnD++8X9+5ud4+9fHG1eO/69WJxaal77NbHWyms7oGnO/j9aHMz/Xd4cJDCGhRfOQz/l4AEJCABCUhguglogasp/xBTVy6/kUL75rtvC4QhQguhduXy5W4sCLwH93eKD27cSH6+/OphcXhwWLz59NrwuL+/lwQd4eS/EG/4u7bxTnF09Lj47IvPj8WHQNRJQAISkIAEJDC7BBRwNeXtve3t4ujoKAmzhYWFFCrWsqvr68kih3UOt3N/p+D4pdfX0v9Y3S6trRUIQH7h9vf2i5ULK/HviS1+CZNrl8+fT+cJl19ukTtxoQckIAEJSEACEph6Agq4mrKQZlIsZXkzaB40VrYQaYuLz5pK8RNCDXGHC3/Lyx1hlocT+yHSls8vx6G05ZoQd8dO+I8EJCABCUhAAjNDQAE35qw8POxY1RBaWNVwS1lfN/4/99Ri9/jxUTof/nZ3HxX06eP3wnPPF/SLCxfhlgVjWP8QjDoJSEACEpCABGaTgAJujPmKJYz+bjRrloVWVbQHT5tQY4s1Lfq/0c+NZtpcxFWFEccijPjfrQQkIAEJSEACs0NAATemvKQ/HIMMEG4MWBjFMXIV4cY2HOHQ1MogCIShTgISkIAEJCCB+SUwc9OItCUrf7+xkQY1/PXOp0U0aw5KW7lptew/+s5FE2v5fP7/oLByv+5LQAISkIAEJDBdBLTA1ZxfWMeYNuTg4LBAvOVNpzHgoNy8+fio0/ft3LnO6NVBSaLPXIi5sjUOyx9ucWlxUDCel4AEJCABCUhgSgko4GrMOOZ8+82LL3XnZsvFG9HwP78YgBBRPxtR2hl1igBk0ELZcR3X05QaI1fL1jjmj8PiF1OLlMPwfwlIQAISkIAEpp+AAq6mPES8MYEuwul2n2bT1YuraXLfWIkBCxqDE7guRNnV9bdT82s+YIE53xB6b613+sUh5Ljm1tZWmg+O22DABL+YY66mWzMYCUhAAhKQgARaRuBnT548edKyNHWTw/QZdOYfxTW1lNZrr7zaFVJV6WWeOAYl0MTJQIQQcPhFuDHQAVEWDiF2b/tud1JexBqT9ubirGrpLs6POmgi4sy3p2GfX+++BCQgAQlIQALjIzBzAm58qOYrZAXcfOW3dysBCUhAAtNFwCbU6covUysBCUhAAhKQgAQKBZyFQAISkIAEJCABCUwZAQXclGWYyZWABCQgAQlIQAIKOMuABCQgAQlIQAISmDICCrgpyzCTKwEJSEACEpCABFq/lNao04KYpRKQgAQkIAEJSGDWCbR6GpFZh+/9SUACEpCABCQggdMQsAn1NNS8RgISkIAEJCABCTRIQAHXIHyjloAEJCABCUhAAqchoIA7DTWvkYAEJCABCUhAAg0S+C/i7aQtIGLNagAAAABJRU5ErkJggg=="></p>
<p>[Source: Graph adapted from Attitudes about ageing: A global perspective, Pew Research Center, Washington, D.C. January 30 2014, http://www.pewglobal.org/2014/01/30/chapter-2-aging-in-the-u-s-and-other-countries-2010-to-2050/. Pew Research Center bears no responsibility for the analyses or interpretations of the data presented here. The opinions expressed herein, including any implications for policy, are those of the author and not of Pew Research Center. Data adapted from United Nations, Department of Economic and Social Affairs, Population Division (2013). <em>World Population Prospects: The 2012 Revision</em>, Volume II, Demographic Profiles (ST/ESA/SER.A/345).]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how a country’s dependency ratio is calculated.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe <strong>two</strong> predicted regional trends shown on the graph.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> reason for the predicted change in Nigeria’s dependency ratio.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one positive</strong> and <strong>two negative</strong> socio-economic impacts of an aging population for <strong>one named</strong> country.</p>
<p> </p>
<p>Named country:</p>
<p> </p>
<p>Positive impact:</p>
<p> </p>
<p>Negative impact 1:</p>
<p> </p>
<p>Negative impact 2:</p>
<div class="marks">[6]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows how total fertility rates have changed between 1970 and 2013 in different regions of the world.</p>
<p><img 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cr/l/Yt8olWjU8UCe8lP7MtpzeyG8jI0tG5dHJ/Oscrzyeu02PbTx+QfWXY7XGKC6WYu+zDktdN/kTkRnah2FdGZZ6ZvSe3rVD+dQq5m5w556t6YsuWoTffIO8Ku4LSNUn+VZF7d6X7K709r+5pbMx0UwGyRRblLjfPzKUIWRC63yXpB8jt5Gd5JND7k8ch+STPaZUnotFFEpTcn828SHivPKrp/cl92Nu1jHdJ7LG3x27e4P6Rph23UPR/tYx3FZ9IehDGiv+ivn1X8S2QlMbByN3kzMndoaGhivJyfRdFILV056uiwsJrU1OZbipAtqAd6OKXX8x8+MHMhx8ongJ9+ZuvyV/ZWvhsXvFTJr/n4pdfyO9Jn5Gch04eAPL9qmjvLD9bDpnckp/Ajh7RwOYi94/kDvKZs9jNG+pPRL/WczHG3od9Ovpo3PCUPnXS3JVvVqP/yx67QX/m5vzo3jBJc1f9idjU1JG7bIor7qCD3E3OtOsR1fj9p0+d0p27hw8dwqUAAVi0y4tGj5Jsqygvl392xi5flqdg/XPPye/JzmrSajl4UH5P+oze4mKVAKBdMxuK8nlOcgf58Q6R8F7yOFwes4+geIeUnkieu53t7ey0HDcfyw346K9Jc5cMuLniEo59EPmdyZ+S5q7KE3EHZ+rIXfZBFLfZI3eTMy13Y7HYhvz8K++8rSN0zw7+xltcvLCwYEI7AbIFzd3enle9xcXe4uLdu3bJPz7jV6+Sv7L1UuuL8nueP3dOfk9y0huu6DNura5Wz10aPLTXpmnKlZbcJVFKw4CO3hLlrpYnUsldxe4ondxNtGcZHV6zSeaWbWtTbLC8JSpPZEjustt95S87cjc503JXkqRLly4VFRZOvjuhuEIkqku/e6vA48EMMwAnUTBYXvLtu2TmWT02ks4zy4M50TBOyxOp5678uRItnfbcVd+xmUwFKw4rNS4XO8+c6IkMyV26ZV3xWZC7yZmZu5IkDQ0NbcjP17g/evze3VeO/aKosHB8fNy0FgJkiyzKXdJTs108NxFNY5WNZ/qzm9lPivYeJMvZpJHvgqTyROq5Kz0YW7O30+27+nKXfRDp4f3CJGaSn/tH2k7aHo37VSk+kSG5S198xVE1cjc5k3NXkqRrU1M+n29rdfXY5csqH92hN994bNOmGr9/dnbWzOYBZIssyl3pQY7STp/d9MjuG8xulGW7cnanHrqllt3lmP0Tt8Ot4hMlzV1JaUOyfOm4tHPLThelchyRfE9g7nVjF4o2UuPxu4pPxOUuG/bquUteChq03LYDbikysbYjd9MVj8cFQfD5Sn2lpUfaXj47+Juxy5dJCf39LQcPFhUWbq6qGhoaMrlhAFnEtrmrr1SmdlF2K5Xt38jd5CzJXer69etdXV1NoVAwGKzx+7fX1TWFQq+dPDkzM2NVkwCyBXIXZVUl2mdNQu5qYW3uAoBuyF2U+UWPsEp0B+RucshdgCzlsNxFOaOQu8khdwGyFHIXZcNC7iaH3AXIUshdlA0LuZscchcgSyF3UTYs5G5yyF2ALIXcRdmwkLvJIXcBspRbdu57FMoOlYm1HbkLAABgHuQuAACAeZC7AAAA5kHuAgAAmAe5CwAAYB7kLgAAgHmQuwAAAOZB7gIAAJgHuQsAAGAe5C4AAIB5kLsAAADmQe5CBi0sLJwdHOzu7m5paWlpaenu7j5//vzS0pLV7QIAsAxyF4wXj8cFQdhaXV3g8ezetetI28uvnTzx2skTR9pe3rmjIS83NxgMDg0NWd1MAAALIHfBYKOiWFFR/sSWLZd+91b83l35pbWWv/n6/LlzFeXlFRXl4+PjVrcXAMBUyF0wUm9PT4HHc/7cOS3XthT6+/NycwVBsLrVYKWFhYXJycmxsbFrU1MLCwtWNwcg45C7YJgjbW0V5eUzH36g/bLSsZs3NpaV4V1bhUZFMRKJFBUWeouLn9iypcbvf2LLlqLCwqLCwubm5itXrljdQIBMQe6CMQYGBjaWlS1++YX20CU19+kn3uLi4eFhq5cATDI2Nra5qqqivLy359XZjz/i1ofb07e6Ojt9paU1fj/SFxwJuQsGuD09vSE/P3bzRqqhS+ra1Hsb8vPn5uasXg7IrHg8fvjwYW9xsdDfr75KxO/dPX3q1Ib8/K6uLqtbDWAw5C4YoCkUikaP6gtdUocPHWppabF6OSCD4vF4fX19MBBY+Gxe+1zIE1se39PYGI/HrW4+gGGQu5CumZmZAo+HzDDHbt5wu1xsqQ+Cg4HaSHivdH9l8csvCjwe7FbjYJFIpP655xR3cVcf+G6vqzt8+LDVzQcwDHIX0tXd3R0Jh0kvKY6MuF0ujV1qZ3u72+UiuSvdX4mEw2f6+qxeGsiIM319j23atHTnKx1zIUt3vtpYVnZ2cNDqhQAwBnIX0rW1unpUHKFRGgzUaulMyci4xOuluTv05hvBYMDqpQHjLS4uFng816be070ZYvLdCZ+vdHl52epFATAAchfStT4nh04eRsJ7aY6qV4nXS0Ka3n/u00/ycnOtXhowXldX157GRu2bISLhveSvJV4vvXH3rl34dIMzIHchLYuLixvy89k0LfF6aa8qjowkmmEmw2I2d6X7K26XC3vQOI/PV0oGu1o2Q3S2t9O4jYT30p8n352oqCi3elEADJBW7vb29pJOlvwaDATm5+eNaJVOyF3z3Z6e9pWWssHZ2d7O/iqPXtL5koEOl7ve4uKZmRmrlwmMFIvF6BqiZTOE2+WiRxmR8TFdhYoKC29PT1u9QADp0p+7vb29eXl5giCwuRsJhw1qmB7IXfMtLCwUeDyJ+lDFaecSr5d2rFzuPrJmDbbhOczp06dfan0x1c0Qirm7p7ERe96BA+jP3RKvVxRFSZJo7sZisby8PGPapQty1xLrc3K05y4Z7MpLur+y8Nk8tu86z+HDh7uPH09pMwStYKCWHR9Ho0ej0ajVCwSQLv25S+OW/sD9bD7kriWe2LLlyjtvcxPItN9kp50VO1YazKPiyNbqaquXBgzWFArR6Q0tmyHojLQ8m0+fOrV/3z6rFwggXWmNdycmJiQma0VRLPF6jWmXLshdS3R1dbUcPEgHNFzHmnRAQ3N3/74X8PY5TyQSSXRWSC3TzmxU9/a8ipOagQPoz93Ojo7Kyso3Llxwu1yiKJLNvZ0dHQY2LlXIXUtcv369wONZ/uZrGr3s7DHtYRV3qKG5u3Tnq6LCwtnZWauXBgwWjUa7Ojt15y67K9bhQ4dwumZwgLT2Z+7s6MjLy6OdbGtrq1HN0ge5a5X6+ud6e15V70DVKxo92hQKWb0cYLyzg4PkdGZaNkNwO1JxufvsM0+fP3/e6gUCSJcBx+9OTEyQHawsh9y1yu3p6QKPR35NN40Vu3ljQ34+BruORPZ4J2dW0bIZQn5IN4nh5W++3pCfv7S0ZPUCAaTLgP2qqPn5eexXtWqdPn26orxcxwl4F7/8YmNZ2cDAgNVLAJmytbp6+OJF7Zsh6Pmq2LHv+XPn6uvrrV4UAAOknLuiKHZ2dHR2dLhdLvIDrUg4jOOIVrPm5uat1dXar/Im3V+Z+/STzVVVR9rarG47ZNDQ0FBFeXk6myHi9+5WlJePjY1ZvSgABkg5d2OxWDAQCAYCbpeL/MDWGxcuZKKVGiF3LReNRn2lpZPvTmjpTMcuXy4qLMRbthpUVFSc6Xtdd+6ePnWqxu+3eiEAjKF/njkYsN2lY5C7djA0NOTzle7etUvl+jOT707UP/ecz1d66dIlq9sLZhgfHy/weK7/6590hO7kuxMFHk8sFrN6IQCMkdZ+VeLD3rhwwdpdmpG7NrG8vNzb0+PzlfpKS5sPHHjl2C+E/n6hv/+VY7/Yv++FosLCiopyQRBwCYRV5ezgoK+0dObDD1IK3djNG0WFhfh+Bk6iP3dbW1vlZ/tbzefNmJ2d7e3paQqFgsFgjd//7DPPRCKRM319CwsLVjXJctempl45duyl1tamUKgpFDp8+HB3dzdObb9qnenrKyosJGc301KXfvdWgceDY4fAYfTnLj1LRonXG4vFJiYmyGk0jGtbyqzK3fHx8WAwqHjaYbfL9ciaNfX19ZglA5AkaWxsrKiwsCn0/Nynn6gk7u3pW7t37SoqLJycnLS6yQAGM+A4ooaGBkEQJEkSRbGystKYdulifu4uLS3taWxMlLhc+ra0tGBmFWB5ebmrq6vA49leV3em7/XJdyfIkd+zH380+e7EaydPBAMBssMdLk4FjmRA7pKDiLgbLWFy7s7OzlZUVGgJXVrBYBAH/gNIkrS8vDw0NLSnsbGioryosNDtcpEN/5FIZFQU8Q0VHEx/7jY0NJC4FQShxOudn58XRXH1HL9788aNp59+OqXQJbWnsXFubs6cRgIAgN3oz92JiQmSsvPz85WVlXY4RbOZuVtfX68jdEnhmioAAKuW/tydn5+fn5+nP4uiSC4LaCHTcvfXv/617tB1u1z5f/mXIyMjJrQTAADsJq3tu3bbR9e03JVv1h2/+odb78fkEXvr/Zh8X82TJ07gTLMAAKtTWscR0fGuTZiTu7///e+5cD154oR0f0Uxd+UxTO72nQ0bbty4kemmAgCA3ejP3Ug4XOL1cpdGWA3XvT969CiXptL9lc8XPkuauySe6a+nT53KdFMBAMBu0ppnViwDG5cqc3L36b/5G24IO371D4nmmbl4/u3QEP113759mW4qAADYjQHXvbcPc3K36oc/ZIewny98prJ9l9Zvh4bYwa7b5cImXgCAVQi5mzJyjL/b5Xpy61bp/srBn/5ES+5+vvAZO9h1u1y4rhkAwCqE3E1ZRXk5nWGmUaqeuwd/+hPp/sqTW7eyN/7o2Wcz3VQAALAb5G7K6rZto4NdeXHhSieZyXQ0W/8zEsl0UwEAwG6Quyk7dOiQPFnVx7tk3yvuRlwqGABgFUrrOCJrr/onZ07uvvVP/5Rq7n6+8NnJEyfYW769fv17772X6aYCAIDdpHVdBLfLlZeXZ58ANu18VT6fTyV35Vtz6e5XtILBoAntBAAAu0lrnnl+fl4QBPsEsGm5+/rrr6sfqqte69auHXrzTRPaCQAAdmPM9t35+fnOjo68vDy3y0VOYmXJKSTNvB7R1upq3bm7p7HRnEYCAIDdGJC7dMhLElcQhGAgEAwE0n/kVJmZu38cH9cXvT969tn333/fnEYCAIDd6M/dWCzW2tpKxriRcFgURfqn+fl5txUnjDQzdyVJun79Oj2HhsZ6bNMmXPQeAGA1S+v8zCVeb29vr+KUsiUbek3OXUmS5ubmtI966+vrl5aWzGweAADYjf7clc8kk6286bUnLebnLnF2cFC+hzNbFRUVo8x8AAAArFppjXe5W2KxmCXTy5RVuUtcuXKlpaWlxu/3+Xze4uLHNm0KBoNH2tquTU1Z1SQAALCblHNXEASVgZ0lu1NR1uYuAABAUnrGu6IoiqLodrlEGcPblxLkLgAA2Jz+eWbLU1YOuQsAADaXcu7SmWRykK68jG5hCpC7AABgc8hdAAAA8+A6gAAAAOZJOXc7OzrUKxOt1Ai5CwAANpdy7iY9K1MmWqkRchcAAGwO88wAAADmSTl36eFD8oN3LT+EF7kLAAA2p2eemf6AeWYAAICUYLwLAABgHoOvR4TjdwEAAFSknLuxWCzR+ZnJJRMy0UqNkLsAAGBzeuaZVQ4iwvG7AAAAKoy8/q7lkLsAAGBz+nO3srIyFosZ2JT0IXcBAMDmMN4FAAAwj/7cbW1tbWhowHFEAAAA2qU13sV5MwAAIEOWl5eHhoai0WgkEmkKhSKRSDQaHRoaWl5etrppadGfuzhvBgAAZEIsFtvT2JiXmxsMBKLRo6dPnRL6+0+fOnWk7eVgILAhP39PY+O1qSmrm6lTWtdFmJ+fFwSBHjtkbehKyF0AgCy3tLTUFAoVFRb29ry6dOcr6f6KvJbufHWm7/WiwsKmUGhxcdHqJqdMf+7GYrESr7fE62XP2PzGhQsGNW7+muoAACAASURBVEwP5C4AQPa6PT392KZN+/e9sPjlF4qJy9byN18fPnRoY1mZ3Y6sSUp/7jY0NETCYYnZsVkQhMrKSmPapQtyFwAgS92eni7weE6fOpU0cdka+NUviwoLb09PW938FKS1X9X8/Lz08AFF2K8KAABStbS09NimTamGLimhv/+xTZuWlpasXgitjMzd+fl55C4AAKRq/759+/e9oCN0Se3f90Jzc7PVC6FVWvPMvb29EpO7kXC4oaHBmHbpgtwFAMg6sVhsQ36+lm26iWrxyy825Odny2yz/tydmJjIy8urrKx0u1zBQCAvLy8vL29iYsLAxqUKuQsAkHX2NDb29rxKEpTsq+t2uSLhvUnjtsTr7WxvJz93Hz++p7HR6kXRJOXcJWNcYn5+vre3t6GhIRgIdHZ0WL5TGXIXACC7LC8vr8/Jmfv0E+n+SjBQS+O2xOtVj95IeK/b5aK5O/fpJ+tzcrLilBop5y571JDRjUkXchcAILuMiuLW6mrp/oo4MuJ2uWI3b9C9pdwuV6LQJXdmx7vS/ZWt1dWjVp9GQouUczcvLy8SDnd2dJCr7corE63UCLkLAJBdent6mg8cUNxLWSV33S6X0N/P5W7zgQNZEQEp564gCGRrLs7PDAAAaTp8+HBXZ6disrKZys0wkyloLne7OjsPHz5s9QIlh+sAAgCAZZpCIaG/n43VYKD230ZxCY7WpX/iclfo728KhaxeoOTSOj+z3SB3AQCyy5G2NsXxLtmCK46MyMfB9EYud6PRo0fa2qxeoOSQuwAAYJlE23fJwJebaiaDXa5KvF7pwdkzsiICkLsAAGCZUVHcXFWluCOVPHdVjt+V7q9srqpy5v7MdobcBQDILvF4PC83d/bjj+heyuw8s0rocrk7+/FHebm58Xjc6gVKDrkLAABWikQidBMvPV8VG7rs+TQS5W40ejQSiVi9KJqknLvBQEC9MtFKjZC7AABZh1wBcOGzefXRrUrNffpJgcfj2PMzI3cBAMBYL7W27t61S3fu7mlsfKm11eqF0ArzzAAAYLHl5eXNVVWKBxQlrddOnthcVZUVZ2Ym9Ofu/Pw8d4bI1tbWyspKAxuXKuQuAECWmp2dLSosTDV6T586VVRYODs7a3XzU5DW9XfJFQDpdQDdLlckHDawcalC7gIAZK+5ubnNVVW7d+3Ssq138csvIuFwRUVFdoWulOZ5IkVRlCSpsrKSXHa3oaEB10UAAADdlpeXX2ptLfB4ujo7ycFFintRdR8/XuDxtLS0LC0tWd3klBlwfuZIOEwuyhuLxUq8XmPapQtyFwDAAWZmZvbv21dUWLi5qqr5wIGuzk6hv7+rs7P5wIEntmwpKizcv29ftuy9LKc/d/Py8ubn5yVJIlt2yY24HhEAABhlcnLyTF9fNBptCoWi0eiZvr7x8XGrG5Uu/bkbCYcbGhokSXrjwoW8vLw3Llzo7OjAeBcAAEBFWvsz06N1I+Gw2+XKy8sTBMGghumB3AUAAJvD8bsAAADmMfK69/Pz89i+CwAAoCLl3BVFkZwlw+1ycefNiITDeXl5mWilRshdAACwuZRzNxaLkfMwk9NlcPXGhQuZaKVGyF0AALA5/fPM1l4CQRFyFwAAbC6t/apisVhraysZ6ba2tsZiMaOapQ9yFwAAbE5/7k5MTOTl5VVWVtIrIuTl5ZETRloFuQsAADanP3crKyvJ6SGp3t5eXH8XAABAhZHHESW60TTIXbCzeDw+MzMzNjY2MDAwKoqxWCyLrhgKYL5rU1NH2tpq/P6NZWXe4uKNZWU1fv+RtrZrU1NWNy0taZ2fmdugG4vFcBwRgNzw8HBTKLQhP590HE2h57fX1VWUl2/Iz6+vrz/T14cABqCWl5cFQairq3O7XImqrq5OEIQs/eCkdX7myspKGr2xWKyyshLX3wVgjY2NPbFlS0V5eW/Pq/KLmi3d+WrgV7+s8fu9xcXWnmMVwCYWFhZq/H6VxGUrGAwuLCxY3eSU6TlvBvmBnJ/5oZcgECBXKLIKchdsJRqN+kpLh958I+kVvMcuX95cVbV79+5svJgogFFisZjP59MYuqR8Pp/lh9KkKuXc5bbgTkxMiKIoiqK1ezITyF2wj927d9f4/QufzScNXVLxe3ebQs9XVFRk4/d3MMrt6enu7u6mUGh7XV2N3x8MBptCoVeOHcu6aNHh2rVrTwWDKYUuqaeeeupP165Z3fwUpJu7toLcBZs40tYWDATi9+5qDF1azQcOBIOBeDxu9RKA2YaHhysqKjbk5zeFnj/T9/rwxYtjly9f+t1bQn///n0vFBUWbiwrOzs4aHUzM2i76gZd9dpeV2d181OA3IUMisfj4+PjAwMD3d3d3d3dAwMD4+Pjjg+Vs4OD3uJi7SNdbtS7va7uSFub1QthktnZ2eHhYXJh8zN9fcPDw7Ozs1Y3ymxzc3M1fv9jmzapb5IYFUcqysu3VlfPzMxY3WTj/XpgwO1yPbl1K13ezxc+Sxq3ny989tuhIfLzrwcGrF4IrfTkrvy0zGxlopUaIXft49rU1O7du/Nyc+Uflbzc3D2NjdevX7e6jRkRj8d9vtJLv3tLR+iSmvv0kw35+Y7sW6nl5eXu7u7NVVWKnenmqqrenh7Hfz8jxsfHiwoLu48f1zg7cvrUqQKPZ/TBfjaOsbmqioTuyRMnyGpw6/2YevSOX/2DdH+F5u7mqiqrF0Ir5C4YbHFxsSkUemTNGvUvqo+sWbN/3z7n7UYkCEKN3097yRKvly5y7OYNxZ5U6O/n7hONHm0KhaxelEwZGhrSsu+Mz+dzXrpwJicniwoLR8WRlL6ZjV+9WlRYODY2ZnXzDfP222+7Xa6TJ06wQUti+OBPf6K4ehz86U/ImJjmrtvlevvtt61eFE0wzwxGGhkZqdu2TftWmR/96EfZ8lHRqMbvH754kYZuJLyX/NzZ3q4YveLICL2dBHDs5o2Fz+bX5+Rk6bGJKv7f0lJ7NLo+J0fj6rEhP/+VY8ecOvCdm5sr8Hjo2pJSXXnn7QKP5/b0tNULYYyuri75u6+eu2RkzOVuV1eX1YuiCXIXDHN7errA49EeuqQKPJ65uTmr226MhYWF9Tk5y998Ld1fid28wQVtidfb2d7OdaDBQC3NZvY+NX7/0NCQ1QtksJdaW1NdPdwuVzQatbrhGVFfX3/40CHp/kokvJcurNDfrxi0ZHVi73P61Kkav9/qhTDG3+7cKX/fT544Id1fUVwlxq/+YfzqH9wPb991u1y7/vZvrV4UTZC7YIylpaWNZWU6elW3y7W5qsoZY7tLly6xk8xcKeZuovscaXv58OHDVi+Qkc709elbPdwu1/nz561uvsGuTU0VeDxLd76KhPeWeL3s5Idi9NLbSQAL/f3xe3crysuHh4etXhQD/PWTTyYa0arnMZe7/r/+a6sXRRP9582wIeSuhX7+0kvkY0B7iie3bk30XZXeh36unDGmEQShKfS8ynhFHFHbkkfmoulGXydt4h0fH/eVltKlo1miWPK16Ac/+MG//ulPVi+EkXbv3t3b8yr5psUGbSS8Nxiola8YNJvZ+wy9+cbW6mqrF8UA3uJi+TpARrSKeUwnn7nc9RYXW70omqR1/V27Qe5a5fe///13CwrYj8pvh4YUo3f86h/orhNkzwgSvf/V5/vjH/9o9XKkq6ur60jby4qZys0nc0UGOm6Xiw6IL/3urWAwaPUCGaa5uZn0mLSXJF+/FENXcS069POfW70QhlleXs7LzVU80kwxdxPdZ/mbr9fn5DhgM01tTQ27Dtx6P3br/Zhi6JLBLle0S6mtrbV6UTRB7oIBWl98kewEwQYt91WU3sjOHY1f/QP9gEWPHrV6OdLV29PTfOCAYkfJjldUKhioJV3q+XPn6uvrrV4gY9z485/zcnPJ1yz1iUSVteh7RUUfffSR1YtijFFRDAYCiitA0o0R5CsanTjZuaPhTF+f1QuUrp07drArQKLQVfyWxnYyu3fvtnpRNEHuQrpWVlae2LIl6Uci0Zwz/Yw9lf3Du7ODgzt3NKjMHict0qtK91deO3li/759Vi+QMfpefz3RhKHiBrxEa9Hgb35j9aIYQxAExe9n3HyyvMjrwA6Io9GjDthG0338OA3dRNPLWnK3+/hxqxdFE+QupGt2dlb+eVA/BiDRxybbT008OTn52KZN3PBFPXS58Q3N3eYDB7q7u61eIGNEIhH5W0+Gv4l2AlBci5qbm61eFGNEo9Fo9Ci3JtCjyJJ+OWO/yZ3pe90B+wFMTEw8um4du+cHLfLN7Nb7McU8ZjuQR9ets8NlArRA7kK6RkdH5Z+HRJ8Ttn47NMSdj2ZyctLqpUnXhvz829O3aKYmnV7mhjjBQC2J4aLCQsec0mv79u36pkO4tWj3rl1WL4oxjrS1dXV2qsweJy16Z8fsfxfUdUUEtrJofwgb5S77CqrfUxAExRNjIXctcXZwkPsAsDtPJSqyfwQ33HHAKXgikUj38ePSw2ehokV2reKylr0nCd3Jdyd8vlKrF8Uw8gPMVHacUVmLHHO4and3NzveJcfvqoSufGcrev/enledMQ0wNDT06Lp1ukP30XXrsuh4d7vkrtvl6uzoID9HwmGV6BUEwe1yIXft4/z589woVkp8iAgpMscon4UeGRmxemnSdW1qakN+/uKXX2gcuChWjd/vgJ1lqMcffzzVr2WKa9G2p56yelGMwR5vRkJXfXqZPakZ+d5GY/jwoUPZcpKmpJpCId25m12DflvkriiKXNC6XS5BEOT3DAYC5FVG7trHO++8Q9d+cuRl0nGMYui6Xa4/OeIYzaZQiJyHSF8NX7z42KZNTjo54nM/+hF9iyUN15lJtBb9eM8eqxfFGLenp32lpdLDZ6GiReZCuKxl78mOfZ/YssUxZ7H+8MMPdzQ06AjdHTt2ZNd1RGyRu3KKuSuKYonXK0lSJBxG7trHwsIC7S6TdqkkdBX3plm3dq0zLpOQznl3YzdvbMjPHx8ft3ohjEQO3iWhm3R6WWUtctLlEX2+0mtT76UzKSLdX5n9+KP1OTlO+oo2NzeneHCESj2xZUvWHcFsx9wlw99YLJboDoly9+/3799eVxeNRqPRqPzrz+LiYlRGcYOiIAjc3RTjfGxsTP6Ai4uLup+3t6fHwOedmZnR/byKkw0qz7tt2zbF49nJTjF0/yn24pq0aCf7/e9/X/F5h4aGdC/vtakp+QPK76b9eeV3uzY1Jb/bb3796wKP58o7b6fUjd6evrWxrOwnzc26n1fxW7/8bopbwuSrfTrPy672O3fudD+YOuaK7FpFDydTWYvcLlfj3/1dSs9L2fBjXltbu3vXrjRz90jby/9j9+6UnpeV6secpf3jpvF56cetra2torxcY+j+sLKyra3N5I+5/K+psmPulni9dFuvIpXcpe+HfM1bXFyUv20tLS3yx6nx+7m7KZ5+rLenR/6A8jVgZmZG4/NWVFRoed5oNKrlea9NTcnvprjSyE/SVlFRofF5SceneDkRHaW440xLS0ui52WNjY3J76bYk8qvCqz4vIpbm+Qd0JDSTrmCIIyNjRV4PIlOcy+vscuXCzye06dPKz6vvHmKz6sYqPK7KW4Mq6+v1/K8ZAeLpM+r+HFLp3KVruWc1R/ztd/6VjpD3rlPP8nLzf0/ly7JnzdDH3OWYvei+HGTP6/2j7nGMvljLn+QVNkud7VcxBfjXS3Pa+Z4989//nOl7EtDSvW9733v4MGDjhnvkue9PT29uaqqxu+ffHdCfZi7p7GRXlE1nee153g3Go1yJwLUUS/+7Gc6npew58f8maef3vRXf7V05ysdoRu/d3d7Xd0rx46Z+TFnZW68y7px4wb5Jrq9rq7G799eV7dzx45nnnnmZw+vDBjvpiUSDpMtuEnvhu27dvPayZPp9KoDAwNWL0GmDAwM+HylFeXlR9peHhVHrv/rn2Y+/OD29K2xy5e7jx+v8fsLPJ5Xjh1zxhWZElleXi4qLNS9emwsK3PSVkxq27annnn6aR25++M9e7Y8/rgjX5PVwEa56yY78mmA3LWhO3fu7HvhBX29asvBg47vQa5cudLS0lLj928sK/MWF/t8pTV+fyQSGRVFxy87ceHCBa/Xq2P1+P73v//WP/2T1c03Xjwe/2Fl5aPr1j33o2e1j3rj9+4+/+M9f/Hoo98tKHD2dzUHs0vuuhMcGqQIuWtPS0tLW6urU+1Va/z+VRI8cP78+UfWrElp9Vi3dq0zLjEr94//+I9kGR9dt25jWdn41atJQ/fa1Hs/rKz89vr15B/b29utXgjQwxa529nRIf+8kV2rFCMWuWtbH3zwwd///d9r71V/9rOffTI7a3WrTRKPx0dFsbm5eeeOHTV+f43fv6ex8fDhw1euXLG6aeYZ+NWvtO+tuuXxx8+dO2d1kzPF5/OxC/sXjz76VDA4fPHi8jdfy8e4o+LIjoaGv3j00f/0H/8j/Ze83FwMebORLXLXKMhdmxAEgetT5OXz+c6fP291S02yvLwcjUY35OcnejWKCgtfO3lylYz7Z2ZmmkIh9YHvI2vWRCKRrDsuU7uRB1dcpkWOssv99rcfWbPmB49tqtu2beeOhmeefrqivHztt76V++31NIbZc1b/8pe/tHpRIGXIXciIeDx+dnCwvr5+3dq13LRhfX392cHBVZIxkiRdunSpwOPRMrzz+XwOuDKERrenp4+0tcm/n/l8viNtbbenp61uYGYdaWuTh66U+Fxvny98Rk/xNn71D/SSEnsaG61eFEgZchcybnZ2dnJycnJycnbVTClTvT09KW3RXJ+Ts3qmAYilpaXb09NjY2O3p6edccIyLX68Zw9909kziiiuFeR85vTXkydO0LPNOOZaEasKchcgU3p7e1Pdjcjtcv3n73wHk4eOt+2pp+g7Lt1feXLrVnKurlRz9/sbN1q9KJAy5C5ARkxOTuoIXfeD/WWy6zzvkCr52bJUclc+z0w38SqeYwtsDrkLYLy7d+82/Pf/ri90Se174QWrFwIyaPeuXSnlrvvBZZqkBye1JlX93/6b1YsCKUPuAhiPO3nyyRMnVK7Dw14ugu1SFc9+B85Ar9GkJXfJPDO9ihe90Ijb5Xr2mWesXhRIGXIXwHjsXjOkP02Uu+ymOxLAJ0+cIL/+/Oc/t3o5IFPOnTunPXfZiWX3g03CZNr5xIkTVi8KpAy5C2CwDz/88L9873ukf7z1fowMZBPl7q33Y2yX+tuhIXrPLY8/jrMiOFU8HucumKMjdx9Zs2ZhYcHqRYGUIXcBDHb58mU6liXzgfT6svJiB7jymnb6Yayr2T/8wz+kNM/M3pOsV/v377d6IUAP5C6AwQYHB+XjFcXcJRPLibbvul2uVXUKydXmxo0b5T/4QaLc5bbpkl9JkdD97ne/+8///M9WLwTogdwFMNiZvr6UcpftbW+9H2OjV/FCquAY//v06fU5OYlmO9Tr2C9+YXXzQSfkLoDBBgYGUspdelymfNDzNgY0TheNRnWEblMoZHXDQT/kLoDBRFFMdZ450Za8WCxm9dJAZsXj8WPHjqlcM4Orbz3yyMv/6399/vnnVjcc9EPuAhjs5s2b//k739GSu26X6/OFz9j9qthTAJaXly8uLlq9NGCGUVFMegkvt8tV4PGcHRy0urGQLuQugPH+dudOjbnLTSyz23d/+pOfWL0cYJ54PP7ayZNPbNmiuJ48tmlTV1cXjitzBuQugPG4Tbxc7rLnG3I/vKsqu1MVdmZenebm5oaHh8/09UWj0TN9fcPDwzhZt8MgdwGM98UXX9Rt26ZjfxlauK4qgFMhdwEyYlS2d5X2Wrd27fXr161eAgDICOQuQKZ0dHToC92TJ09a3XYAyBTkLkAGtbS0pBS6j6xZg3UYwNmQuwCZdaavb93atVpCNy83d3h42Or2AkBmIXcBMm5ubq4pFHpkzRqVueWXWltxtC7AaoDcBTDJwsLCmb6+Z595ZnNVlbe42FtcvLW6evfu3QMDA0tLS1a3DgBMgtwFAAAwD3IXAADAPMhdAAAA8yB3AQAAzIPcBQAAMA9yFwAAwDzIXQAAAPMgdwEAAMyD3AUAADAPchcAAMA8yF0AAADzIHcBAADMg9wFAAAwD3IXAADAPMhdAAAA8yB3AQAAzIPcBQAAMA9yFwAAwDzIXQAAAPMgdwEAAMyD3AUAADAPchcAAMA8yF0AAADzIHcBAADMg9wFAAAwD3IXAADAPMhdAAAA8yB3AQAAzIPcBQAAMA9yFwAAwDzIXQAAAPMgdwEAAMyD3AUAADAPchcAAMA8yF0AAADzIHcBAADMg9wFAAAwD3IXAADAPFmWuyVer9vlIiUIAvdX5C4AANhcNuVuJBwu8XrJz6Ioul0uURTZOyB3AQDA5rIpd0u8XnaMGwwEOjs62DsgdwEAwOayJndjsRg3wI2Ew5FwmL0PchcAAGwuy3I3FovRWzo7OoKBAHsf5C4AANhc1uQu2aDL5S7d3Es0hUKRSEQAAADIjPTjLGtyV8t490xfX1MohEKhUChUhir9OMua3JUkKen2XQAAAJvLptxNuj8zAACAzWVT7rIbdOWbewEAAOwvm3JXkiR6siq3y4XBLgAAZJ0sy10AAICshtwFAAAwD3I3OXIxBu5c0OS4JrfLJd+nWvGaDc7W2dGh+FLIOWbDPLvJgxZ3QHk2ioTD3OF5SYmiSN5QQRDcLleqz6j4+TJQMBCw4YEP5CPDLbW+F5D2Njbvedir2qS6jqXDhn0OcjcJ8p7JP7o6uicHK/F6g4GAji4je9m8j9Mt1RU7zU4t0efL8Ujuch8ZHbnLvnS2XSfJu8y+xZFwOKNftmwOuZsE6YbI54HtXJC7FO15V9XObrbt49Jkcu4m+nw5Hjk6g0sjp+Zuidcr7xnkJxxcPZC7SdBVmQ0VMrYjJYpiiddLvr6RX9m1n36rTXSjA7700Z6avVAjwS4muYXtpulcfaIZeztT6eO43pP+Sr/10xlp9hWgaUduJP9Fig0kdt3LRFCp5C771OwS0dWbLql8ERKt5IqfL3o7++/0U8M2T/HzRc6oQ496YJOJbbDijaZ9dySpQ5aRvjjcmsNOzLI30qXjNnCQxstfEGupfJlgG6m4YrPrAPu+cK8Au5mD/RdyZxv2OchdNWQlJj9zocJ2T+TjQf9EVyb23+n1lLi1MBgIZPWXPtrDSrKLIrNfcunLxX4G2E8d1wHZXzq5S25nXzrpwVy9xHQN5FUiaxH5ORgI0LVO8RLU6UuUu9ztdEHYN5TLXbpisx8Elsrni+03SSdL1yXFz5fEJDc3h0lzV3H95C50xr7aGUVHe+yCs2sOyVfyM1kiejvXgbDjXe69sMMUgvyEvhQ99xG7YtMXgVsE+oJwA2X6wSH3p68GfUwb9jnIXTXsqs99aLncZb830beWO8GWJEmxWIz7JGT7ZAvX97EvheLkEv0McK+D/DqPNscNONgRhnruKq5CEvMKcHksPXglyb+zbcjEqVIT5S73fnFhppi7dBHkJ1cnVD5f8v6RfWqyXnErjCAI8iRjmyp/ueTroWn74LAffJoWXOSw96efJq634XKXmzOwwwdKfQYlEg4rrh6xWIzrP+n6z92TPj6X03R9sGGfg9xNSD6e4L6BsrkrnyJTf1O5qa2MLUTGcb0AG8OKM6Xyfo2dTLPJzJgWuse7dNnlOxMlWnNIYLCvJy3DdzJQ377LTmPKBxNc7tJFUPwsqH++1HOXdtbyki8CfZ0VvwhS7IOY0BezuUsHXnRJ5V/HEy2FyvZdm3yg1HO3s6Mj0US04vurOAVNXiuNnzvJBn0Ocjch+UYUNiN15y5NXPKnRFNwWYH79pBoVWZfOvYzwO5XIh/k2ZwluWvC1EiiXpLb/1ZxEi+l3FX/fGnMXcWBaaq562Y2H2Zo9l6OS1ayvcmRuZt0+65K7iq+ETRxybtPpze0fO5s0ucgdxNyy/awYHfZTZq7UoL1nutt2S03WUe+I5WUeIs1+RTRzwD3IeH2R7M/ldZyE8L0qxWXu/rmmTM9BZood+VNSjN31T9fSXNX3qREi0Dvr3i0Epdwpm3zkycr+81DfZ45u3JXSrY/c6IVO9H3JPkroDF37dPnIHeVJfoKRt9jLbmruN8H+4/0i1vmFiSjFNda2nOxHSvd9EI/A9yHzcI5H31UWssFp+JYX3o4ZiSl/arI7exaxH2ncWdgh8xEucvtJedOb5456edLS+5y+0ApfjYl2aZodn8reggT206rcpfrDej6IMn2q8q63CUvrMrxu4o7DHLfgeiLwC4yWQc05q59+hzkrjJusyVF1wktuSs9vD2M3SHT/WCzhGnzWoZTmSEnrx63BY6s7uyqz8400sOxTF2GNLiV5ki5BKIfbMXclVSPI2JfHPZ52cMtMnHEi+L0L+2z3A+OvmDffTJ3x26oS5q7ST9fWnJXUtreLCXOXenhLSP0PtwRLBl6YTmKO1RyJ59JdBwR2zw2rW2buwT7Osu/23EHZ5Ib5RtxJdmnhn6n1zLPbJM+B7kLYC9Zt2s3AKQEuQtgL8hdAGdD7gLYC3IXwNmQuwAAAOZB7gIAAJgHuQsAAGAe5C4ApEV9gzR3estUz/uR6KT2LPUTQNoBOUgmc0f14LKk2QW5CwBpUcld7kQfaZ4NKktzl7w+7KkhYJVD7gJAWhLlruKpIRTPLapRluYueR2y9ww5YDjkLgCkdiFxgj1tlmKiJIpDOtXMnm2KPgK9SjF7Qjc6z8z+C3clXfYEYfS5Et3Onh2JLpf68uqW6BJ+9EIItHn0V/kkAXeGMnJRW3qWf3aeWeUkaOwZxwxZNNAHuQuw2qV6IXHp4asakN6fy92kRyHLz/7IniWfO7MjzV3uOwF5fLYB7DkmFU+QLsm2hrofvvyt4vLqxl4UVn6xau5P8mtXc9eUZa/9nlfNUwAAB0dJREFUzn6ToEvEnRtc8RoSpl37ARJB7gKsdqleSJy7IqHiDGrS3OWelLs6Df1Hlf2qEl0aj7afawBtNvfU9HESLW862PDmQpFttvxaVXTR2EWml7riIpwuMhkHsw2w1fXegUDuAoAkpXIh8URXMOQeUEvnzl3CWZIlEJe77APSjOHCieQlN7MqnzqWX1Mh0fLqJr+kIxvD6rlLvzrIKxaLcVMU9P6K1zqkLL/eOxDIXYDVLtULiWvMXcXtu/TONHHJPya6SnGauat42BJNXPIrzULDc5fbgM0Gp6Q5dxW/u6Sauza53jsQyF2A1S7VC4lrmWeWEuzPTPOVSwh6dVX13E11nlkxXbjbue3Z8uXVTfEyczT/tORuon3TEuWu4oG89rneOxDIXYDVLtULiUtMeEgJ9quif2Ljgd0biE0I9iKy6rnrfnjfYzpwpD+zXwLI09GHot8n2DAjeZ+J3JVfbpl9Rklb7ia69nui3OXGsmTqwj7XewcCuQuw2qV6IXGC/kui44gIbq6VzSF2czLNS/XcZR+N3ctX8fgiSWkjrvTwRuVIOEyH4MbmbqLdoWk0asldSWm7u5Q4d6WH3016H5tc7x0I5C4AAIB5kLsAAADmQe4CAACYB7kLAABgHuQuAACAeZC7AAAA5kHuAgAAmAe5CwAAYB7kLgAAgHmQuwAAAOZB7gIAAJgHuQsAAGAe5C4AAIB5kLsAAADmQe4CAACYB7kLAABgHuQuAACAeZC7AAAA5kHuAgAAmAe5CwAAYB7kLgAAgHmQuwAAAOZB7gIAAJgHuQsAAGAe5C4AAIB5kLsAAADmQe4CAACYB7kLAABgHuQuAACAeZC7AAAA5kHuAgAAmAe5CwYr8XrdLpcgCJIkCYLgdrlIdXZ0WNKeSDhM20Aq/ccs8XpFUVT8kyiKJV4v+4MO8jYnejraHgtfYdoAWuTdN5MgCJFwWJKkzo4O2oxYLEb+GgwEEr37iusDfcE7Ozroq2rVooHzIHfBYDSTuOAp8Xot6bMi4TAbSJ0dHcFAIM3H1JK76eDaLAiCymPGYjFDvkykg31BRFFkM8+0BkgPv/j0RRNFkb7j3AurmMTkSw9dnGAgwP6M3IX0IXfBYLQL7uzoIEMQQhAEtvsjXR69A9txk59Jd0kGUhIzjqEdOunf3S4X7WoVM4/ratn70FEa6UzJn+jYiDwRuxT0Z3YZ2SEpiUDSJPaJ6N3oK8A+EfsqKbZZkiTaHm6p6TOSO7C/sm2mT01bwr7y8pbQiQr6psgfWfFNp7/SxrD/rqU97BORGxUfh8WOSrkXjfsrXQnJy0gWk/0XutaxXyPou4bcBUMgd8Fg7HiXDUWKHXHSQbBi7tJ+n/a2tN8kt9BoVBnCyse7pDcPBgLkdvpQ5BnJjXS0pJK7XLJyQy76AztapU9K0o5bkERtpo+guNRsFNFXjG0//av2ltAXhN5f/sgs9u2LxWLyhrG5m7Q97JtOv81wj8M9u3x4HYvFyINHwmEaltw3M/mjkYfivkbQ+yB3wRDIXTCYfOjDjZPYiTuao4q5y84ZcoNCbjCtMrHJbStlg4S9T2dHB8ldtuWxWEx9vEvJ45b+oNjvy5dXpc2Kg2+61PIvJezDsv/CxoZKS9gRHqH4yOwduO277LcEcgduvKvSHu5hk+Zuoml2+uAqz8L9Lx0ZcwtI11jkLhgCuQsGS7TtMxIOyzt62sWr5y6XN9LDE7zc/LP8eeWTkIodrnyDNJdbirnLhY08d9nOmg7CkuYuuzsP/XfFpWZzl/urPHfl6ShvCZeyiR6ZvYP8y5YgCFpyV/ErEfu1Q1/usi+gxvEufWvki6MY4QC6IXfBYLTP4jop2scpjnfZGzXmrnyzqCLF3JU0j3fZoTaXuySN6GZXY8e7tM3sfLviUica78pfKMXY0Ji76jujcYtA2699vEu5mR2z6cOqzzNztwQDAfZVYrfvckN59tFUvltgvAvGQu6CwWhfye20QrdHKm7fpZv3aMywuUv7R3ojuzGSy0tOotxNtH2XHgEl3zpb4vWyuctGSInXm+r2XY25KzFTBYpLrbh9l96TbSTbEvouKLaEG0krPjLbYPl4lz4O/cYgz115e9hnJP+S6HG4Z6ftccuOp2JXJO6FTTRHje27kFHIXTAY22exYwh2nCHfn5nuxRoMBMjwgpsSpFOs7Bw1N8msuI0wUe5KyfZnpnejt8jnmWkD2LEvbScbKtyLkFLuksckTy1favk0LPtCcUNk2hLFOVXuOxM7xS1/ZMVXkr5Q5Hb6OIq5q9gedt2gX1Pkj8OiI9pEWx/kOxmwCyXJKG4KkZC7YBDkLhgs0fZd+1OMbcgKmXvjcPwuGA65CwYrYc5XlV2Qu9lLvse7IdjROTcBAKAbchcAAMA8yF0AAADzIHcBAADMg9wFAAAwD3IXAADAPMhdAAAA8yB3AQAAzIPcBQAAMA9yFwAAwDzIXQAAAPMgdwEAAMzz/wEOg96qVhlJDQAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline what total fertility rate measures.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends shown on the graph.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons for the change to the total fertility rate in Asia.</p>
<p>1. </p>
<p> </p>
<p> </p>
<p>2.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the difference between a population projection and population momentum.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the percentage ownership, by gender, of agricultural land for selected countries.</p>
<p><img 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" width="665" height="393"></p>
<p>[Source: Food and Agriculture Organization of the United Nations, Gender and Land Rights Database,<br>http://www.fao.org/gender-landrights-database/data-map/statistics/en/?sta_id=1168. Reproduced with permission.]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the country with the biggest gap between female and male land ownership.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why the percentage of female land ownership in Malawi is similar to the percentage of male land ownership in Malawi.</p>
<p>Reason 1:</p>
<p> </p>
<p> </p>
<p>Reason 2:</p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>three</strong> socio-economic impacts of a youthful population for a country.</p>
<p>Impact 1:</p>
<p> </p>
<p> </p>
<p>Impact 2:</p>
<p> </p>
<p> </p>
<p>Impact 3:</p>
<p> </p>
<p> </p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the old-age dependency ratio in 2010 and the estimated old-age dependency ratio for 2050 for a selection of countries.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe what is meant by old-age dependency ratio.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which country on the graph is predicted to have the fastest growth in old-age dependency between 2010 and 2050.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why the population is ageing in the five countries shown.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why men have a lower life expectancy than women in most countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The bar graph shows the total number of people in the world who are classified by the United Nations (UN) as forced migrants.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends in numbers of internally displaced persons (IDPs) between 1990 and 2010 as shown on the graph.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the key factor that determines whether a forced migrant is a refugee or an internally displaced person (IDP).</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> political <strong>and one</strong> environmental cause of the rapid increase in the total number of forced migrants since 2011.</p>
<p>Political:</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>Environmental:</p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> incentives used in a recent pro-natalist national policy.</p>
<p>Country name:</p>
<p> </p>
<p>Incentive 1:</p>
<p> </p>
<p>Incentive 2:</p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why these incentives were introduced in the country you named in (d)(i).</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>1. Populations in transition</strong></p>
<p>The graph shows the population pyramid of an oil-rich Middle Eastern nation in 2012.</p>
<p><img src="data:image/png;base64,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" alt width="669" height="432"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the population structure of this country.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> reason for the structure of the <strong>economically active</strong> population.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>three</strong> socio-economic impacts of an anti-natal policy in <strong>one named</strong> country.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><img 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" alt width="625" height="348"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>Crude Birth Rate</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the rate of natural increase in 2010.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the year in which the natural increase rate is projected to become negative.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the meaning of the term <em>population projection.</em></p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why governments need population projections.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the changes in child mortality rates for selected regions of the world since 1990.</p>
<p style="text-align: center;"><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what the child mortality rate measures.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trend in child mortality shown on the graph for Europe and Central Asia.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons for the trend in child mortality since 1990 in Sub-Saharan Africa.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> positive socio-economic impacts of an ageing population.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graphs show how two countries score in the World Economic Forum’s Gender Gap Index 2012, and how each compares to the world average.</p>
<p>The index looks at four aspects of inequality and each ranges from 0.00 (extreme inequality) to 1.00 (total equality).</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Identify which country has greater gender equality.</p>
<p>(ii) Using data from the graph, describe how gender equality in country A differs from the world average.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> possible reasons why women in countries like country B have a high level of political empowerment.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why the life expectancy in many low-income and middle-income countries is increasing</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Populations in transition</strong></p>
<p>The map shows the percentage of women aged between 15 and 49 who are using some type of birth control.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the global pattern of birth control use shown on the map.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why the percentage of women using some type of birth control is low in some countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why the Crude Death Rate is falling in most low-income countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>