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</div><h2>SL Paper 1</h2><div class="question">
<p>Which gas will enhance the greenhouse effect if released into the atmosphere?</p>
<p>A. Hydrogen<br> B. Oxide of nitrogen<br> C. Oxygen<br> D. Nitrogen</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This turned out to be a very good discriminator. Some candidates believed nitrogen was a greenhouse gas.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following trophic groups include fungi?</p>
<p>A. Detritivores<br> B. Autotrophs<br> C. Saprotrophs<br> D. Producers</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which category of organisms is correctly described by its method of nutrition and site of digestion?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Although most candidates got the right answer, many candidates wrongly believed that autotrophs have internal digestion.</p>
</div>
<br><hr><br><div class="question">
<p>What term can be used to describe clams that eat decaying plant matter?</p>
<p>A. Detritivores<br>B. Tertiary consumers<br>C. Saprotrophs<br>D. Decomposers </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>A number of teachers expressed concern over this question, primarily concerned about an expectation of knowledge of clams. However, from the context of the question, students should have been able to determine that eating decaying matter rather than rotting decaying matter indicates that the clam is a detritivore.</p>
</div>
<br><hr><br><div class="question">
<p>What is lost between trophic levels in ecosystems and cannot be recycled?</p>
<p>A. Heat</p>
<p>B. Nitrogen</p>
<p>C. Carbon compounds</p>
<p>D. Biomass</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What is the classification of an organism that is able to make organic compounds from inorganic nutrients?</p>
<p>A. Autotroph<br>B. Consumer<br>C. Detritivore<br>D. Saprotroph</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Why do food chains in an ecosystem rarely contain more than five organisms?</p>
<p>A. Nutrients are recycled by the decomposers back to the producers.<br> B. Nutrients are lost from the ecosystem when organisms die.<br> C. The conversion of food into growth by an organism is not very efficient.<br> D. Energy is recycled by the decomposers back to the producers.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question had a very high discrimination index, showing that good candidates were able to distinguish the correct answer.</p>
</div>
<br><hr><br><div class="question">
<p>What is recycled in an ecosystem?</p>
<p>A. Nitrogen, carbon and energy are all recycled.<br> B. Nitrogen and carbon are recycled but not energy.<br> C. Nitrogen is recycled but not carbon or energy.<br> D. Nitrogen, carbon and energy are not recycled.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Global warming threatens the survival of Arctic foxes. Which of the following factors could be involved?</p>
<p style="padding-left: 30px;">I. Competition with other fox species spreading north<br>II. Reduction in numbers of prey species of Arctic foxes<br>III. Decrease in oxygen availability to Arctic foxes</p>
<p>A. I only<br>B. I and II only<br>C. II and III only<br>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>In a pond, two species of fish feed on insects and worms. The insects feed on the green plants that live in the water. What constitutes a population in this ecosystem?</p>
<p>A. All the living organisms<br> B. All the animals<br> C. All the fish<br> D. All the fish of one species</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is an ecosystem?</p>
<p>A. An environment in which an organism normally lives<br>B. A group of organisms of the same species inhabiting an area<br>C. A group of populations living and interacting with each other in an area<br>D. A community and its abiotic environment</p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>The following statements refer to a pyramid of energy.</p>
<p style="padding-left: 30px;">I. Some material is not assimilated by each trophic level.<br>II. Energy transformations are never 100 % efficient.<br>III. Heat is lost during photosynthesis.</p>
<p>Which of the statements give the reason why a pyramid of energy is narrower at the top than at the bottom?<br>A. I only<br>B. I and II only<br>C. II and III only<br>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><strong>B<br></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Some candidates wrongly believed that the process of photosynthesis produces heat.</p>
</div>
<br><hr><br><div class="question">
<p>What is a community?</p>
<p>A. A group of organisms living and interacting in the same trophic level <br>B. A group of populations living and interacting in a food chain <br>C. A group of organisms of the same species living and interacting in an ecosystem<br> D. A group of populations living and interacting in an area</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the carbon cycle.</p>
<p><img src="data:image/png;base64,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" width="529" height="252"></p>
<p>[Source: © International Baccalaureate Organization 2017]</p>
<p> </p>
<p>Which two processes correspond to the labelled arrows?</p>
<p>A. K is combustion and L is catabolism.</p>
<p>B. J is anabolism and K is respiration.</p>
<p>C. J is combustion and K is respiration.</p>
<p>D. J is anabolism and L is catabolism.</p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which group of organisms in the carbon cycle converts carbon into a form that is available to primary consumers?</p>
<p>A. Decomposers <br> B. Saprotrophs <br> C. Detritus feeders <br> D. Producers</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is the best definition of a population?</p>
<p>A. A group of individuals that can interbreed and produce fertile offspring <br> B. The number of individuals of the same species in a given area <br> C. A group of species living and interacting with each other in a given area <br> D. The total number of individuals in a given area</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This did not discriminate very well, with quite a number of candidates choosing C (a community) instead of B (a population). It was thought that this may be language difficulty for ESL students, and also the definitions are often associated with a time factor.</p>
</div>
<br><hr><br><div class="question">
<p>What best describes the mode of nutrition of a heterotroph?</p>
<p>A. It ingests only non-living organic matter.<br> B. It obtains organic molecules from other organisms.<br> C. It synthesizes its organic molecules from inorganic substances.<br> D. It produces its organic molecules from chemical reactions using light.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p><em>Euglena</em> is a unicellular organism that feeds on bacteria and uses CO<sub>2</sub> as a carbon source. Which describes the nutrition of this organism?</p>
<p>A. Autotrophic only</p>
<p>B. Heterotrophic only</p>
<p>C. Saprotrophic only</p>
<p>D. Autotrophic and heterotrophic</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What term refers to organisms of the same species, living in a specified area and time?</p>
<p>A. Population<br> B. Community<br> C. Family<br> D. Genus</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following ecological units includes abiotic factors?</p>
<p>A. A community <br> B. An ecosystem<br> C. A population<br> D. A trophic level</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a potential consequence of the rise in global temperatures on the Arctic ecosystem?</p>
<p>A. Increased exposure to UV light<br> B. Increased rate of decomposition of detritus<br> C. Decreased success of pest species<br> D. Increase in the ice habitat available to polar bears</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">What contributes to the enhanced greenhouse effect?</p>
<p align="LEFT">A. Ozone from violent thunderstorms</p>
<p align="LEFT">B. Carbon particles in diesel engine exhaust</p>
<p align="LEFT">C. Methane from agricultural sources</p>
<p>D. Carbon dioxide from active volcanoes around the world</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Most candidates were able to realize that methane from agriculture is a greater contributor to the greenhouse effect than carbon dioxide from volcanoes. Many good candidates did believe it was the carbon particles from engines, failing to realize this is not a gas.</p>
</div>
<br><hr><br><div class="question">
<p>What are the units of a pyramid of energy?</p>
<p>A. kJ m<sup>-2</sup> yr<sup>-1</sup><br> B. kJ m<sup>-1</sup> yr<sup>-1</sup><br> C. J m<sup>-3</sup> s<sup>-1</sup><br> D. J m<sup>2</sup> s<sup>-1</sup></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p><em>Zoophobas morio</em> is an insect. Its larvae feed on bat feces in caves in Guatemala. What type of organism is a <em>Zoophobas morio</em> larva?<br>A. Autotroph<br>B. Consumer<br>C. Detritivore<br>D. Saprotroph</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>At each trophic level energy is lost. How is this energy regained by the ecosystem?</p>
<p>A. Heat<br>B. Nutrients<br>C. Photosynthesis<br>D. Recycling</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Five teachers expressed concern over this question, primarily over the use of the term ‘regained’. Answer C is the only reasonable answer to the question of how an ecosystem maintains energy supply for food chains.</p>
</div>
<br><hr><br><div class="question">
<p>What are examples of greenhouse gases?<br>A. Ethane and ozone<br>B. Methane and nitrogen<br>C. Methane and carbon dioxide<br>D. Ethane and oxygen</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>In an area of forest measuring 100 m by 100 m, samples were taken to estimate the number of silver maple (Acer saccharinum) trees in the forest. The number of trees counted in each of five areas of 400 m<sup>2</sup> was recorded.</p>
<p><img src="data:image/png;base64,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" width="227" height="204"></p>
<p>Approximately how many silver maple trees are in the 10000m<sup>2</sup> area of forest?</p>
<p>A. 5</p>
<p>B. 25</p>
<p>C. 125</p>
<p>D. 625</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What do records from the twentieth and twenty-first century show about the concentration of carbon dioxide in the atmosphere?</p>
<p>A. An upward trend with annual fluctuations<br> B. An upward trend with no annual fluctuations<br> C. Annual fluctuations but no overall trend<br> D. Random fluctuations and no overall trend</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What limits the length of food chains in an ecosystem?</p>
<p>A. The size of individual organisms<br>B. Competition between organisms<br>C. The loss of energy between trophic levels<br>D. Natural selection</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question was a very good discriminator.</p>
</div>
<br><hr><br><div class="question">
<p>Which statement describes the term species?<br>A. Members of the same ecological community<br>B. Organisms that reproduce together to produce fertile offspring<br>C. Organisms of the same type in a population<br>D. The first word in the binomial name of an organism</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>A better wording for this question would have been to say in the correct answer that in species organisms can potentially breed (as in many cases they do not).</p>
</div>
<br><hr><br><div class="question">
<p>What is a population?<br>A. Organisms of the same genus living in an ecosystem<br>B. Organisms living together and interacting in the same habitat<br>C. Organisms of a species living together in the same area<br>D. Organisms that can breed together</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What favours the production of peat?</p>
<p style="padding-left: 30px;">I. Presence of organic matter</p>
<p style="padding-left: 30px;">II. Anaerobic conditions</p>
<p style="padding-left: 30px;">III. Acidic conditions</p>
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II and III only</p>
<p>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph below shows variation in the concentration of CO<sub>2</sub> in the atmosphere as measured at Mauna Loa in Hawai’i. The small inset graph shows the variations in CO<sub>2</sub> during a one year period.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Why does the amount of CO<sub>2</sub> fall between April and August?</p>
<p>A. Seasonal increase in the rate of photosynthesis in northern hemisphere forests<br>B. Seasonal decrease in the rate of photosynthesis in northern hemisphere forests<br>C. Seasonal decrease in the rate of fossil fuel consumption<br>D. Seasonal increase in the amount of CO<sub>2</sub> taken up by the oceans</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Assessment statement 5.2.2 says to analyze the changes in concentration of atmospheric carbon dioxide using historical records. This means candidates should have used the data provided, or data of a very similar nature. Most candidates found the questions easy.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram below shows some of the links in the carbon cycle.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What processes are taking place at I, II and III?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>By which mechanism do greenhouse gases contribute to global warming?</p>
<p>A. Their higher concentration absorbs more long wave radiation coming from the Sun.</p>
<p>B. Short wave radiation emitted from the Earth’s surface increases with their concentration.</p>
<p>C. They absorb higher amounts of long wave radiation emitted from the Earth’s surface as their concentration increases.</p>
<p>D. They absorb higher amounts of short wave radiation caused by increased combustion of fossilized organic matter.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which characteristic of water vapour classifies it as a greenhouse gas?</p>
<p>A. It absorbs and then re-emits some of the long wave radiation emitted by the Earth’s surface.</p>
<p>B. It prevents short wave radiation from reaching the Earth’s surface.</p>
<p>C. It absorbs UV radiation but does not re-emit it.</p>
<p>D. It absorbs infra-red radiation but does not re-emit it.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The following diagram shows part of a food web from Yellowstone Park.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What would be the short-term effects on the populations of the other species if the gray wolf were exterminated?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Two populations of the same fish species were fed different diets to investigate the effect of differing nutrition on their growth. What is an appropriate method to determine the significance of a resulting difference?</p>
<p>A. Calculate the mean for each population</p>
<p>B. Calculate the standard deviation for each population</p>
<p>C. Graph the results</p>
<p>D. Perform a <em>t</em>-test</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The table shows the monthly CO<sub>2</sub> concentrations in mg L<sup>–1</sup> taken at two monitoring stations.</p>
<p><img 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" alt></p>
<p>What is directly indicated by the data?<br>A. CO<sub>2</sub> concentration in the atmosphere varies from place to place.<br>B. Cape Grim is less affected by global warming than Mauna Loa.<br>C. CO<sub>2</sub> creates a greenhouse effect at both locations.<br>D. The standard deviation for Cape Grim is higher than standard deviation for Mauna Loa.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><strong>A<br></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question had too much data to analyse for a multiple-choice question. Capable candidates however were able to answer this question well.</p>
</div>
<br><hr><br><div class="question">
<p>What restricts the length of a food chain?</p>
<p>A. Energy losses between the trophic levels<br>B. A greater biomass at the higher trophic levels<br>C. The number of species in the food web<br>D. The consumption of waste by detritivores</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which pair of statements is correct?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This was a very easy question with almost all candidates able to correctly distinguish between autotrophs and heterotrophs.</p>
</div>
<br><hr><br><div class="question">
<p>The energy passing from the detritivores to the predatory invertebrates in this food web is 14 000 kJ m<sup>–2</sup> year<sup>–1</sup>.</p>
<p><img 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" alt></p>
<p>Approximately how much energy (in kJ m<sup>–2</sup> year<sup>–1</sup>) passes from the predatory invertebrates to the carnivores?</p>
<p>A. 140<br> B. 1400<br> C. 14 000<br> D. 140 000</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A</p>
</div>
<br><hr><br><div class="specification">
<p>The diagram represents the carbon cycle.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question">
<p align="LEFT">Which process has the greatest relative role in transferring carbon?</p>
<p align="LEFT">A. Decomposition</p>
<p align="LEFT">B. Combustion</p>
<p align="LEFT">C. Photosynthesis</p>
<p>D. Cell respiration</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There have been some complaints about the use of the word "relative" before role. Although this word was not needed, it does not invalidate the answer to the question. This question had a very low discrimination index and only 40% of the candidates were able to answer this question correctly. The answer was quite easy, as one can see all arrows leaving from carbon dioxide in the atmosphere and the only arrow going back to carbon dioxide in atmosphere is the one coming from photosynthesis, therefore this must be the most important as it is equivalent to the addition of all the other arrows in order to balance the cycle.</p>
</div>
<br><hr><br><div class="question">
<p>Cladograms can be created by comparing DNA or protein sequences. The cladogram on the left is based on DNA sequences and the cladogram on the right is based on comparing protein sequences.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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"></p>
<p>What is the reason that cladograms based on DNA sequences are more reliable predictors of the phylogenetic relationship of species than cladograms based on protein sequences?</p>
<p>A. Amino acids are not as chemically stable as DNA nucleotides.</p>
<p>B. DNA mutates but amino acids do not.</p>
<p>C. Several different triplets of bases can code for the same amino acid.</p>
<p>D. There are 20 different amino acids but only 4 nucleotides.</p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The bacterium <em>Neisseria gonorrhoeae</em> causes infections related to the human reproductive system. The graph shows the percentage of samples in which this bacterium showed resistance to six antibiotics over a period of ten years.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">What is a possible explanation for the total percentage resistance being larger than 100% in 2010?</p>
<p style="text-align: left;">A. People do not take the antibiotics as prescribed.</p>
<p style="text-align: left;">B. More people have been sampled in that year.</p>
<p style="text-align: left;">C. There was an epidemic of <em>Neisseria gonorrhoeae</em> in that year.</p>
<p style="text-align: left;">D. Some bacteria are resistant to more than one antibiotic.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p align="LEFT">The image shows a female Golden Orb-weaving spider<em> (</em><em>Nephila plumipes</em>). They can grow as large as 4 cm and build webs strong enough to trap small birds for food.</p>
<p align="LEFT"><img 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nJ+J/kDP/ADl1duRfLn/Jyfc4kx0Dk36yGIrxgfws6f9p7K9spqy0H8eDsPG1NyoX4yK3eiObg2j7c2ik1b/u2/dotY+6JFZM0jfTYqEPZh5bVsdpusQCLzfNPZ/YONf+OFlV2ecXrNn3RNl33xQ+toPkq/WLR9vpduc2Ft6H8wJLP+wo7X5tpe//VXb7G87LQPUX7WF7LnzZ/I39K9cbMvaV760pc+0fvAxEq2Q9DhKVGSlFzUxpgDhwj1gTXSd0uEdLQlXp99svoeLA+aL2H8CTW/mySrcLpp4nsLrnDulzd89DlRxGaIl0+oba0QD9IpxtW71s9GbYeqHELyKPv8y9uOrSW7ycKu6algnUhh0srhFjM8McXf+NKtcFZIk+/G6e20+eSLs7V0HvDjlQu8fNaCPjnzJ9LPH4gH4SN6EWizlx/jclzukbEzpW1MNr/lCuVXHOZbZ3bTN27Pzhgbx2tNi/wDmfps5w9O21Abdp4v8Tc2d6LYW18841q62njwTd/0TZf2HvjQno4PAR0yJDnbog7D8jsQ9Rufeh6aHpwO1Mpp0fpIFnyr6OH8oR/6octtkuzHf/zHP3lgFcUeTpuy/rPdpmuBXm19SPchvZ2PBw/Zh/h42wf9dIs5+yHZtRnwOpyNT7nGbEa7J/LuhchHF8jHGH250me9vbtA5Iu3/US7FkQOtabG6Z7j9LLRfLZ3/hy3vpBM/fKCGjcH8YM+Ov3tHMj9UsUQVv/E8oqrfay9RosdFxN/+azffOPlh/TrA/vk2qNa8/br1GkubP9euFmB3MMYGXeQjfU7yGdiSmC66W2bTW23kWSzkc3l6Tt0Xs190/0P/+E/vPA+7dM+7fJFjodbkSTjQc4fOxvnByO+6q//5lC2GjePYPnXiN1iW37j7Ox8seBF4ACf43g9PNlIf3ns2gM5k0OFseKo9Tlw30j3FrlC2d7JNVvBww35Q+uvvdk1LZLTQutIZym71+xsLqA4tPjZB7woe6ExWhvoREUyv9rycepGi8Y71zqWwurrs7+5iRe/fvYbLx92DUtQDK11yfOHNs707oWbvcV+yUtecmkzV9viAa/FN19iayM4E3YmMZnst4mhhwmPPFlvnxVD5GdAfg6E5+Elp99bbdQtk4+NQ3ttDZDciXi7zuxkI7QmSI5MPk6d9U13496cJd8YLVZGG/XCVE4VvG6Ge1NMjgziv3wVvwJJpnHFcl/wmg/FWtzZDWSN+U9vWzoLa8LbNQLZ9S0WaExHf+XFxLcW5L6bYC+8yDuZZPLJvpij7OIXM1vsGCM2NoZsxaPb3ENoPh9w6rBz+oF0jJvX1o+CfnG3b/p4jfXRqQvnn1J8JvH+E/Y0IZm72ZJlvAd/D0IJTa7kgn7QJ5++tlvI2kP0s6XNnsQb0xOLA2dT/vE//seXf57obeHP//k///KD9Oxnb2FcnM2tH2iO3Ek7X7+5eI1bR3O14m4cVmb7sPzmgv6O4ZyXB7Hs4c2WXLYX+o0rmF509u323iDTyX7rBS1/9c0lt/Lbh/rFt7Geduo3ThZ6WLffmFwoH/nUnvzmsr245gPZY2Ajnn68taVvHvIb4kP8tbXzG+f285ft5ho3j06YUwh73qAiCRv3iWzfGzcvkCXLwSuR2uZWTlsikMRJmnYPSUSe3cb5yVfUPLCXPza1FUAbZ+z/wfG2m+zP+3k/78LP1+kPtPWLeWXyHS+c/ewsHxpvm2wvFI1RBw3IRuZa+4lsn2Are9rWl51aMeizo1XsKnxIjiuIFUzUzZO8tdSymd38ZL9Ym195dA3Z0BZj4/qNYfPRmjcXQIZ8NoGshz4k37x2Kd7ayQ9b6BrMX7ODTjuwLcruKZf+0tpMplxdk4+f/PqulaOKo3b966/szmXzXrhZgWxhFq/AoHOB+pIp2T0IeCUt2Q7K2tPC2lx7PWzL066/2h7iZLQ+m3Sj9BD7K0HeauMnV2ESk3i0+MXWOLC7cdZvra2xuaj5U99YDMVzFgoy+PrNGYsrP+Uz381po/wli4Bd9lBFrXG5qV+BjBTKCqO54tNHawu13lrQb0xfDFqElzxKfmNLJh/xkkuvnNjX8nTmqLG2HEXJZC9Z4FM8/Ibk6ZItTmCj+FYn3klkalH6O4Z8ws5H5TU/6W7b/rUP+Guz3Og3J6ehZ4hcKAdR9u6JmxVIn6+gFi4poC3xJaqFbwL0S1b9h+Rg7e8m6tswbQ8HW7sh+UlOG/liwf9/Y7N8gePfcecz3TZy18ZOcsXS/Pajc26Jrfqh/uYi2ZOSPf1FTwXz6wPw2Ch/fGS3HEd4G0ty5q7JFlNyjdfvaQ+SR6fdtR9Ou7tG/eZ3rv1GfR6N7P/qr47+xiaOzQNaX6sD7ORTH61s+vWh+fjaUw+Wd41gx+LecfO7DmAX4hV70G/cHFlta4X1EbZ/D9ysQHaA93A6SAg2SSWm/s5twnYO4e84n20YKgat5JZg8h1shE/ew+VVEHXz6a0hHh1F0q1SSwdf6wUhHw8RnGNY3s6xK77yEL+4y00653rppwPG0Joh3UW8/JyIl1x5b4za95XBk2PUjVL+VmdtLRqbj1anvds9NFe7sZQH/dayLSrnje39FsW+cEku2ZAfbePiLgfFKr6l1hbY3hd12PWEHZ/91hGFZBbm00fi4a88to4Ib9cK66c+2ufOWjaHKwfXYrsnblYgH1qkJEJzZ1LQNd7y09vEQhsUnWPIVrqNYfXOQ6pIeruNT9dbbgUR8KAD3Bq19bOTj8h8B2z5yW4LxRoa5yt7HWTI5srEW9tgXE6yvTInP/nNZfuR3Lbki3HbjQvWZ37glF071ty+VXz000erj8K1WLe/a7L/WyibTyeC/BanvhgVxd6SirPYUXLFbrw2Tx+QDloYJyfGjRNOO8mj1hz4iFrPQ+PiXmQz+zuuTa68hmtruwduViC9HUX+dYrFtrgSV/IkYROzSTnRfDLZNF6713zYAHEs7aaE+NnQkulQn7eePkoABz6f6UbXePFhfYH+PlQre8ZsnAx5tAcWVl+/hy9k82wXKx/kSqG4dptCybB32izeYFxs+Ovv9J1ufG28Cg07m4elZNNdZGv5Yt917Vqv5Sx9Pso1Kq74O4fC2syffvxTfrFz5OufOs2Vj+aM87Nzp9zJv4b4xV6+dk2QrRPNQzbuiZsVyApHb0f1S2TJ0cczXmwCO4gnSuhDBGtHe4024cahOfEhfeTV3s9UfInjiwa/kfRzIOvrJsA//b1Roh6MYqwfjOnHz+ci3e2vzZMfGbO1a1ykC+QXG0NyG1s8ts9ct8/LQxtL8a1f43jZr4XmkLxuUdwbmfnN6doQA379UIz1ixW1Prz4e5NcOxAP5X9j0Y9O+WyeMejD2rDu5S2F7UNxLPINzWV/x/FQY/NL15DtsLLXfC8PHrL7TOH60/N/AQUEOZxukX3B0aZb6CYV7zx458FINr1kG7ONOrBnS3ZBJ5w+yBuD8c4hD2GfUfKvQPp33Kdc8XXAds36J50yu35IDrK98vXNNe4Q40XlI5moOFE+TohFTjeubOIjN0ovHr1QGmvJr38ovnzCxlaxKzbQGm8xrI8fZTcK7ItFHMVSPDunn0yxJ2fc+vrHBGsPsqUtZm3zUIx4yZfD/IZkQnumzU7QP9ef3MaBts9nyHfzWrpyvfle/9sP+ud45fjZdeLlb/XujfdH+DRhc5Fblm+CJdFNEoHP9DoIEl0iJAXaLFTyljqEK9PhPOnUO/n08xn/bJtPpv9+1jqszxp8Luk/E7Omiqd102mTs1H/Gj+c87Xx68eHcz2QDe1JQK5+WN2dWx2+Nkf1rV/RkA8viqjPbCsmWnLk85/tHkAPXw8Q6oEyjyqM+5A217i5k9YftF7AN26NzcWLHxmfOUgONq7th+yVu/KirUhmL5vFvvyTVx9abzK1cG0uEu81fpSvyDrEnTz9bGx/aWOEHZ+82nvhZgWyBwM5pH4q40sOm62IuFFKpkKySdjkdOBCYzauUYdrqULtgdTGzw5/a3ftJwfFlk4bbV5rHYqltZrnz1wfwgdzIZv/f3AemKcCmeKn1wGF7cM1e0/F026eaiuA0eYeeTeBFEyUnDiLVVxnQanQaaPml5an37j1lz+wBmOkXwzIuLWGlWm9EV79dCMxOAPFUlxw2jrzVb9cky/mk4C/UN/cmY+dA+P6wA8eWaiPVgclu30trE18WBtgXFz4+Tnl8nFPvL8aPU1UHP1LFH9WzI3LZ3f+GZ+NViA9IGBs4ZKBSrJ+CYkHWrSb0eHpIEV78OrjZ4fONVofEb3mHHhkzLYHtj/IoCiub/K70RAPnQdhQe4a8B+aC9lMbv2heNsunmqOzc1LOa5AVvx6wLV4zkQFMjlzqFxF/Mpr+dF6kFZmsXxEZ+mch/YTtZZ4tauPdxKd3e/45AP9cg5rb3Xlqnxp45Ehn036IVth5aDiU1s+r+G0L75w+midO05Gu7mMFsVSPPk0JrtxGq+/e+Fm3v/JP/knF/IXvL2tfsELXnD5981uWf7zLDcuRVOhLEklc5MFJaUkaUt+46hxcxHUNw/J1Y+SS3blxKWff4dOQdybjTX6aMGaFARFIDu7LuPafF1DfLrZiK7pro8T5vbgZad+2H6226ewedCiHnQPeC+S542xIlAhSL9CgFpnPqPiMn8SO5uLcz7bZNYOPJXteNnPzlJzyPrxTv2zH9HR0il/2V1b5ILxieXpl79reURgLqKD31h/7YBxsRUXau3JNG49rSNb+UBBf2+SOwfZvSdu5l2BQP05MTerT//0T3/0qZ/6qZebl8LpxuUB8sdpLVxytD67kwwPDB4ylmS8HrYevopQ43hk2ygPYjeaNqu5+vg9wGCD8G2Ywgdk2jxkrk2FeOSt0wsBn27SbCdjPYEMpCOe85AY0zEnhvTFpx9BestfW6HY+T39Ab3Nkbyg7IG2OS2US+Pybj/0iz9b+ubaw/aHj2wFuqh8F9cSXcRO9pE58uWjcYi/fk8K1kxOWyzGZDaG/JebbJe7/KWrPefyXbwbd7Kgv+OQTnpkxOyceWHffe88xAN9KJ4zrl1fvrSn/NpoPhvA385D8/HRvfH+U3BDuDH647T+v2q3SP/VgYfSf+rv3ztLjpukZCuOEi4ZNnET04O8m4E6kG1WDxkqydFuYLz6+VqK3yECrTiiEH/lHEI3Sq0C4CdBFUq2FQYxkdGay2a2sncNp0z9+K0DHmqDcXbAODrzA7vW8gra5LXtBZkKJuqFTr/5iJ6WjdaU7ZCfZLXks5FNfP1ixwvFmG48tH7jJdPc5h+tXFR8GwMKjelDbfz0W0uyp1x8MaGAD3QDOc/TNZDLZ/7q1y4V2zmX31C8zQOZ+rA6+o2zt/P3wPsjfZqQfOQVSWJ89uh/F/ye7/meSzF80YtedGkVQX89x+eTH/MxH3P5f6w9RDbYzYr+iZLEbsleAjL656btXAnf/tLqRbAPRYfxGnUgFH3rM1YMfOTgluuBURjZVSjpyMfara9dgpMXH8S/vMbXkBwi9xDOOWMk/u03rl+h0noB60WsYtn8PmTbD2y2hmzjNc7n6RvhZU8/gtpyEPCzkwwYJ3fNBlwbo42hfW0ObXyLxtlj55QJe3bQniOIT3/l0MJ8+4Dsm1wWo3b7rW35S9msTybEW8QT167pnnh/xDeGxVqg2+S73/3uS+F74QtfePkDtRLv7bjbpNYfrkUenpIk+T1UbUAbQgadDxraG2W8dK9RD9SO92Ccm7R9c71FQYpdY21/B1Hf568KpRcRfhRMbXayq71GyZw8tDhl0IlyvMB7SK98Q/x8W1s3ff3Vbd9Ce1eey3nUfG12mgNtlN41Wyi5fNbPTv1FPs0Vw/bLt36y9RuH5ZWvxuyJAYozyt+uIT6cvuLLP8pPPuOf84hd2Lx5Dnv2kOcBrQwqruXZC/HkI/vQuiLYdQG9xa7zHnh/9E8Tm/wIJM2N6ru/+7sv/1e1t9uKoRuUt6EK5I/+6I9e5D7u4z7uUkgkzEOnxQf9M9lhNyq5ZPcgxEuXfPxrtLbYaE27Pm3rBn0gr2C6FVtnfwtRkfQZ7etf//pH/+gf/aPLT6CSR+nzCXghmSheEG9rq1/sob657Jw6UUgu2d4tIPFeG5cP8u1LYzHtC5H59uKa35OvH+0eZgc1H9iB1UX0QrxF8yff+k6bxYlvPmodJ5Jfird+EX3tiWyX7/w0Dukmj7K9vvSRfWmPkLlyvXmOF+UH6mvrJxNtHMV+9u+J95+Op4keEEVhH5QWqvWZpL/g7W21ItnncwrH3//7f//y20lvw33B4ZUrO1DS0CZNP9qNQs23iW1682uncfaLG/T3oDcW27Vxh7MYvEBYo3k3R3n4c3/uzz36M3/mzzx6y1vecpEXY19WZaOYyqn+zkfG+LB8VEyhtUM6zWvXVsgvmGdz91h8XgT0tcXLf76sb/NvnN1oHzagXzzpaJ0N/bA20k/21I23OWpNm6ta8+dcOtE1mZ3HTydZLYgFdl7berIBtc2tDL3TRm04eWujfJ65i9e+4Wmv9WF5K9N8EMPykol3yt8LP/7/+d94ov+08KpXveqSfJsP15JiHnl4zCuUPrT37bYHC9mc/nXK2iqh1xK5vravZW8fDv02ex/WZOqv3Q6VPhKXIhA/Ml69+uxBNvqp09vf/vYLeYX+5E/+5MuLRXL7EMkXwmfPXAUpmZDfxa5nY0vu7Bcn1OcT8dn6K4w+V1Xc9WvpQXEjsZ52tOSXF0H+i92eofjQ3iGoX961dHZNtcW1IBe/NpnGYm2+uBufZE5bnNr6xQT0Wzv5ciPPIZvbTz7/WmgM5YS/a9Sz0Bjo6m+8G/Mpn9/lQf2TD/HOueLW/u7f/bsv/XvgfSfqBrCQpZK1B0cCbLpvsxVFPDerT/mUT7m89TY25zbpram3o30uyUaHsg0rofnLpzFatAHo3GioX6xRY621nA9G/A4ppJvN5hxC8m5ANv2P/JE/clnfa1/72keve93rLg+CcTblgA961uthMTZHJjLeuKAYFsart9RcsT40/xCf3hZMHykga9hiWvxavOLOb9ReIeOgTxZfTvpsrBy1r1qozdYiu9pra9p2Zc5xJK5rdMqh9MtL5AUGyUt+ivFDITYhP/DQWQc6tadMee2jkFr2kHly6WnZac0hH5Cf1UlvYczGyX+mcbMb5Ctf+conF7OtxUumxJZcm+8QuD3i+e2kzx79JMhch8UGkKHD1nnYSi4C8/Xj063fAxQvOfyo+ZXjmz/2i+Ok1ppNumuXvjXrW6P2kz7pky7/9awXize/+c2Xjxie+9znXm7WDiPIA132801/i0vz/F6j1gKNmwvZj+JlP7+RuIqhh1oxrK24oy2O+qiY2c2OPjntrmljP+M/eSvXGOqzG3adZxtBOvHKh7Z+a21MbtcBzro4ihW/uJJPB3Z8Evl0+NWPn47+5ko/ihd/x8j5hOY7x8aQDtTyqb+xwDWfcI7JAD0U//f8nt9zae+BmxXIV7ziFU8mJBiXGAnbJOkrDP0Exs0R/6M/+qMvRdHN0jx0sNo0ByIb2jZDPzQfrTzKFp4+Hx2AaJGPDp+2B9sY0stnNkHr5ugH9GB9iokf0nt77V8hvelNb7p86+/nT3JSDOQUDuCrInM+kOu7WJZaH9TunrXGoB9v14uKQVwVxHj6FdD6q7Nxm4vKbbSxLrW+5kJz5z5GYC0PrVELyRZHc9sX60mtKxlj/MZi0wIf5hrXAvn0wFyyeCfhp29MFlr3nomzTc4YtPKHsqOPz7Y23fTPOBqj9mL76a2deJCN5u/5FvumN0iwsBZb28MhQaAv+d5O+imMIukG+S//5b+8FANf3vgcUqIUSa0bVT85gJLY5sWDEqtdine2FbI2MBso8MW+eW0H1trMQfayedow30PT4bNea1UoFce3ve1tlzx4kfBNf78dJQd80WUHtWbIH+Iram3xQbt7dQ2tuXjbt/qNxRZfoev22LgcGetXEOknj8yTIwMbb30tkNv4dz7ata2s1hiyE506CNJB5aR+tLxtw9rWT48M3fqNk09u5xFod64YAhvl4zwDAa/namXaN31tdprPj7F+42LRrrwWamH5uz6o/6y4Qb785S9/cmEnJEHBABsQ3JIkRWFQJLzFVjDdJo397MeG98CRBbbaIA8YGOtLdvN81bbx+cdvTB4lF7Vx/JBH+h1mVB/IZ7M+HSCnIDiI2UF4PqvzAqFIkvOTKP8SyS3TH/5QLNMvD/rykm284oTsFw8yR46N1YnwzDUfkWtOH+VDHMmYF1M33uwUN3nQj8yhYqkNYm5N9VFrQu0d/rX8o/Rh17U+o9ZCpvHSymWndil/C/z0izfeIpn4u4+tb+eheMPqlge5apwNYHN1xQTrF8jsGurzXQ5CPhfx6LSOZLRrO/q9v/f3XubvgZsVyK//+q+/LAa0m5jdkMZtSJvqgXKjVAwcTkXS3HOe85wLXxHx4EkgW26T+diHrJ+AmGsDtPGKo7YDswcH6rcmtsUlzh7+HnxzbWw6yVsDuQ4PXUVEi29N1kbWC4QXBUXUF1Xvec97LvN44slPtrTFEshF1iwfFRC8dEG7sZZHMsmdhF9O9Mkb17c2beuLX4za5iIyaxf0G7cn2vaxNeo3Hw+Wny1jrXXAubbkrsXS/MqdeucYheUtP/nNQfNrC1pP60Cn/xPlBHUGQnbqw471tavDh7E58eZfe/qnm92NIbSXyWTntPeSl7zk0t4DNyuQL3vZyy4LO2Hx+JsokFwPS4nzoPjnifoKAp0f+7EfuzxMbpMf+7EfeykWbpj06LOpAJA1VggUl018m9LhWIIdFyPot1HFum0PvT7aw7E8RC5Z61lKFhQXb6t9q++Fwc3az4DE4l8guXH7QsvHDnIBFZhyvGvd4tjaxEN2iX4xbqytPTmoheSiLXj1kXUlq98LxK7ffLaLUcy7L/VPglogB2xkK8Tjs36U3Cm//JVPJ9rx9tOtD413/rQnRrzmo+Tg9FNO9rzrOwf45XB1tPk5ZXZ8LZZ06y+M00VdQsQDzcFpZ+n3/b7fd5G5B25WIL/u677uid77YOEWB7USAm08vqS5IZpDHhpjBZGcb3YVTj8d8WWGzysVyR4uBRGV+IpBFD+ZePXPzSpW0Pfg9tCDdgtDRaDDA/o7TjbdJcWCn3xZF13fZHuhsP53vvOdFzmfzZIzz2ey7GpbTznYNUOydPNfXCdv7WrT5z97+MWuv/LFh/RR/Hyll92g3x415jO/YA5/57KRHqTTnJZPMvyeZG5lo+bOtvntZ6txlM2dj3f21364ZjNbwXrtv/VVkCqOzZ1obm2C/s6tn/pacw+B/0gckF28dLXldQn/y7/8yy8y98BNb5CwybJAKMkgKaHNIodvLEkKIvgXNaA4eqDwfcvtJuXhh24n3ZbyA+x1WM4CuTHVXx5YSxslLsTXPvT6eGTSTy793fh0suEmqCWLyOJp/Vk4RdLHDT6X9E23jyDw3TS9UMgNWbCuclA+w/pHxdiYTySfxuW1NbEX6re+Yq+vtT42Wmc5YLN+NhbZCOv3WizQuPntn/aKD4kD4RUX0EtHG2Ur/WQaL5160H6kd8okt/OhfuuD9LQru+ce1aerPe2Wq9ZdXuhd87f9jTv9cPpfWp+tITu1eOj3//7ffxnfAzcvkCX0bKHk1Ta3CXZ71Nog/X4sTkcx+Gf/7J9dCqTi2TfdfYanCHY4FAo6NkNRaQxaxI/5DkIblRx0WBAfHvoKSbyVB3aQwmD+LBb62gifrfLAnjE/YvezH2v84R/+4cs33OJVJK2XHH08Y7rWWh4DPvviiYpLXqPWRpZ+FDrcUFvcbO6a9fOpbV3Jr52oXPIDxvlsr67FULu26dbmP/vGYqkP+YLkV2/77K7MzkHxNIbmEfmw/B1nM97imkw+rWEJH528bMC2zW2ul0L9dJtPR8tGL9paBPmBcrGt+WSeFTdIb7EtJoISpLXYc+HIfGRckSPrQXUzVBA9vNn07S5yi/JWnD1vRbUKQzdMDwBbbNDLf8CL8Dc+0LLhQW/eg++Bx0fxk0etzXyFMb2KIlpb5UKbTUROkfQtt99Q+gtI9Lw4eJHAd+j6XSUb8qLNHmSr4oXEhvCLU188dMtNdjbGKNuI7dbY2ppnE6wN6Jav/GSz8crGi0I6ga+Qvvb0ry2+eME4nfrAz8rqs3HKbDzxtWLb8erU37XtWiC7q6tNrtycMejbN2ge6NZnI71ozw/U126cxZJe82gvLQiv+MkVf7zGrYnMPQvk+1f5NLELDPoOGWrBtZC8JIB25z1ovpDwVlKiFQoFkIwvK7zl7CdBH//xH3/he9A7+GS7VeWnTQHy669xVOzk49XPpvmKgrZ+RWh5CthJ+PkhV7+C1c3OjdF/Y+EFwdp/4Ad+4NF73/veS2G0fi8K9MWmpc9OsfLDTvnZGIslX+aKpXVGix6C+t0Qehgan9SDclI6PVSnfOcE2stF8WnbL1ROy0frSrY2+YB3knltuBYHxNu5tRP0xbN7HxVPYzLnvkAxROXKfDbqp6ef7FL2srFY3Y0BNR9W99r8iexsjI3viY/630E8HPX/D3zO53zOpZWYCM7Eg7GD31wPRP2KmuTguQH6gsLhUCy7NXnYPcyKht8L2jTFw0NPR+FQVLN9Jl88xdCmw8Yfv5ZtPo2RfrZ6qLXm8DtIyW/fHN/pWXf6pxz75r0ovPWtb72s/RM+4RMu3277eZD1+2JHfsSkYLLlNqllQ/Fjh23rqIiSr2/eC4scd3PtRt5e6JNbXa0i66MAMfi8uM9IvchpyZc/MYCWrfLQ2purH8i2Bi3IERjrs5VufX43r9riT9b50tIxRy5/11AcEdTSzQ/SD/HQ2hdfuS0X9VuHcedEHw+aB3P8WQ+kT371Vj/gAX16EA9aF+DLE2qcDn+wY/Na+unUR2Kpj5+Nb/u2b7u098DN3mL/hb/wF57ovT+hm1j9cwySUCJgDwOQ08fzsx+fwflMzkaDh9eD6CH0r07ctMyl7zCxmZ34tey2SQ6UfnKozTLXw51sm7l6/OCRw9fSy046p53iSS4+e2QrYOJVtKzZ39G0fvLmFUNzChx76ayP1qBgmdfikUEgf6gHEckhitce7ZrWV+2uBdp30GdnbRtH7VuEV/8ayiGfYf3rnzFfG0N8OP2tTC0iFy88NE5nsTxt/k/ZzcU1FEf6Ib0F3mknX+W/MXso29r65JLf/UONIZ210d6AtrE59r7iK77iMncPfGC2boAWXz+04CXQlpw2wxh5EN1iECiO/tiszxs95OS15sn2Xzkokoqo246HY32E3fyITA8K2ocdNc8n0sdLNzvpry55BQlVpLRRczvfbSy7xeBvafqtpILoj+76+5LIHyR2c7MucwolW3hIMfSWvN9S4tXvM8wK57k+xO7mrIOPjMkiMvHPfiT/FV5z7cfKQnNk04XtA/8Qb/NfPxLjjunG33Wc/QiaWzv5Sv5EMZ+2AH99dm6yWdv6ViafYe3n4xwH9jbfEA+Sz35+d52n7fSjtU2GXvZ2fM0eP/fEh6VAnhsGkrQLN79yeCUST2J7MPS1yAPsB9QeaPNuTG2EoqCg+FzSA+4tp2LJtnG2Kk74YthDuIdu56KN3VzxiwWSS2b7/OY7u2uvOQWqebwtmniKmm/3/dNEfhVGhdL/HOlf4PRtdx9NKHyKIDvyJkdIAZZPfcWSnHh2zXw2bq1yuId+H4jyEOggdldOf20AmZXTGsPqNneCH7EuiZuNtdc64PShv7po7S013/qyU3/5+o2h9UDzeNpiPnWX8rvj3St67GVz7axtKBbUMwLZyBfb8aA84JFJzjhfD1EyxXv218Y9cbMC6a1en1VZnM1Cu1ht1MJLNuADno3SpueW6LM2PAVSwSBTEVUce4vWA6+vgCoS+wNzhaM4oKJkbIM6aG0Y2nFIPogtGXNij7LTON+1eOlWDMWfTXJirIiRsw6fQ/bFzfd+7/dePqNU+PwcStEk7yZp/ey6feOxJUdyoh8VG7/50SKohdYC7YOW7j5kKN5JKwvZxwf2y122gv7GAOTK4+pB+unxERWLuS002vZDPzI2n/+NQT/fzRVDyB+CYspn8tpzDq3t+BsjnWyTiQe1vZgl294Bnfw2jvA3Bm2UTjElH0+LinPtxC8eLbonblYgPayob44dAIuz4A5TC28z9sGIXx/M0+8weWvpS4neHnrQ8XvV0+dbseRPsVAo+PKFjWJpE9yayIrH4W8jzBVzG6c9H5DWknx9c/EWySx1KLT1l9YX0k9PLGICL0r+rqTcKHZ+BqQIuin6jNJ/cSFfcpQfPxdy25Q/dsgqjuxq+dIn20PUXsnbxrOxInOhPSGnDWy2/xXVxsnRgR2Xm3zyhb9zjc213o2tPn4yy0f083nS+qG3cjsX6pcH8yfMWftSssVWa19Oag3Jn+3Gw1c51cp7/rUbLxQH0kfFk4/yVr851FzzUbzkrAM/5AvdEzcrkB5OZLEeWsWo22TYjTn7qE2KDx4gfQXRLegX/+JffBm7MXmw6SjM0IHhF3nYyflyR+t3g26hoDC4adkkh4S8DcLHY6fCiNpsbZvc2s7N1DZfP73a+KjDwk8+8hc/Xg/P2nG79pmrf2WkGPpXN34GRFcR9CLhM0ovDP3w3trsF16Fcim/xZy/pfgRHXwxBfGisPsbQTLp7vzaaO3JNT558cth69n+Unw61nCCvdbW+pd3jb9UfOe69sWhdtea7kN0+kG7FjbC5hKZQ42bh3yj+mtzecmVx+LSj5fM2m0Na3N9fyTg/Sf3aUKxQYqSBXaT8/Dqd8trI9qM+iF+cw5NtwwPs7fLvq1W8NyEJDcbdGyGGPT5pysexUCRAP98T5GweRUDBGR7aE5q42vbyPqNr/UbdyC2f5K5aMfNZwuJS168KPkDFz5ztQ++zLJe65I7H0u4Xfp8lqwbJ1vyKAe7Tjqt15y2HEV4xXBS+1nbXu6+0l8b+tb1EDaPUbrN62sbo9NH4/rLi2DH12x/MKzsNYLNiz06c7R0go1iemgdKH428r2284/qa9ducTfOdq0zUUynTGfGGBXDQ8hX8vfEzQpkyZYIxciDJdEKkWQvSlBtm7T9s1UUyXur/Omf/umXwusttCLZA24z3Cb5FQdd0O/Bd5v0FrTfTtoAY0WFH7r8kEVtdmNzqI3eFnUw4sM1HXKwOpC/+HzqR257xQHZxrN2H0G4SeJ5G+1ttgJKV2v9vshx01RQ5YFut0h5ylfFEa/8bWzJ6RdHsTTf/rWX0BzZ00YyzS2yTzYbp51krsmha7zl0xNDNhbJNq9fe9Lqn3YWmxet84euXSgguycvn+tbPxhvu/r1UborjzZn9hfFT3Zlymd98vrJ8tX6rLd1mt948O+Jm/5Tw4qLRAQ8NzlvuUGiSkjJKRkORdTbZEQGSmJfOHjryJe3zWTw2gD84sCzSUBfoXCjcpNii1yfw536bZh+m1y8KOjnJxv6Fe4OSYUmO8muLch3RD+d5mrxFDhj64E+S8TzImV9gOfWiOj2uXHIh7ybK0b5xct/65Fzviuw/PJlvEV1CdhBi/a5tZHVGqfbeOmUa9368WqTbX5bMs3pF0vUGMjsw4u/NrZtvjMfWf+OK4ryoH0qvXRhebC+8dhls3b10oX0QBtd28NkkzdGkD2Ixw/fK4OKYfcebWx/8A/+wcvcPXCz8qwIIg+RhUliNw+3vf7FRwWvpGwiwpnobBm3If5zK58p+qxNoSQD5j2ou6n0+IoPbow/+IM/eHmQxeaGStbNiq82jI6xuTZPv4MDG7t+Y7Lk0tOPjGF140E622+89uOBWJE8+18iFUuxy08vOnKtFXs3TLlwM3fz9BEGG/Kg2FVokb586e9aynN52T7/WnHWtt9RMcn55gPoRNls3fHiR80tre41/vbJwNmGpxqfc6F1aa2zYniSObT98rQEfCHj9JuLd02+GGth+0A3pA/pb846H8tLDhXLxtcYtU45iZZ3T9ysQJYkC3JbdDuzQA+bt9y+ZJG8vlDZhO0GBIm9lnwg77O23mr77wm8TaZTMUP6yENtjixb4vFAioWuv9ytuPv33OI2r2jw43bVRqPiyA9eazjXYW5xymRzcc1W/Xyvntaa0rFW8NbZZ62KmjW86EUvurygWBcbZK3B2G1asVQUyZKzj8bs2cPWWm7bF9SYPbLaxhGf4Exs/D0gPRTGzScDrf0arf98o+bY2bi1za2d9bv8RfPyd03+7C8t6LdetOtH5rV4y49gbZOH9BpDMq1l58A4GajPr7ls5heyh8p1+tBc+vmA1lNrTt8z6fz1YllO7ombFcgOpwX3llpBQh4yn315GI0VphYf0SupkYSWXIhvQ3z26Ibkv01VHP0weh8KfdRbPlSyxdkGK4jkfC6nSLh9uUn1NtwcGTEX5x6E7KD48R56EBEZ/LUFxvF27VA/+8m11uYVNmuxBjmSd7+R9INyeaDbWuwDIkvHPpmXgz66MGafPz42v6hxxTEy3vXsnvdgaBGecTzgF23++NFmU2s+n+br40fpp1vsUTLFixprzccPp0xzrSNKDy0f2oNycFL8M3dhbcGO6zfeOKA5Y/Gf6zWXT0gvZCu6BrFG7G3s+q2t9a3sRwJuViBVfmRxDpyEKYYKpYKJ74FBvUKUDCghm/A2j2x9G9cDgO+H0h5kBVJBS1cM+6AolIqqGL2d7uHNHii0vvhRVPwrFW87feuLD8WtFc/SYh8W0D95xq0pfnZWDtZH8mhtdqjB2t3YK4Zy853f+Z2XH46Xj3LP7vYVU2/J6XthcBPVsiOHdCsoUb6zbZwMFH+5swf7Isk3HWtJtnVps5nMtstfwhNDcawsAq25dCBdtLaKqXH9k9K9JhM279ZfHs4i2PzyIN21GU/bOApnHHDOh3T51V6by9+O0RkvmF80JtO68fKzebwnbl4gW2SH08IVSHMW6yEiU7GBxhKlvzY63Mb6jen29tFvAN1+/Fvs3hIi86vrrTNi30OvJceWuPQVCJ9NkvM5HsJXJBWc1iRWNo35aD3Fjtdh2QOAOkiQbGvN5vbzkZxY9dMN5CtSG4sXqf6yEXnrIQPiIIM6rPpuoV5w2FPM6IL8ymsxwOrvuH5rbv2ovMQ/ZRGZk8yTKw/lSizlq/HG0HwtgnxvuxSPjewBO0shuXwC/dYUv/VpQUsuXv7rgzbbCzLJ1S9XsHHkH522GmenPOm3V1HjM958Zgvln04vjvRWN7vpf6TgZgWypAf9DrEkKSAe1AollNASTUY/ZLONQiVd38OK3CAVSUXNt7PeLppnTzHwsIsFKYDIHN/kyLQ5iJy/tegtqXj7bJKcmxU/1uJ25UsN8eBZKzgI7GvZaw3a1puvDpD5ZJaaR8mszsqhnbcOvhQ3scixuXIBYjCHgtjJyqP1kjXf3tABvsxpIdvteTxIt3EoFycfz1wPUQT5yXc5QK0/ZButHFr7tekE/WvxQXbPPuhnZ9tdw9pdmeRqxRZfH9kPhaab+Oossb95qa8NZwzXkL1wjoGdfCxB6yh2Ld65vo80vG+3boCS0SLbLA8LkgQPqocPdlOQTUPp7RyUaC1dsuY8JOw+73nPu8wpmDbAvJuO+eybN1boFDRwuxWfOb7jG3tL+n3f930XO34z6J/0kVc4vG0l7wfXinNvQzsgPcDRzhWLFq9ctK5aMqtXPyo3+rD5qgW2rNG6yRojWLk9rOSMxW798sK//fNQ6su1XHSjZJ989vWhuPJV7Ow3rmU3G635pNZAbqk1ZS/Z2mLgd+OBdGD7YWXDaaP+6sfT4hcHJGdcwdAiZ7gX2cby7gW7FzC87Gqvrasxyn/70561b5tjYK89qp/fh1CuH8KuGW3MxRd9MFvPBG5WINvYYGElwEJthgfJ2EaXBDrk0ikh20YlrIdDn74HlU23OW8L+31km66A0tFHDoQHW9+34f0cpnlxkncQ2FYkv+d7vufC/yW/5JdcfhbEhrf0vtTw9tU3xuy0HnZ6cOkhyEcHNJnki7N1Nl4+gu2fKM/tSXtBnp3WC1rziPyuARU/neTFU+z1W4+xfvHlEzUGPrY1T49+NnaMsnXarN84Mj6BH/IddlwOVj6sD9i1RDsv9yi5INf44LyhXoS02082gvUX9NdXcVjL5rbiWI7bu2KG9dfZQOLUrt/8rL9Qf2M9ZbXX+PfEzQpkC1oYt1E2wkNmE1p4iYcSlI1N/D4YydHTrj3/MsbYP7PzeaHCmAx7xRJP8SPXF0lidBDJODRsOpxetb1Nf/e7330plG6Mn/VZn3WR9TYcmXdoyHfI6aFuzrtGa2oM+sC3uea1YkXJaxuvXlhe9shnsz7kH9oPOuTIFC/IiZz5iEKfXPtgbH/lsNi0+CdlrzjzgfKrjZI/0ZrNt9bwkM6JldNH5QD0F8mciN/cKaf/0Fr42MKzxTFyjuJXnOgVK2K7PtoCVjzlF7U/2vYsObQxaSHb5YVcbQS7d+kEvvktDnT6ju6NmxXIh1CiSlKFchPYAWmz8ZoL9bUSWstWthU5Nzytb59tukNFDjowbJuj6waoSLp99jbZnFj0xaut2Pkm/B3veMfl9ujH6v5wLZ7PLNkDOm6oWofL36Xs22DxFG9r1Ne2pvhwzqHyBWTj64s96DuI4kBbnECfLZSPxvwms/Fa4x7u7G0c/KJ45E/CN59M/sOOtSu/clB8J+Kfc2v3tAV8QHMfiu0dnwT5uuYP2tPy34tsBTFehTLa50YLG3f2iqX8lfdzH5YXTnvaxhFkO/34pz7kM/nIOHntxnEP3KxAbqJCi702ByVI0ipANhyvZCXTgSHbQxY/GaDvbbOipygY851dsmg3w+eJZOmxbw70zeeLHf6M/eEHRVHR81tMPx3C61+t9La93xaKh6y340gRR9YknnwhEEPrFFtFpzk3Vrc5MaVTn5yWzXh8VLTkGYzJiBeVI5ReMdDDqxWTL3D6AqwH1jz5fIlVf4mu2BVbfTLR6tWSyWZy5hCIZ1H8yPqgfmRMn2zz1p/85mCBt7pLzdeur0Wy+UvGuL1wLrzzcEa0FUbt8sitnfp8iDG7+cCXx/Z1yX6UY7pa43jnOiBe8ogtfvjNJ9QuirOY8h0Z3xM3K5AW2mIbhxYLbVSUHjLXg6q/eubJ4/fKCfHMk9X3xYl5xcmDCA5VPtKVfGPkYfcNOBts7oGh17gHGk9x8E8dFT/fdPtNppujf75Hz63R7RHP234FlA5YgyLq7b3D3pr4FkMHhj++5IVsn5mSB7IdSrJskE0nkClubXrGIAd857+5YjHmA/XFjDljX+B4282GB1Zs5jZ/+chmMWS79WqXh8ihwEY261+j5vkN7DQnV+aW8Jbiywto6Z+6zWd7c7k8MMYvB9Cclr2eA62cIn1zG9vGoZ++Ptvr/4zFuLyLpbi0ycFDfGguSia5YgM+nFE++SdTDs526Z642f9q+IVf+IWX1sKX4klSG2xcX4tsqEOAt8kxPl8ldz60KeQUHJ8LKlT6/kminwIpgMWlqDkY5OkppKXCg20OxRMDtJZistl0fUnjW26Fwh+p1fpMVJFkT4FUHPPpNslWN4EODnJI+AgKo0LrnwD6Nt1a2HRbtUa/0WTbmuREAUP88EfWC4B+D5p1aX20oKDxZ2zeiwke6raCyh3d9oFtfvnDt5byKy/lEA+MA377uP0eErztX5NpbmVQ9hfG9OLLT3kWn34yIdnst/7WE+IvVib7m+daeZa3boTxk2d314rEiOTTmYm/clrQFl+Uvj4fckHmjG1lkwd9Z9b+64sB1k5nO/sotK7s79lvDcXv75veCzcrkF/wBV9waS0cJAnVL0G78fEQmTYGShzgA95p9wzfmLzN8++sfVb4GZ/xGZcvVvbAdKjyUcG0oXj6bKQjXv6Ke9eZrGLzyZ/8yZcbnn+66C24wuZzSgXR/xXjFulQKXr8s+MBgXKBzx678qEw+hmTm7Hi6Ft0cZK1DrJucYqlW7PPX3trr0gp1j4n5ZcOm9YlT2Ku+ImlBxWRq0gWY2j97LPbrVLMfMgBPYWbDH/moD3D0+/BAGN8hK9tn5PXkl9Z/cbZOZFMctZnHey3/uZWbvtQPPUbI32o3xjy1R4geyC3yD7UxydXnrMfWb/8IHmNX87KT7L1ixUPBb7MFVexQbJnLuy3s2eOX3x6YkbOkLWwHUE5yB5dNtgrx/nQvutd77rw7oGb/bmzl7/85U/03peAbaGklDyEt/3kk5OcIFltFH66qxe/ORvs80UPaK9mZCo8YA7osM23frbya4zYBbyFOYeFPYdCUWPLzVHxUjB8Tikmsg5DcWYr+8XSA8BeP0pXiBQ8P2ciYx0KEdvmvQVXSN1mFWW+FUyxsb+51e+hxEPsJYP00eaiuOSRXWvBR3jmyGefHXxy+TWvvwT4Ac+Yvra5bZfirXzjazZaq742mebrh3io2OLXsgHXYj/lznaLS/2wutEiO1A+l4I9jOLT234x5N++Zode6DysPXkEuvo7Lr585NN5oV+br+grv/IrL3L3wPt34IaQgJIBjZe/82GTDSVYkkpgD2IPqD5ku00l7/bmxuUW0+eLHmh6+uxuHHSzr6+YtZHJ040qiOQ7CAqy300qjN5iP//5z7/wvuu7vutS2BQ6t1kPgDXsoWDHTZacuHoFV8DM8cWnPpBza+SrL5rA7dSN88UvfvGjz//8z3/0ghe84BJf89bUKzs//IO+OFpvfDGWN225V/C0gb5ijci4tWrFjawZsV/e8wXiQs01XupMoHMcj/7SQzwExiCWRePmQ/q1kL1ktaceLF/b+u0pMj4JtOmmD9fGZyx086Fd2yh+c/XjB3MhWcgOpBu1rsbZxzv1IN7K3xM3u0G+8pWvfHJzoI3r4HowOsC10GbWb1Nh7W1SoYfUOF9kN6nkPazGPq9zg1yb5itUbOHXxzcmg4Cd4mgcL2JfkXNz07rVuc0Ze8vrBqhAulkpNnT402ZPDIqjAk/O7dCNVMFl3zoUQWtT6IzdFlsfXa08++LIX+bprxV1YyTvVlsR5pdOZO3tHZSH1g6tnTzQqQ9kzVu3Yqpoy4fCbo1yDPpsGYutXGRvY4qnJYvaK7GufzhtRPR6ATSG2nJx6sKOUTIP+UHprUyx4tWPj6wpXvooG2KM5AuZSxbKYzL1m0PQfD7irZ94Qb/zYP/Wljh2radd8qhxdvSLM3vw0pe+9IneM4+bFchXvepVlyScydHvAF+bO3mLku0wJydxFUagU0IjB98hswl98+vzPwXLlynpoTYG6OoXR3y2INn4C7rNZ9uXJ94K+1mP/2yMHZ+LKhaKnwKFZz1ipW9svQqYgqigsGXtihsdaFyhNLZuvthgS97Z1YrPbRPYpyMvZM0BG3zhWYcxas2oHLGPjOPRbQ6M9eVd322eT7758AJh3jq0dPMHZIppW3xr8IJgbSjZbJAFfdSZQOSNt81G87XLj7KZj+Kq3ziZ5uims3PZ3DG/yUL5rV/ON/9RMit/zpVvukB2CYoJrY302ED5B7Kbo9bcGFb2tLP2oq/6qq+6yN8DNyuQ3/AN3/BkQiUlstEdzk0SkD0JSuAmyVw2dv5MqgeHHJDtlUoR8k0usEXHA7oxZRfYQ+bYWx8n8DYWOoogPaQwuTX5KZAfl7tRudEqggqc/BQn+W6G7IhbIVBQ2XabpKNQmrcGvs0BPTre0pKlS05hEgN56+eDHXL4xQr1kTVBPsqLvphRL1jlIPCLyLYevrQKufjEYl/4kge28pPNjaeiFeWDHbR+V89ccqtvLtlTL3ltdtcPpJMcWlsnQTYQ2forA9Ye6pfjbeVr5xcn/5TnF4zraxuLR//0qY2MUbrnmmrrQzbEgpyjtYmS++qv/upL/x64WYH8i3/xLz6ZBFSStPVLUEm6xluURA+N1phcBXdltI099JLeA6coeCDxFCZ9xQmfbjG3KcWSP7Q+4i2Za7PZVRCypxC4TXqLy6+/NWle4SSjWIm1OMTswHiAzft80U+VXvjCF17s84VPtgedPTb0i9s6u6n65ltxdluTHz702VDMtXS0u2cosJvvWvFok12dZPhTqK1TH/moga7C7WZJFn+xaxSPfuvUj+hC42JIb+NqbebExFZ5i9hIL9TX5i972vxue1I6UTxgMz6U23KozW9ojlzjU77x0s7BxpR/EJ9xssUTsbU8yAbdct361zZ5utHG1zi7f/SP/tEntJ553KxAvvrVr34yMbVRiYISuHQmL5Qk8yUOSjqU4OyAll4PvkNv3gPat9oKx87D+oPs5Dd+vpB+sZPV98A11lfsFCMt/+D3jAqYt+BuVQonEoP4FDDxipOezxLxyCoS7GnFLh90jcsFPYWZf3YUSR8v+BxQse6tPt3W17rKV+PWmUw50YbtL8jxx4YYsmktPpcVg7X4KKFcZYtce21Ov7Z1r0wxF2s8ssnRlyckL0gfH5HNdpRu/SVYv3hasstH4eQja9Zm0zlAQb/55DuvUcim3JOpTe7USx4F/daQ/LbX+umXG5SN9iCkZ787S2cb/tgf+2NP9J553PQGCR20TQa04NrmtRKIzKGSF7VJIHm74dDGgA3Bd4vzEGa3t5bezvl21ZgdG6S4aD0s+OTJZnc3urjPeVg9tosFxOvGwpdbrJ/euD0pfHwqnA6ROBRINn0xo9D5LFJxcwNl0wMNFRM28Y3p4dkDfGPyeOyyqf8t3/ItT77lptuebZGg17qX8hHai/YI6GVHXNahEJKTG3b48vmkFwm6iqS3/eban2JiT79YG0fAdvFC8mLInzV1c9Q3ly0yyWuztbQ+zeenNr2Vi9ZG+dNu/2zrb46vnf/sQ3LoHEd4S+lma2MMxumLIVob0a4XpZ+N9LK3drXm0vnjf/yPX/r3wPt29gZo8SA5HUrYxcK1xEnKYmX1kwVJVPw8ePTM8QluJB6ueN26yIrJDcq3ut7eGntY/KCbD7J4qA122D1MxsVhvocnuSXxBeMeGjEgD6ZC7S8D+YmOb7U/+7M/+2LLmL5CoaAgMfqpEr/WS44NBd0tFKzbXIXFWnobi8+vPLi1scd+tzdU4WjtdOi2ptbe+tqf5LQQX4vwET0xkQVjfHnhX6H0r5/E57NaP4/ykyhy7TPZM/dLzUV45GBlKo7J6eNFjckm/xBVbKNi2FjyvePiKj/lqzOC5Gr78tf5xqMH2eWT7ZAP0N9x/qKNAYXlZaP4l79rAvy12Tqto/PS/EP86J64WYHsMFmczbOwDs+ZWGi8iShBm5T68bOl3+FZnebwkMOkdbj6kkZB6q3rfv4lXtgD16ErXtA2r22+fm0UillOerupOPv33GJT8NgkIxeKRmvRV9TcCs2J1287/R86ikp5tl4Fx20MNi52yCqqv/SX/tIL37yHTvGUI/7EULE0zk4ExSUW/fjQHGqP+CCbDXMgLmMtn273/qmm9fp5lL/O1Jc52UTG4hdjhUmLd/JRLwDaLYjX5ndsT+Rc24tVcxE72cxee9/aTiJT/suXVo5Qeatvbxqj8kd/fbT+xotkl8LmFvEhnt3b9Zn99Zn8UraKeXmNYeXP/j1xs7fYb3zjGy8PsERZvM2Ekgmb0DZIAmpLhsRsG5IpcZvM4KAaeyAdKuCTjw6asbe3vk0Gf9vRW1z20i++kI8Of4cCkssP2nXqI7odln2IFC0FSswKg1YsxcMO/3S8Hf2RH/mRSxHxf+cgP2FSGK1J4e2f/XmgPdyIrqLqrX1f3vifDvHYF5NYeuCLrXXrk9OW982PfrzmAx8KtiJjnq/mT5vWq29v5MJHC/5fIHrWZQ6sh+7mMWSbDmqe7OrVRsngn7RyyT5E+awNxbN0xhrwo+XD6tSvhc2/ducak/E8NFdeT+Q7m0vpFAdKvhZvcS22nonTR/iar/maJ3rPPG5WIP/SX/pLl0U54B5SB6Pb2x6c4NDtuISU7Nqo5G0SF/iS7AFnu4Svjw43iIecG4sHkJ4i2Wdgp9+1ky7eUqhPDpovD+zJjRiNu4G4RSIxiNMBrtgpom6L/hsIb0X1xavg+ffmiqa3596KK4j2QIGMgD/22FJM6bHXWorDuPwWb7GT23EygJ+evNXyW/E2ti5tNuiUC8SH/VBYrcmLh2/+vfXWVzjbS7LtabEh/Xgh+9aXn8ZgHK9xOs0B+60v3mLtr96Oo2JF6axs/tuj5oDuorWLbWOsHx/J9/JDtiFZ8+RR8sgc+eRWB8xtzKdsNrK7MWmT/9qv/dqL/D1wswL5dV/3dZeHD/bmYnMrBh7A3ehNyvKMo2uJC+nsnBa/Q8q3B1LfXIfNTVI8eN7iehvnhqNg7s3TPKKDgP2l0Lw44idjDUDmnPOA882Pt838GpNVDBQ9hdPnpubxFA+tYmeN+r78cfNSPH1zrMjYgz6nVFz4Egu/bpCo9WrxK5TaxvWtTXyoMYLWjYBMt/ZiaD+AXHbAetkwX4zmrd8f+cD378wrtGH96XdeGqNiw0N81T8JspnOovWu7XhAvrlFsvWDfjqn7rW5bGjlIV5ntblrlIx+Z5L+6hmHdEJ2omxtH7KhPe2trNa+1l8byf6JP/EnLuN74GYF8hu/8RsvG+jB9TB7EDyMDrMbkQfMnGSQQ2GTueig70aiikzJROm6bfEdTxtWhw2x+DxS0dF3k/QWVpGxBg92N7A2T9zZtiYQH35vD/Nx+ie/Y/3WyIf8eJFJzzqsR4FQ3IzFxD6+vhzHQwqlNbh5vec977mszeesfXvNlv3Qf8Mb3nCRaX/Yh/ZGjvC3WJ4E7U/YebFZF3+KuRa/FvizDjz7wJ61lFe+5UXs1qfwe8tOp1jJhx64bPLTmSGvbw7pt876yUH9xlo2QVu/tWi3/xDOOeNibZxfMWlbbzL5R+0/mEdyX3zm9Muv/umr/jmujXfNZ31y2UblFA/wkkVi2ZiiZOFZUSBf85rXXNoWZXMcaAfbbUgh0noIPTASAg4mdKih5D2UsNr40MFBdPnhg0/FZw+FDePX7cqDht+fB+t2Rl+fLfIKUjrkFQ1tMWTbIQZ6xYOKr9Z8cuyyxy/C41vuxME3wuenteQjO/pi1afXlzhi8hbXrdItlA/rVrD8Pzv8y1NgvxyhfTBbpzFq/aF4Qg+pAs2O2FpHtrKLz7c2NJ8Me/IiPjErluV8kU598kjM5FufvtyvPJmQTjEn0x6EjRnWHrnVPefAOL/FpI3EEZI77SNxRPmMv0hXe/bZv8ZH6ys03vmQjeVvfKhcNh/SvWeBvNnfg/zSL/3SSyu5iFlJsEgJcBh9huStlge0z5IcdnAIki2Bm8TsQm18oIvwekUy5tdhI7d8Y4eOXzyFw2dy4qHjSwwPNZ1+p9df4sHzYGrpgwKmKEGxA9vAJ3/lBV/fA+9BFyM/XlSgQilObWslzycdNo3FREY+A3n+8Puvaft809+nfNGLXnT5lvjP/tk/++jbvu3bPuDbfLf+PnKwTvngu9i19a2j22xrSkarCIO9r7jhs1dOQJ8OG/Kqr20uWbFo5Ut8XrDEaF7+i0MrrmIK2ZFDNvSLBZKlJ058vF1f9ovTOEo/PhugD/grg/IjjiCu5PCLEU9bvNmHnUs3FJ+YEb0l0K7tWtAXwzWd1tAY0i12OG2AttjYiRY+OroXblYgv+RLvuTSSgJqMzrMeA6wm4tvJh1sRVJRcJCFUeJKWkk0x062S7j55etDurUeKv6ALXygY2zOgfdFh88gPcTGn/mZn3l52+0zSrdLetaiePalgzW26d04sw3Gpbi42SkGfvg35xarQJkTQ/EZmy9Ofb/lVHQUPDGSEbsiz4acGtMvF3SBjuL4ZV/2ZRc/r33tay/7IH+KjX+WCIqbFzQ38GJpPWLIpn3Fj/CKOTt8muvzw/acTHLGqAc4Gwi/Pe5FT6xi0ydDp74ceLFhg645BOazo0XJhHMsJrz4rXFj1aKVe6i/EI+1tT5YHTBXHlD9sPuTfTwgiyfWzUexQ3rZLJ6F2FYuO7XQeHWzFY9MY/1ylx0EyTwrCuRv+k2/6dK2ULAxbaTWYhsrlIqMW4BCqTh4aIAcmZKn7xV/bQB+Y5sXn84+pFE3NTrmED1j9hU4Bca3wx4wD5CblULkNumW6ec14OFU6LuJeFArrOwh8dcWKxg7nKCteDsIcsBGh1fxoSsWxUWf31/2y37Z5d9Wm1fQ5JN9f9aMHfHR9xa7L3fEZ43dEv31c38J3ti6fG7Jv788ZE10td1WYXNWnosRlVf8eGzK3+ajvbYveFqy5UaL8PkzB8VjfXJP13zFTi7xrcmNWSzsIX0ofm1no9ibN6YDZI2LQVzWV6ytuZiTO3nXiG+x84Fak7nVjxfqpwfkIF1oDm91zIsdj17rQddsa3ePktsxNF4b2y7wyLXO1UXmkdpwL9ysQH7RF33RpWVOIkuIDbdoSXAQjNs8h9mDCh6yCoOHp4SDfg9BSc2+Nn/nBjYfPFz893ApGKDPvpZvxcTPZ3xmJ1YPZG+5xexnNm6U+PSswVvYUsmOB9Qcn2wWsxZZpxi17Gj5lAM+OzTJiNlbZW993R69RRaTw6OI86VIis/NSa76lygKhduxuH3mqIgCHf/U0b/iEec73/nOy89++n9vrLGbbEXSWshaQ3Gi1tSDhlfhtC9eDM0r0OwsmRfL2tGykz60d16M9KP2lS3Q0kNgL/hll02+yCeT/WDcukK2tO2L+fr46RjD2fJ/QiyIzzMn2exMwK4tu2B8rc1effzG9Iu53NRfXLOFh8jTQ8k1h5c8tEZIJrlrNpK/5w3yZl/SfP3Xf/0HLDoqSRYLbXQPhAeuwuih9mAqON6WOdQeBnzz5Nh0uK8dKjCfv51nI6SL9EEs5DxsZI3Nid9b1X5zKA7x9ZbRnIJEV6x06JsrzmxFGxuQY9d6OyR0ECh6fgf4xV/8xZd/glfB9eArPPy5hWvFwIaC5m20Yqf1X9O6ceL7t91I8VMEyyt9JA7FlqyCKdb4bOtrxUcv6FuHdZkjI59i0obWrn0q0A/Jbx6LF22BTM8YmROD2ModHS1ZMvoKeuPNvzl0rjd/kN7C+CSwjs3B2RdvZ8cYNhchXrmOijdkm71i2PbkgX5xZWtlodia5zudRTFBc8Ybb7jm60/9qT91ae+BmxXI/T9poMWdySqpbRaSFIfXA2+zFQQPsEPswZdEcj0MbKAO0FI2l/AdOC3UngeRHw+JWDzQiqA5fTc3cbqxKYjkvEX19lYxd+tUQPJFh+9id/Mxh4qpeT6sW8HiA+GLA5+s26C3+l5N2XaLlCdzFUqULTEocOyY7wWHjH9miMj47NGcIkmePS8EWj7kP3SbRBunFmpBDIqRNbDDL1vyxi9kB8jD2m4un4gusk6kLx9aMdeWP1SMiqQ16vczLrJAxlgc5rXpIX0U8Grjs7WxxoN4xh8Ktb7G1hXYKR5UzPrFC/Qgv9svh/p46SzSMUdmcY6TSQeMyw2snY01fvriSk77J//kn7z074EPW4EMFg8tuEMdlRQtcqC7lXmovAUsYQ4wnIWypK6dHdcH43T40nrAtB7ebhHG4uOHvnU4iPrmxUjfTYsMPQ+dIkKGTUTHPFvBvDjYZMuYHN0ezD1AeEiBU8z6yZTiTNePqNlXhPniN9utozG9ZNyEu7GzYw2KmD5ZBVi/L9LWDhRfvGIHtqyHH3vIh893xc+muJLPBl55QSGb5iOxILa0ePooXXrsib34FcnyxL89XH/a8r2xGSdzojPFd+OTirsYo+VrW1drw0s/2yC2YirOnau/vtfGNd4SvlYMcK49f6gxrD1YvfpaMUJytfT5zLbxs+J3kC972cueTECLBQss2eemL4ENr7B4UBVEOg40npbsbkb20PLIxV8d/eJoo3ogmtOeD47bZDcy8IAp4ooTGTc8BUXcHkYFQbzJArni4Q+05s3R5ZePDjl5MsZiUJDFrk9eEfJC4ttm8SkA5N1oFVJz7Mul4qRw8aVl3xc+CpjPM9lVhN04yZNhlx/Fv7jLUbnRFx8dPDIVSCQW+tYGyZAvn3jt5drW1jfX3pEB/eWlixrTA7FYizn7Q4//4sVvrM1v/HjZXfv53ziaO9tk6tfWTxYFfpNrDBtTeqBNxjrL0Rk/nZDtkEx29IN+8itzxn7q7JjsKb97WazPin9q6AbZIq8ly8I9qNoSszJac224B13fTU3BUWw87P0+j44HLNvZdLizW7HJdn6AD2S+B9WcGMkVh80q7m5cijW+lo4CwJeY/Tk1xcsXPOT12WGTDl8VimJlG9868chD8aXfOuh720pH4VGck1ekFQIyCiQdNozZVwAVWbnki1059ZGGzyut1V8YMqffPrhFQjr1zaHiLnd8xVeU7Jl8iRnMtc7WhtJv3hjJHSJz9uVEC+kt0RcH34q/HMgbWbrlSN7InPp0oVjIB/2TyFybA/b0xZut4s9+tDFAvPLTuPhOpHcN+Tj7J9ZfwHtI33r0yZxyYcf66aDdy+J/VhTIV73qVZeFlhj9XbhFo/iNm8OD3WxzHlJwcL3KG3vA3XgUAxvnZsRnBQsUBLa6eUJzbTjiY/kgntYRDxqbF4fiJw5FRJFhp6LlJzJiIEO2PEDr9rBmj2wUzFVQ2FZ02PNtNpRnOg6WOPS9qLDpW/duRsb5FY++OcQPPXlFPoN0O+Zb0eDXmvInr3S0xdw62CeP8BUjeyBm60XiZAvYo6ctv/R2PiJnnRFf+PpaoB/0o2IG6xKHtfFDv/nOWfkhxw/Kvxbw1nfxgDYivzqNI/txzYbYyom2fBdr62k+ihefTVSf/XiN000OL30tn/qQXKifLUg2GMdr3ekVT7nVX5v3/Gs+71vNDWBxyGbvhmtLQCgB8esD3Q5dhEfGJnlw3WYcXMXCTcpncR66DjMdm8GO1qEC/fxFC/MdQnNtVkUK9MmwrUB7C8q/myWen9P4E2QKg98f+lJHgTbXg4dA4bC24hL3xhQP0enBdhvj27xY5MMtTVHy0PdCYY4MXX3++XLgK2KtJ9vW4QscxdULD5liIJN81INYP/ts0QW6Cixd8eDvnkTpo/JQP4qX//rsrX/QoubigZj05c2ZoufG3X9Ni2cNcpkdEANd+9b5MEd/fSd3Ep0dOxfxWiPKRsh+tFj5h/QhH6u/OsW0McbXhuRD42h1UTKnzWvjh3JxL9ysQFoYsuEOTwdo6dqiS4ZNS391jEscOOyKj8LjQ38H0sOMFEzzFSJFE3pQocOxMeD1EHRr6AFu44w94D0A7OPj6XtIFULzihT7/Pp5UDLi6TZbTOTogjiMW2s54YdduSDrB91ueYpktz5yirNC5O0zX26SYqHbfpRPPG0F2pqRsbfbfXZJRsyKstxYC9BH4tk+kqv4PmYQS59/QnmMyGvFQQ/04dynaOXpI/bxN4biqKWTTWP7IDaFkr4z1D+JtXbQ5rdxlI/m2WwP5brzTFZ79snuuHn8bK7tk4eAfNTYHFvZCytTn1+xnnJRdlCIf01m1/IQP5/XZNfmPXGzt9j+21c4E6DtoGxCzZUEBCUjHhlwMMB8D7p5B1NB8GqP5wagaOD3MJKj57B0eOPXbw48vBWvYteyh9+YPD/84tETG3jgPKDs0uGHvGKVTdiHyzwf9MAYf+ME+l4gFDOffbrxmS8uPA+5PHibz0Y3XS20luKP57ZETpxILOTY5cO6tMZ0y1mxZkt85hXWCm15INeaAz7goezxwyYyJheZK670QT/9YkT1tda1PGPrlTvEhrMkH9Yit9aAX543B3xBMRaXcXOgn24ytVAbyBfnUnazrT11jSM+5PD0nY65xtkkc/oB8UDy5ECbj+w0X5tMhL/jZE96Vvyvhr6kkTwLslAHqQV2qJqLf9JuhDHgORSQ7soFMoqG24qH3OH2UFYoxUb/BFuog46KZw+Dh91DsoeUPaRvjXy6MfHPN2JDAff7RT+67l/LdJs0nx9ttrX8FjMe0FXofKHiyxTz3dB83OCzUH77lpYPPDLs0aXjwVcYkDFZ/q1BH8mdeOXVAeZjYy0mdvXJaHshULzlzLi10NMap1uf7tokFy1Py5cYm89O+u1Ta8Q35j8qx6i4yCmS1ixX1sBXsnxmPzv4UPuh4NRhr9hroTi3NX+NsqUf8DY/9Tdv1qc99fjbdYbkyNSuPVSci2ROSh+yubjn/4v9f1aM/0tIRtSC9xDrlwQokVFIv35jJOkOuyJh4wK+A+02qQj56Y15P1/x+SC/6eKz1UHfjWyuA2OuIssnHW81wTjZEM8XEv4fa/4VKG91fU6oUIrtXe961+U/7PIZJdvlpTjYiM6c8cGOWPkQkxh8xMAef9bsW3SxK4T+aaHiJnb6/OhrrVFRROzT0SqoCoR5MZLlR5sNcubFYk4s5rRujvTpynt5ooOAXvmPGicXn3652Hwll83VB7L1a80Dm5GYI2sXs0Lprbd19CIDxQ1sbj8fxfEQzEVkozMn+mxax66l+easobmw63sq/e1HQF4+vMiVo3gouVNHP518pxM11zzaPrBT/164mfceMvCQ2FiLk4xzkS1c2+ZEsIcknDIOsIdZi+KzqVD6J3QKCT8ONwJyYiInXhsp3goD4r8iIA59D0pvMd0QPSz4+aYD6StYCpg//OC2R16xME/ezcxfCVIw8TtQu45ktcCX9SBFz1tpNxxfCvEprgqStQMZto3Fr4h6EQE3TnHxoQj4Rp68NePrK7TdqDrAm+/2qX3W54++4iyvnYvVEa8xMs6OtbJzrr91xwdxFEt2QB+SLe70ILtI7F4wxKmvbWyPrV8rHwq/PJOzBnY7R2yKh6y51hjyR6fxtbi16QM5sI70k003fjJaMYoLH2UHTvkdJ0sf4SUXLxkt7DrxUL6LA6WP6K88Wv9Qey/c7C22/7TL27oOrUUGi+wBKJF4jZeSWzw0TmdJgQCHqy8pbIYC6WZFpi9OOth8VmzN0934gA3z5thSUNhOlg0tYhOfjt8oKkQ2fgsk+XLl1ueLFnxxQb6j7Ddn3Ft0t1MPrQJnHfzYCy8SWv8zoIIlZmtWnFsHeYUM2EN4Yvei4G9Fsk/PntLjvwO9MQV8MSiq+tbe/MpBOauffA9K1AN1+l79BblIjmpR89f8afnah5mcdYM8JJvNxmA/wRzkAxVnPO3Gd1LxNq9Nf+Wg1px4ak/ejuMtvzZ/2QXj5E861whn/6Rsn7q7ZnTPt9g3K5D+I3qvuj30JdiiLT7glwgoCWRDyUtOf1tI7yQFhi0HHBxshcwNyoOvKChaZHpbTkcBoSP2NifoFxN7yNjDQhYZow4dHrvs4fGr+LAhDjY8fHJDRr/bXmtgB8gaB2N22KNvrj9MoW/OGvlpPQoou90wzVm/FuiIk02FkQ+2/YUfBVJxRc31gJExzu7y2NTX5iPoW5/5dKK1rYVakCvjcp4dyC5YtzjKyfIh+9nTyr99jUcmPj3rl0dn3X6xyfbaRHj1wxlnbfEt4UW7htVZsF28+vmqPeeWNqZ4sPLnHDRGZKNTLt/b7jw019q00bOiQPqSxlu4NhOVsGCxJzYRm7Tlb8JK/s6f5EHltyLpQOM73G5L+h52B9zDoFB08Nnu4QYt/3jFp+AqCIqJh2fj5tccPfN02XUA+ENudcbkQJ99thDd/JXLYqrFM2+tWp97ehHwEyA3Z+vyTWxf1nigyXnLTFfB5tfaxSkuMgopOXliw38p6ybqraUbKtv0rZM+WTFZIz4debe2ZICcuLX4SF9sZJKNn0z6+aqfHGy/FsQD+a0f2Cnnxa2vzWa+spV8OZCz5O2FXOjjbcxaOuazpS0e7fZ3nyM2spPddIz5Rfp8g3Fr0J7y1hKSyfY1H7Xbp4fq14Zrc1rQ8rl+d93wrCiQr3zlKy8PSW/jHBaw8CABJQEcApCQNiEkizoQJT1Z/HTjadPJvsOKJxYPvodcS0ah8PB7oBWLDmaof9rUt0YPSDe5+GTBvDHwLS9uqoqQPNHrQQL++cMDvqJdX5BvxZpNpJj5bSj/5PxW1Pr8rs/naGR8NsoeXa24xWLOw2I94vExhHmfV/q2vMLuxo0P5OnLHV7r49/NtJwXM1l9bbpkGkM6oG0cD8gjMJ8NlC88MEbG9ZNJB+Vj48q/MX6FMJ5122P72LnPbrbypZWjHaPOy8m/RuwioIcX4uebzSi9ZPBabzLxycRD+VhfIZnVyU/yy4viI3JasaQnT5urZ0WBfPWrX31pO0Q2ULtJQJsg/C0i5pbSgfoRXZRuY8jHykg4Xx0MBUKR9Hmcg+7H0YoJGbJ0eiucTig+ts17OPrgvvWYo4OnLWbzCBQThcec4ljRVojw9Mm25uzC2hOL9fAjDuvwmWY5VPT0FUljMn3sgO/B1lag2VEI2cZ7+9vffrlhVyTkC8jyS0auzCkWwE/5ADb50CJzxogsNL88bWP+VkabnDlkvLpB7jZ/xcFOtKDbvFiN8wnpsGftcmL98i4H5NcfZBPpo8XKppvcEn7zYsCrjRftGs13HlvHiY2BfOAPdl6/cb6KIR4C/GjjQZAOPxXHZL/qq77qMncPfOCpeBpwKJDDYnG9VWts0Q6Rh8lDBSUqkpw2HtUPy2+uBEPzp1wJB/2KChKfW9cP/dAPXYqAG1ZvTW042W5b2Vx75rxt9fFCBYIMKDyKk0NZTKHDobgqaL3FxSNHh709yOJtXFzyqcj7Vtu34v5quBuyOXsgVusz5ktsbPj228PcHimY+q25GHyWKQ7yvuTyNhuR48fb74qn9ZZzYIPN4l4q/9d4iB4C7eYvu6F+MpE46q/N9ROfTDagNawMpK8tbpAzLzheWMB+dqPcnGQHii2f5qJ4Ib1sGYuDXDqhcXHuOBQPbAz1UX5g7YTlrS/99nNl0EN6/DmrxYXv3KF74mYFsgX3UHvY/Q6wH9r2ygUS4YHdTdLfjdmCVLsykE8EkmrOYUXplHgtJKNgu8UhBc7nd/71iaIjfm+9xa14oGyePthRJHr7qRB1C7RO8tZuLEYoJ2yAzxD9xW8+8chuvvILrbf18O+LFPN8K3ji6dtnBVwBJYcUVMXNOumI0e1VX0x8iZMdudn/ZA3Pi4j1kS8GxVbsXiDE3eFmr73vbBjriy2il3wy9VG509eWg4ewMuw01kbNayOw/vohHUi2PWmt5p0TuXUWrMuLSS+22Sxv8q5tzB4qpwsyUf6X4ouBjUV8lI0T8bK1NvA279rdk6WTZ7w6tac9bTEkY9/k8J64WYFs0RYkuQ6KBbodKTZLyTgIEhNKkPZMWqCHl57+OV40ppfPDqX4PPBInw0H22d3FRFyioQHAIzZWZjH9xZWoTG2TmvIv9ywj/Jlnl1z5PTd+hQbNsjhk80nnQ4Qebn0AGr974b+yrl58tbid4/s+Ja7Im5vxOkBZQMpyoonVKzI0dH+3b/7dx+97W1ve/KLuPyKkzzCa13iA7yVqZ/fk8QaxWvN+uyaq0X5i3aeDpR3SB4PyjG+tj3bFj+Z9RfPOu25tYFcyrEWz4uKeTrkgd3O43k281cM+mQaA15xFHu8xtsCfXaWsnnyshfYKLf6a3vp5D0UT7Z3jSfdGzcrkBKHLKqD3MNo3LwHBEmQscPjcOnTgVoy6Nw0MA54bXw6bESQfJuRfPY6mHT1K5xksmOOfBRfcaFrLWT2wfBWS5vf0HqtXatYdXPsYdM2X06BTLGAGM0rhr3F1oq/hw+5Ubo1FjvYn3hiFkP7xbd5/0yyn/qIi13y1qaY908c+QD7SxfYsv72GbHd+k9qXdooefzVBbyI7GlvKZnVWV6or23fkkXkQWt9jckalye5dxbk0P7iewE0V46s5QQ7e16KBx6aO1soLqDTnH3KRvZQ/HNMj63IOGoMTzUftRerxwecssVxT9zsS5pv+qZvumy4xXsYHAKLdEj2QEt61OJ7iOhvkktQcnhgXBJ3E7V0w6mn3Y0Rm77Y2KkgxiPLhqKRH2sRr3lyyBzZ1s8uKCAeCjIekOIkG2WXTfrmjZvnW1z6vbBU+PgiW8weRnOtB7kBeouNyHjLx0+3RXZ60cK3D/TpIb+D9PmsdfsYoI8Oio0evgLZXhe7NaH2P9oc6C8l27zxUnNizTZqT1ByyUI5gnLWnDEiT8bcotiKKV72048ficm8PNl/6NkwVxxAHuSQPNDN1jUf1/rFGL8+XNOHbC+fXogv1mzA+tp+ZFyOdk5/7WxcG0s6f+gP/aHL/D1ws//2tT9q2SLBAm14iXVIPMAeTrcWB4GMA92rKjl8OhFe+uaQsbkKRb4qMumVaDDuADa/8WnJ1kYLBxsBHb5RDyrik4z1JMtPhY19VJx4i533wb8bHBk5kgM3cy1frWHj8BDyrWj5HFhrzv+l7bZHXqFD7HTjlTtvxX2W6Abq5z3f+q3fevnoANhkX7EVAzvW1ze3YmGHTXPlXlsfyJ0EySC85PHPVqzWFPDkDPCTxevc6LNbfrdPPntiBzzrs2Zz6y+km52w/fWTPfAMiK1zccbY+vXJLchA6zTWj2D1Q3qQzto6cw76bIgRkS9OyP7qNod3+lj9bU/bZNHf+Tt/56J7D9zsBvnmN7/5svkObq/ue7i0yIJLmnYTKDEVQIQXHzygbmXepuhnYw+dMdBZIpudfMLZkuEzmR6MeD0k5hDfyUTdwloHuX2g1wdsm192tWQ9QB6Q+uWEbfL6Dlcx6VfwFC85A/LFhceOPJJnR6HUV1A9vH4D+b3f+70XG6gvdhRMt0uwF2KF9l0h17cnxuVI2zmI8PluPr0oXTKrk6/mdj57obzEb7wkF9pTPnt8abOhTf6ar/q7z2zIb4URn338ZNvLYByR4Sub2S0WtDyIX5/uYudPXNPTxl8fG0Pz8dM11r9mA3Zv8I3RV3zFVzwh8czjZgXyLW95y5MHNOpQ6bd4wIuP4kPJBHyHRVHo4Gg94B0YxcjbRj9B8ZMU4/zxkW06bQ6cm6TfGIpfW7zmV1Y/meTzi+JnVx/4Lh/Jl6sIP7JWD1Trp6etn93WiNfnYP03td0+FRY3R7r4Hla8CpMbphukz82+67u+69H3f//3P/rcz/3ci03/Lvvd7373ZT/Ms0G2AmzMjqLLn72gh3Y9xtBam6ebzJnXYty+ObLJ6W/u8g1iA/mpnwwURzFlR8v2nqv466M+fmgOwbl/7Red1m6P+vjDHJA3F7LZOYpXv1giqA3GnZX81AZxRbDxrN2Tln8N13KUn9W3DvTlX/7lF949cLMC6VtOhzfaA406xC1cMporMSWqxJA3tjHJOFQOGtJ3oLQOlVtNPk9b+ggcTrRz5MF4Y06vcXb142UHGZ9z+QVjMbJjXY3zk+1sILKtE4q9ufyUkx4+xU9O/KsY+VE0FTfk22g/jvflC11FTmEDb5/J+CbfXyn3zbifP/ks0i3STZOO4uhmKQ5xa/HFw1a3/Hhaa9WS19JpTl8h0p7UvtZGdNM/6QSfICaULX0o93j0jTcec8Wtv3pLYE5/ZexPZ1lrLM/2NnkxIX37WFHik4yxNrv1m0f5RaEx/Ww2v7xgrhwkJx447dcuP96HAnroXEP+X/KSlzwh+czjZp9B/vk//+cv7SYfSWoHo1dHh8LD6yE2h4/Itgkl2NgcfbLZitggW9+BltRsBzwyQd8hj3f6XllwaMmzC2SMbSLS78Gqr4ViY5+eGPHkQIxiK9b8tn4tOTfBvoV2e8u/XMopPbx81PJrzk+AFLRP+7RPu9wS/cD7i7/4i58snN4qmxeL34OK5z3vec/l8x9/DUhh7BtthdKP6f0pNzpkd71advgv71HxmINyri130Lz27NPPPmSPDf14nQFk3HxjNoDcxhVfi8TUmpLJn7MJrQPyGZqLv/6KiR02K8b2hYwWmS832StWeYNd04kzBrLQOvDotjb9bCezOUofWgMsH4yv6RQn/rZk2EPJ/M2/+Tcv7T1wswL5ile84tJeM9eC23APdT99wNPuppUkSK+WXHOwcunVstsYtQnBDccB6DAg8vmgA/QqAGSyQ0axy0Yy9PXdrrzVNLZe69bPBvvx1l9x9FAYezvsZzxug3TpdGD1kX42tMkp7gojX4rhC1/4wsvniP76z/Of//zL7ZEvX+jIyfd93/dd5v2dScS/H/x/wRd8waUwKpoKptjoAT3j3Sv+2W6tULvxRsDXiXIQVl7LX/2IffzySl+7ctsv7uTzKXb7G23cZNcPlPPGkHxzctbZRNmKZ8xXL8rOjncCYoxv3Nly1lpfbdQa9NlmAzU2X4xhdbaPypM+PoLVv4bkg3VkGzaW7IP5v/7X//qlfw/c7C22v5DdorVLNrm5EmVcQUE2PRl8lG6UTnMleGlxblq+kU1ANtwh6+Ca44vt4lIEtfzWomKK6BS/cT6MK6Qdam9T+TJuHeLLJx08c8b4xoocm/rQQ5XvoN969el1K/E/9/Un3+grmn6qg+ett2+wFWIxKoRi+eW//JdfCqs/Aux/PRS3zyftu2+1xeiW6gfRPbzIms2JwborpMUYkcMvp9u2fuN4dKytcX3t7nu2Q/lA9LKFdk+1xvHMp89+Nq0J8EF+86HdvnzTRfS2Nde8NjsgBntkDuTQOwn5BbG0hnyWi+ayFfiA5CEba2v512Qhnvjqh3SSR+VXu/HVXznt7/pdv+sJa888blYg3TpaMNoEPBWvRHQItQ5EvFNnk3fyzs3pQEEblczaWR+wB5lM8SR7xtS4Nhv06FecHOj08T0c+oqnuBQCLX6xgdachwS/27f+QzBHhl8PVH0PnrfFyO1OQRMnvwqbzxx9e60wInZ+5a/8lZef/3gbLgZf8mj99aC/9tf+2uV26+0223z4p4l8yh+/Wmvkr9xad3nd/bZO4+bLFSIjzsbmdt4c++QagxbhN7c6qHEy7CarXRv1wVr0tQiaX4Jk9nyZM26+fjKtR/7k3Uct9qkXHTz9bKHWBTvWsoeax9v5c7w5CCuTX9g+nP3soPK7ee4cZD/Z3/k7f+cTVp553KxA+jlICSl5m5QW3Vz8qPE+LNHK6sdvHIxDPlCxZDcba7M2MhZLDyx9ByC9bDq4Zzx0jBVGOgpD/ybXnOLkrSpdRaVbYYceD9grDvayqyC56SlG7J8QFzvmuiGyofAq0nj84ftTaOQUQ//9g88f3Rx9UeNzSm/DFbw3vOENl5uijw3o+9WAvm+6FWxf+Hjr7fNJb9XF4LNO62TfmsTeDbIca8ulGBHeyrSm1rUtCvV3LhvRjk95bfPbrq36S9a3FMxB/IoTpHv2YWNLT/7w7I/z5AWr/d+4WltoDckUi3781c9GPPuwc3DKw9qFbRGb2dLvucIzRo2jdH7H7/gdF1v3wE3fYkMJQY1LKEgibGLMlQxJKnlR/J1P77TfGIXG9LX5hXzH37h2nNzyl9Lflo54FSUxA74ckPG5ngLSW6aKpDl9uua069+cIkUHH3U4IxAXfT4Bn76Cpliy4zeP2fcFjLfXHjyth/FTP/VTH33Kp3zKo2//9m+/+FBQPayKvfh9u+3dg5sN4pO+P46hkHsxUGD5UdTZsMbiFUcQW3lbYtPctkCXnZB8/aDfvuRjiT0kD+bFly88MmwUczbjySOqX0zLj9IJ2VmCfDem4wWKPflUJJ0ruYZ0i3XH5cu4fYfigZU/bYglJKNdtM50oHXSzw5d6xJTsWWvnBtHxl/2ZV92sXMP3PQt9iZH2wK1YfkonRLSHF4Jy0YtMp+9cNqK1xhlL35jvvK3doyv6Se3G1yb325LDopbosLi7ZHC5pamUDno+n5S48DTc4A6XPTxNo7m2XHgO/TmiqfCI4ZQzEAO+MdzY/Rn0dhFfu+I9yt+xa949Fmf9VmXQqdYulFagwLdv8rx4uhf3fQ2sBsoOUUT32ec5M0plK1D6yFv3Ztbc1qxxkOhvnj1y9k1pButD/1iaZxv7WLH/Fm/fa1AZLf5jalxVCynTCim1t9bax912HvzvQDmfwsVnQjEuvbBXGtNxzhefZQuGXOAt7R21pZ+69Ci+NqdM17fv/23//aLr3vgZgXST0IsqiS2OIuOv+Nk9EsGNK6/MkE/P9Ac2ZVH8aDNWBm8pebROXduKv1zQ7Op3wMPHR6F0pyioFD4MuStb33r5e2sn9MoJua6OcLaRFvU3NIc/B4mDwgCLR5dREccZLuperjZ8BMiBRtPsXMDpOuts1vjZ3zGZ1x+D+mtuLfR5nqL7mbjR+R47FcA+bAW9vlkS2Hl09gaxSROeSyXWnE0RrB7voivvdZf8MeeFrLPX3x6tU8F89Yi/4jO2kkG1l77s75WJ+CZb7/kka688ds5cWb4TZ9MNuOzg8xpzeWzFiWP2odkIRnjtYegud3PHZvXWlP95pNFgb/f9tt+2xOjZx43vUFCiSqRCM+4hIIEAb6ElFjjErn8ZJPffkR25a7JkmmDtPUdwHjJrWwyEX4yS+luW9/atXQdcDdGNyx/6MNb0M/+7M++fK5nLr/50bcGcx4Kch4MNt3K5JYsX6uLgBx9sfNL1xw+m8l4oXMjVCzx2abj1iIOP/v5xm/8xktRdCP05YyC7U+hebutUFQEybs58ufzTT9TcsP0lp09Moj9XZ84oJyfN5/tn2Aj6EeN5Wf5J4XtQ/krlvKmSG18zW0bsonXuWi/kHyhYiGH5IBcvxZwmwe8Pr+WK3vaCyseZIM9tvWBbnzQ4oG2cfGcyC4/5refPqLf2vZMIvO7bnpR+vq/9bf+1ie8PvO4WYH0lqzkl/gWWjKNm5MYYzAO6aGSt7yTktFPVmszkmlMdjepuSj5bJKNlre6O4eeym4HGYwVDp/1+TbYbwx766TwKDIOf7Ls0pU/duj6DJCsopN83zLnkx6qCGkrjnLlgQI3SH+R3E93zLNr3pcxvnQpJrfLb/7mb77E7K23Wy+bCv13f/d3X2yJryKpeIiHjKLrIRejtZa7zke5okMX8IwXnaFQTvAiYCuUj+bZ1cZvTttcYL8WiYc/xdE6m1/Qj5+t1gd4jdfnxgH4csePt9i+7LM/fMujnIolkMdH+S2ObC+Bduc2BvtTLJAtbX7J6ssLWTFEnTt2xK2PksNH+vmsn+3f8lt+y6V/D9ysQPoWe7ELlMyopEpC453H3w2hHwEZ88sDfGNzm+TdAJuF4iUXka+IGJNpg7PbZqdjXD8dctlqDHhkilNB83bVW2U/2HaLlA/FT+EqDrKtzyHLhpubB4a8t75+3G2ebjeb/Ba7wkNf0cLvc0Jv8bPhi6Pf8Bt+w6Nf+2t/7SWu/TfuCqXPIv0Wsj+dJm76faMt1nxbI5/8kefPTVJBFifb4mh92s6IFuEvyIB1QGOwzvID2vK/LWpux+UbAdsnWRtStLYorL1i08ffc7EyxstbotMZ8sJC3scUYuDb2HznpHjA2J41B/TWl35oXJtt7cqz0f6A8aJ4tMgeix8P6ZcL84352djyp/3SL/3SJ6w/87jpDRI2YS0ymGuTGkt2mwptwtoJ5NKBtQP4m1zUGNkE1Ia0OW0oXptWv02tv7yILPv6+V6fjesjh9fnj/LmECk4bmvduhQ99pKvryWv0HhResc73nG5ubnZ+YxKYSTnhtZfsSavVVAVKmOFSzFUnBW14rM2b4s/53M+59Gv+3W/7tGLXvSiS1F0s60A+6IGT3HzFpxPa/EXnXzZ1J6yZW/okunW6HZjHXx78KEHH681iwlPC3jGbOMZxw/pwurVts7kTjInNn6WQNvaavHIn/uM9ItzeZBsxIZ8Jcd+ew1eVOS+mz2ZXuyMUfriAvqdV/yQPB/iL8ZiaZ5O4/TI80sXtM3DPh/0jfWLRZufZCJga2NAv/k3/+bL3D1w0y9pWtgu+lxsqBB06LRQC/oouXjJn31Yv6hxcdWaa4OKLfn6jVdWi9JZ/ch8hzJesepbj8PiFqXAeavcFzTmkNsA+T5rpOempgB953d+56Pv+I7vuPzuUN4VGUVI0ePXb+QUNkXXv27xsxCkCHm7rEC5NdITF7vAp7gUUcXVHrlN9u+3wc99vA0XjzlrFKfi/MY3vvHJIipn1uELGwVYARWjQi2W3h7yUb60bLppkmVDgeiB5JMcCnjm+NIXT2fBOGo/l7d8BGx1niLQikOO9qZmrVsE+I+yW7+W3/p02aBbTOaKw4uaF0N5tC/k0iODyBtri4EM/XID+IiP1pZP8tHKGUO2spc+rJy2XIjJ/tUvRjLrt/7S+nvW3CAtyoKjFgsl1NiiHbKSsAkvKW2qfg+IeXzj5JPRP5N9xnL226zsnHLmbe7KpwP0zg0HOj3ExQZah8QakJ/VKDaKmC8uzCuIfVGjiPlXLeT8RtEt4lu+5VsevelNb7oUyvyxpeD4g7i/8Tf+xkcvfvGLL0VIMcKv9bA17m2u+CIPqnlr8tmoYuhts6Llyxg3XDdVfzzAN9r+6aHC6cZpHa9//esvhVJx9TC7hf6aX/NrLjJ43oYr4ny5UVovPr/dZOWHrtumvCoM0C3UA0femtkp93LeXrBbbrR4yWnj79yC3ebZMq7d88efWLRre32tj8adKaBrzcb5IYevb71edFDvApytfCL6dMDYXONixsej21w5BPO15ncsjtaffMhWtsWilRekb73tT3Gno5/P4s5fMl/yJV9y6d8DN/8MchPZBmg7WDu+Nn+tv8U0fgkMJV2SbQaU9DaluW2TQ/HI6q8sItNhzF66xlG8Yk5O3MYOjgdezhRBtz03SG9XfQ7oW2SkOPk7m34h4LPK5MUgHvY9ML4s+aIv+qJHn//5n38pjHw5mOb5LFa+9d3QFF4PnTgUYDoexmL3hY0fiiuICpdbpGLGr2/d3VI/7/M+7+JD4VIc/VypvVLYvBX/A3/gD1x+IvSZn/mZl88zxc4f38Xo229QAKxf8ccXp7gVTzlTvO1/n2uWz807nP3a+BHU529lA35t/oLYULaXsnv2T8pGWD4d+yOXxr697hZ5zS/59Bo3F9KTv80dnPK1YdcO5ukgMdnbiuJS8UarF8XTRsZ0fR5+L9ysQL7rXe+6HCIkkciBWrIpHWxExgOFp0XJeeiaQ9nMbgcXtr+boX9tXIHZjTGPr21jlrJB5tzIJXPNi6u+FsTukHvo+zmNg68gKYhu4t5Cm1NIujnRkw+xiMEt0y3OnyzzWWH/ZLBYyZaXzRddfX+/sx+ny6/4HGYtGUWLX1AYFWE3SbHba8XPW3gFmj+fP/69v/f3Lv75xlNgvX33By6sw4uAvuJKrreO+ooeW+y72Xoh4N9NEq+33d6qdxsuVutxLuSZ33IN9bXtEdSPzLNTH4yXOn9ATtyIPL9QPzv6UTwtwmscdg68QHkx8XmvHAQyYqqfTpTd4tYa9/y0DvGTbz4d7YnOkbnst8ZygSqK9saLrjaZU7cWGkfG6Nf/+l9/mb8HblYgPdDQhpTM+m2Kh7E+8jBFzdWPnyx7yJx2UUI7HNqlh3igRTaw/sqcfO1u4MmPoL45r67k3BQVQT/GViC99fQ7QQ9/X1IoCgqnYqBI+JzSW1xFydvxvkRRtOTIoXQYFR350d88scm3gqhw/Y2/8TcuRYgPD5758ivX3dLM+4vifqzrIWVDcVTozPUgkPVbSPFbq886FT8331/9q3/1xYd1sm09Pg9F4iZn361ZjtjjXwHX8qkg4iuaqJx3lsq9tvUCGWQckVm5+uHk7fkDLRl2OxvZjvKByJCFlT37kXF5cUas2zsDuWlePNd0l8KegdaC5C7s2mDtAz7e2tLnx9rE6MyJEelbQ8WyfUBnnAjqk2E/eef8XrhZgfRNakkskR4am4D025RaD3bzyawOIgvnBkGbV9JhE1vC8eLHW76+ubMQ7twpr100TqZ+ELex1ltmn+O5GbBdgXArdLv6wi/8wsvbCn9Fxy3xBS94weVzRZ8x+rNjbmJ9TtkrtKLBtgMpPrndOLV8kVV43Fa9nWWDDjuKUd+EK8Y+W1QEFTuFFegrbIql/VD0FHlF29v2fgupcNPxgLOhsFuvHFuvWM1bB7S3boly0YNlDfTcsH0hpU+/H8dbV3llQ3zWifA6Q/ph5bV8aJNZmyftPCrHEfCtXxxk8pFcc6E5a9baFy9k1im3vUNA+QRt9vOFh6x9YwbzwP4+f5Ct9FH6WvmC4javL+f2y4t5BTJqP7Krr81WONelj8j7HPteuFmB9G2sRUp2Rc4G6CMJKSlaD2FzbVLjCCRMotI3XpLADlUJ1uL1gMVDbRYCMZsn20OJQvroBN0IWl865xxyYNwUPewKFF9uTn5b6FbotqXvba2blkLjS46+PJFTB499OStufcUFzJUrEIM+Iqugvf3tb7/c9uiw74bSuvlwY+PbvLG3/gq72PtNnqJqjk3r8c26H5ArtIqozx0VTTxF3S2YbrkQs9jkRM74x+cTzzrBnBu2mH25pEAqzOLvpkJGTPRbb7nvfBmfvtH2IV387KFyiPDrh2KIrCcZ+s60Pr75dMXPnnnr0cqb27ezIZdk8cmdYKszB9rWWPwnn63m47ERsWkP0kneXPFrxR5VEBsX19rUiofN4i2+bOLrR/4Rxb1wswLp8Fpoi5dMaBNKNJAp4UvxOgglELJbMkt4ZJy8tk1JfudCc8FcumHtkl/9h5BvoIOMxa91S1RYkCLiFdJt0VtXhyxdeYjkhX55cZDYVSzAg0WmG5ic5BtBdhUZb/HdFs25nfrCxVjRcbjZ4KebGr4viXy77TbnW3UF1C1ToX/Na17z6G/9rb/1ZLyKu1uPvy+puInTH+p1a/TiuC+Q1sSnNfSAgI8L3BjlhLybrwKLfDyg7cZLz8OJxMtmkAs2UfnY+Yd4xs3tuPiyKa+dQdQ8JIPotwfZ0Yq9/ZJ36/bZI/TimHyUnWC+FvF1xo/K+eYe+DXWImg/miv+fItD3HJObvegfGxeiqF1m4Pkdm2R8bOiQPrQv01BJTSSENAaS/rOLy/ZxfLamDZFvwRLahsVv0RrVy5bqD4/qMMS8p8erHw29NdPPH1xtVaFxbe7firj7Wy20isPeziz44amuLY2Y3MKycqhBVl6ipx/U62weAi8nVec+3uOHkoFy7wvTMTgM0RF0hgqrt4iK1Z+A6mAknVDVbwUYgVW/Hj9vzj2Bi8Ss7WwZy1ARvxiEDN+t0b8bCqgqGLJTrqbO2MtwkeN42nFAPEDvvwh/XIfNeZn54yRPh8QH/iwNmNxW4viaJ1egPoZFN1iyybgFSvadewa9SM5kdNys3xEl/3s9JzFt77IOREfSg6vfnKhuNnWlwvzK1vumvPrjHvhA1+GngZ2A5AESDZYKJScEhPtWEKMo5KXXAlsPp3a+nQcuBKvPamNJL8o/g7Zjpdg26hYQIx4bOjz6TblhqVIOqgeBq1DVmHawwvFoDWn8Lgt0uHPQ2bOmtHGE/TpKixucr5hVpx9nqjAuBUifTaS9Y22vs9DfTnjSxvFTszecrMrbjJuP4qmt9MKmrjkGE8xNqZjjeLdAmhNcmNdciU+hdn6xCsm8mStu7F4FXYv0n4nqvXZpxuneXnjI+I3MvcQbf7EUN96OmvXqLOJ6NU3J2YtsGcdxvoKvBcvN24vJN5aW7e8mheTfuvQtwZtfTLn2lZmZeuXExBnfuw9MrZm+1fejVtLa9TiR7ve5MpjlB5amdW5J256g4Q2srYFL0lKySlBi3hnYvHjod2MtdWcdvko+1EbFf9sETs7rr/IBhTfadsh9PArJuBBBwfP2yhwIOnkUw7p4tHXOqRAn5zPqfA9YOTTxUPFav0OvgfQTdAc316hPZBufD4vxFec6JmXS4UU8eVWg6+1FoXI55Ps0vGxgS+U+BOPL2j8u243U7Epgj2U7QmfZK1JUWMH4XnIxEPPbVWO6JkXW8XT2uRAoSUnLi8+/JRzqBiUH2CrPugXAwrlVotfHNtuf5GdWj7EYg1aX8r47FGOvQBZc/mQB1SMjeOhD8ZD/GwfJSte69KaFxfwT04Otygmj8iaq42fXD6gwtwYkkPyU/60XpDvhZsVSL+Bs5iS3+Jb9CYsOa2E4utHK28MWuM2ANmwZLKbvcbZahwPbLqNAvHuoWkN8dMNrc8csIn4J3eNXxz6fLSe5B1EPOsyzsb26ecbKibsQIWHjfIDdIrFLdGtULGm5zNIxcsD6ssWPA9nb4fddhWh4lV8FGlFXUHyttC34h5mX8b4QbjbT59R4vkSqAdDvOUV4Ym5m1Hz+tbXCwn/eG6prVt8oO+LJRCj9SiQyGek5K0J+CuP+TRfi8iIrTjFB2Lo/PFJJyQf9Mkg/syTx2+/Ogdy6sXJC48XIjz70w0O2CmebfMRbwmPD31rMk5n+ygfQB7Ml2vUur0I2XtjZ8N6Oh+dM3J8l8uNydzKgTY+W9Gv+lW/6jJ/D9ysQHpALG6T3gIt+EwcmfgQH7RROogtG9JmnHPrj27jtbttB0csHYjdxPjFSi9+hNecVmz69Iyba148YMw/XkgWPx0+YNtiJG/cW20FohuHPCmQbLQGvj2gfoDutkeWns9ByfryxeeI5VeBpE+HL3YVJwUnOwqqm6cfjyukvnDyJRRZNtnQ9pCIVR+M2wNEp7UbB2P+FY/I+tiyBvNb0MRvXYqLeMl5W6+Qk/X2n4x56yiGfLERmUP8tz/a9pFe4+ZWrrl4S2LE95mjPPLjhcXHEeJCYiCjpZPP4oPmkTnUmvD05WdzlBzKRvbBmDyeXMk3YkveFEi6zpx9J5ONWrRxLOWrFpa39KwokG6QYPFgYQ5Gh6OHruSR028MjVGy2nTPPj0ybQ7Ci58cFNdujo1LvjEsT7u2VyabzWlbV/FBMYTVSzYb8SE5qN9hS1a/mNjx0OF5uBxoch1S8w62guYGiad4KZBug/1zRrpk99tTxcvbcrlW9BRY/ybcw+0toRuif6/trSF/ChP/1pKNHlLzeNol8ez6WqNY8Ohan5upWxa4xfTgswFixHOz6UsO+gqk9ZsHMvri5KMYyn9oj8iKqb1C8bOzfXMonWyJhwxf9sEvCnx80JdY5ItF3FqEb4ygNn5y9cu1vnbzlIwWFetSa/GCpKWPutE7H4qjMwTWtgRsb9wbnzYZIBf0G3uHcy984El4GmhBEiO552GpX+LxrpHDI+HIxuwYkclW9nZTzs1dXjIQP15jdK5FaxMdrLAbDKuDznF2ll8f2NoxNObrPFDGxSNHXtXd7PQVhn0IEGjZ2xySqZjKr7iM2fOWFLl9sa3oeSuIKoBuPAqjn2L4GQ+9bmpse5jY03q42M9nD21UzMVtXPzkFWlz/Cp8fi/q37H7Bh4Uv3TEoZV3a/Dlkrf69H0RYk1sKO7k+GfXQy9GKFfOITvk2hPA60aLOqP2AOHRZ4+sPv/An88b/Qs06+r/+yFnjo/OCGj5T18b4cfTX1qwnQ6wj8TVedC3BrHLTc8cOTdxum6Nbrnm6YiXr2K9Fke8nV8kc43uiQ/LDVKibIbkaSVXfzdc31zz6SD95tNLLpnGO3eOk8snZBt6mEDc8eOl10bh4zXWz159qN9c8yu34+JNF9gP+YKKSDjnetAd7NDhA3NuKz5vJA8KnFuZm6Wf/yhGyA/XfYboIfZNMT2kiHiYkQfbw8Ife/TKuQdfPJE4yJSTQBaJMVo4A8kgdiqwihzqs1DrKw48hdwXNVqF0r9Kee5zn3uRE7dvybUeenHz5QVGfPzEQ/qtzbx+xSNefWQdYmlNZBVOccqzjzQUdb8O8MdA+BA3v9mBbbO11Dxf5Rj/jMdcfNC2ptaXjljpeKHR2ksvcooikiNFNFvph/WHQrxt6WlD8SJ4VnxJ02eQqCTvQiWhuZU55aD+yqzs9k9qo/Rr0W6SMThIsDI2CjWOVgYFPNh49PfALT/52o0xHqzvqEOVnD4UL3KQtR74HjgH21r5d/AVDj/gxkOKnM/l3KrwPRRse3D9gN3bKHpi9TbQ/3TotqiwoNaqCEK3xj30PbSb38ic9gRea9SKH9LH41sMHloxKjhyAFpxkFMgfTnlFuTBNudLEb69QJQDa229ihld5AWAr+LQx7NuwG+95tNDYpAb9vj3jb/PbPl2q+WfLbFnf3MEWvzGUD9/+c+G2PSBrL44tO2ZliwChQ+xlT+tfMizFxl6yBz9zkbx5AuKYQmSBXmAjcV8Ms+ab7HBojaxy1t+fXQimZ2v3xj0T7ndvJ1ftEnXNs7B2IOGsoNWfn0gfrV7aLTN429M8dF5kMSw/Q5Ra8OH5oyzU6Fy0BUrDyWZfCiQ3t5l2794URzIKhpuXIqIm6Kf6Ph80Wd+/k02WXYrxAjyWZxBTMWWrDG58lG+xZdcslA/fmMxdvMTqzXkj325FxeqmFmbtbsRgzUrnF4cxMG2WzI7CiV5X0b1jbixFxAFtxcCbesuPj43FmNy/iScz3nlUG79lSSxmYNioKcNbJUbbbmCfC6aL7dQjJ1POvryKIZ8kFOsxdweKe69GO5arxVHED9kE8wh+p0fumTR2oH49/yh+IelQJ4oSTunf47b1CX8kg3paJuPjG2gNmwfsrUHJ16yxqddLaQX/yRrQOJow087CBqDlt9i2Rg2Vmgu+bVRDKeutnmH30MPHnCFxWeJDq633oqAg69AKIjgQBdvt8N8XKNkzzWi4hM7P4qFh7Hx6qEe0mwAXvx4HmJr6W2gosmevrfS3oqzq7hZD3/WYr3IZ6v9WN7bXx8tIH1FVREl5wWGrC+tjNmTu2LZPeHHeuWbLS9APrbwB0ncwskVC6QH9cW8e7q5RQtygF9+kgc5kpP6CqM5PPJeOKxT374onr2ltsYKv3m+avFa91K+UfJ84fcCYw7PmULslA/w9wnuhZsVSN/ELTZZsJsEze3BaL5+SS9pzW/yIHlkA+jFzy+daGEO1r52+2xkM7nsNof4xtMWR3IfjNY22jg3NvaM5WRh3lyHNR6Qj8TlYHq4yTn0bgb+NY2xB9lDz44C42H2ELlV0XMbzRcqtvzq5ze5ay09YBt5UBrDU+lqy292eujM64sdecAVRr+LVPArnPhy4IHHr0grdtbq81i5IFMBNF8Oaus3fxYRUAD9xXX/ukeu/fe+3lZbsxcrMdvP4l9sfmvL9RKYzwaii8iXH21ycm1efPyLx3rMeSstb73IgLWR73xHxVas2df27IIx2AM3f776WCEfi2w86wpkSSohcI5L6qJEaku2BLcxobn0tSXThtVfGcju9ps/+aeNxrD85jq4xh2axgjIQb7iQ3PxNp6K4fIW+SiOHZPNBp7YPBCoBwTPlzQeBgWh4smWm5cD7TB78JMP608f1v/ZB/32iY7WHsdP59StH4F4Vrbi5IFDCqGfziiC+tbpI4PWVKHztjm7fbmD2Bcb21p5o1NLz0NeYXUDU1zdMCuo/smlm6P8+kmVzzvZU5DYZ8t419SeQ3O1chalA8blAz8deXBbNM+ndYB1i1eMzZUjxZEOWAfYG2cm+8aILh40p0Xiia/f2uiwxZ+5zUG60bOiQO6XNJHFgmTo7+L3QQBtydRWFEsorCzKfn0tu/EhHchelJ1FvrIH2mym13y0a9Rvfaed+lA/28D+tvBQH4qnQxo1th657FB6WDwI+h5Yh9Th7Mbg9ugtppg8GAqJIukhsiagi6DYa/PdupdCcZARl3h6uwcrr13bO9fakT4SI2qOTb6M2XFTtCYPpluzNcuPotgP4MWnr3jQO33lT+xyJH/dhujJn58S4SuaiiP40os/vvoMlA1y5TS7fJRDbfNRPG3ydPGgopgNMsjbZ8VcYdeHXkCcB/EZZ0c+ygGb6xuVb5BHvhBokwf+oRcm8fEJ6e26ont+BvlR/3vxH/jE/V/iZS972RO996FFnos25lJS9SuEbeC1vhbR18JpO+rBW0qHr9q1nb/TpzbEo5t+/lH+rcu4g9N6k1+bi/UZpechRPrJZnfbYikevI23+DzEHtz+SIVvrn3W6O20B9vfdeyB97MY/7ba2MPClqLDFpt8Bf6CuegEOfpgLWx6WOyd/tqBxtf4S1A85QufzYqQ9YM+WTJi8NMbn7+6+WVDa06O5IsdoKPPhkKbXfx0+HMT88LDNn4FBslhBckLkDmxlg/67fvGYw/IsaHPTjk2VnjoI/snbjZAYWbX29t+5eAzWx8/lD88MdCJxz4yFgPf+o0RHZQcGfzy3bqyWYzkYNeWvfpf+7Vfe5G5B25WIF/+8pdf2l2YxZcAvAjwuZakEqs9+wu6hct+PmxCFJ/s+s8Xfj7yvT4hnvnQvIOTPPDJB7sd8mKIINsLsrC+6xenGFB+W5uWrBYftd7m10a2wVtoD71/oeCBccPxoHtg3SC/9Vu/9dLy6SH3Z9k8xHgKZXmG8gv85eMazJ9oHWf8rQHSW306+WqtIObsIfxtyWbX2ENpbP1uVQqKYm1OPrRuWnLmhUWxU3jw81UcePzkoxsSHj0Fyu21WxOfvhxTJJ0d8goe+dYA+uXF7U/+FTh7Z05R1E9efAq9t/bkfe6pEDoH/Ovj9QsA/NYA+Q/5Bq1xWLlAphxr0yWrL05516JsmEsW6j8rCuQrXvGKS9smSYxElqgWj0paCUpHKDarpNUWYgmD7FegtD24Uf7zBdmE01cyxubQAv8skLtG/lsf/s6ls2sIa2/l9PkTRw8jfj6MteQgv9rkzNHPPjsKnYfeD8G9ndIn40FTAP3xYw+c24+H2tsvbw89bHQ9yK2Lv40rPxD/RLILsuUMsk+uPqRnXcgcoq8VNxibT769JIOXP/LmFI7i9TYcv3gUHHy5sX4Pd7c1RVMh8oWO+Y2JjmIoX8CWQgiKMfTWlqw5es6RIuanVYoYP/bNvBj55J8NvsnzLU5Ft/3Rp6O1z1prbY1a4/KE2IfWAQ+1UM7Sg2yRs+aV0VoLAv7x0cqCPnzN13zNpb0Hbl4gmWuRNm4XfS3BNqLDK2nGkJ3mQolmtw3gx0Gon6/6qA3X5kObH7Tj5PKfHTG2qdBa8qkVx1J2oTYUW8g/yn8+F+sXyOevWLIR4bHjIfdA91d2stVfvvHvgz24bo5+1OwtuJskiMWDxg/76Z7A51MsiGxYnZ3D39i19WFtpJeMMXSGjLVkIrzk6DgfCk3FsI8O8BWl5Ojgte8KUDb5kB//JYVi5cXGLRSfvYi+oqQPxWns7OrvXiuQvun29tft0w2WDLJ34haHm6L47JePSOwTP2yyLX726OGBuJtvHUCmMeos6W+O451tc7V0Oifx9flp/cZRMie++qu/+oneM48P2w3SYrdARRIGJaREgX7JAvwOZVg7bQA/1wpkMm1uttsY2HFtcx3Y7GmNizkeaPGS7VVcDNk2l/366cdHyWrzh5Jfv/phc2Je/OUPAZsefg+1h9BbPDdFrRuiP1jhQZdPP2LG8x9xuUn2Q+HWdsbQGDbWxmF14dpcus1py8sSmXTItOZ0gF66ZEHfGskoNnTiyV9jyEd2ybBH183Mzc3nlwqjFxffYrvR2TP5U4Dp73lE9Ouba764vfVW+NhiR5ydA7fOfrqk0NkbL1wVdvNkxVncFWnxh3zxDckjcpsDfVQu6dYGY7KBXTwgZ27PM1sorK3w0pe+9IneM4+bFchXvvKVl9ZimZQUG7KJhfqo5JQom1Ky9ONDYZb8DhQfkblt25za7GWrFmwYmE9mZdMnV2ytoz7Q4btXb2T+lIdaoFe783ztgcoG1Ef5iuBch7bY/TUeeXHj8JC7fXiofB7pIfdNrC9u/OsZxdS/HVZQW1cPWb5CsfEBm/vF6jXXOuqDMSKzcvXNpYdnfWCtCOInu/Lig+aTtYenn2TMse0trhcLNhRHxUchcwtX1NzuFEty8kZPAVPoUG+zi4mviqD88sWmvKP8ekHrrbki6h2BIk2+NbNHni3xdetlt73Lbzmg2/nWx2cjGLORj3ITyh+b+pAOXmC/87z2tNlM3vgrv/IrL/174GYF8hu+4Rsu7S5Sks5NAPw2E0lYm0JXHxpnA7Tps5ntNj7ZeDbYmJ3iasy+PujX8t88pIsc4PTEQFYfxee7QmJMD3ZeH+0ctHYwh4+XH0jXmA9rbJ3JnLLF7zbjcHorKEbFkQ2fd/kiBt+D7a21h9Lv9roh0QW+6AI/xcZOfqL2KFkgB8ZkgvEpC+URtPkpB8i4thxmm1wQz9ozVzxAR37iGdOpf/pH/NGRE7LG+Iqh4qVgmnfDc37wFFK2yOLJqfwqtAqnsRcvt0S3Q3vj88jWlp5Y8ld8zbdOtlq3Z0Ifzzh+NmpR+kEff3kBLyoOxI9xMlDs+UHJgH4Ez8oCWYI2yfrQpiQrWVqJg/rabIGW7rag3ys0u80Zx2NnkW0gqy+eDkjjc85Bj9/cifwm07p78NLLrvYaD/K7vHKT7X0hgPjZSl9ewAOrELqJ0PNg+gs3xoqjt9PmFUa/QVM83/nOd17m2IFekLLJ18ZcvO1FBNriP8fFffK014hM0Ef5Th+Ke/MUzK2cfAHZUFyhvta+lmM6ePoKIphXLPHYkW9jt7rmilVOtYqkFy/n2jwe3fWFPDvNhdYC+Evs5cO4/WFLDGsbzGUvOXrxykO8xqDPX3wtsgY5yE/5Tg5Pm61nRYF89atffWlbtMWWNC00RjamZEhQVGJKWkgve2ubrQqkfvPbZ5M8tORaqL8bBvEdxGLc9emftvntQdTXZpdOstd0862PyPRQnPxsOfD1tYgMFO/qic0/e/PWWd68vfaFjLfTCqPfQiqi3ob7O4/+5Ye/PqNg8iEX1pVfyHb92mKCYoyfXFjZ5ozTQyHf2QrlqnydMmu3HG4c+vj5i0C7suny2Y0ov2BenpJxa1QU5TwfFdQKRgVFrq3RnALJLtniPn2FjVEfiQEBm6g5FOix24WlswvFC6ceiAstspFvY3py0ZpAm31tcYR7Fsib/UsaD1BJkyj9TVq8+DYbJCMK6SS/tjokJb6+TTeHlq9dG9s+RLCy9YMx28mfY/3iRHBN1pobJ2OsfQjZgexH8WvP3OKT8wAogn2ZYN5cn2l5myd+3546yN7e+cyLrofcQ+yzseJ2wM3Zg9ZWTO3HSebqJ/OQbLlcXmNz+QN9BOlp10ay2mu0fpbYrZ/f+tq1YS4ZY7mBPrMEea8gmCcnl+WTbvpsyTvSjxqTQRtP1LOxfbIBnx/YdmXq50O78UXx4vO3PLpQcQyd0dpAx5/cuxfen4GniU3CNZwLD6sXkV15vJJ/bsbOS37UXFidk865bMVv7uznB0H8xtbQK+PKLGUzyu8pl665+uzv/Jnj+GHz6oB6G+eW6AuYb//2b3/0ute97vIttkPtsy9v8Xxe5icm9Lz1Bg8YiIVst6IewtrWFOGddE3m5MWPesDldh806xXP2kg+2rmoHC4v2fTYXcoO/3St31vq8oDX3pPPTvYhu8mCXHrx6adUCM+4POuT8ZkkHnvkdg/WZ37Mo+wiuvyj+htjPNg5RJ/t5cU/eaubvfrNnef3IwE3e4v92te+9tIyt0UBSRjoBwlxuFAhdEiM42nT2xaV4DZK28FIP+AFesDfyrGV72Sa97agt2+tD+onp4+KrRZaXzKnr+bzYw7P+PQJp/3slu/0Ub70PVR+t/fmN7/58pYaT97ofd7nfd7lB+QeJH/iyzfaPp+k47bplunh3H07H/L8bVzbQnFnA4xXNhu7d82Xs5XT4pevxunEi07gkU0+GLOD0sNjj6/yvXvW29T1md3kyrl+MeMFvPzSzR5kj63zfIB+4/S1/OnTXwItO8WcjZ3PBmR/+fGK07nBa6wvNz5SoFfssPnTIvJ/+A//4cv8PfC+U3YDSA6ywZLS5nvQ9BtHFr6Et0UO9YoXv03QInq1m9hNMIJrPGhcHLBt/prXF48WzC+tLIL0zFtX66mF5tPLVvzs0ikv5TT7ySyZTz/dzYGxQ+qttIOrYCavGMob8k1qf2yhNdDFBweeHv65d8VWfMUUkdl+422jbOh3zrR8aZPPf/Kt13htF1f8eHTih2wEc3xkPz2UHSiHCgDwLW7AQ2Tx9cnCxgLtW/P6+YsW6Sbf/MaTP+QcoOzm70S6yWej2JbWztorNq111j+pmO+FmxXIMwkl4mwXFv9QYjocaBO5vJCdKN6HAnLsgRiv6WW3uVNm13ZtnQvzUcjeqbt+0blu8g5hMDa/dsw3XlnF0L+c8ba59ZtX6Lz19gB7C+ebbV/m+Ncb5NlSOD3MYE8UJmNzxVCc1+I2plcfVudE8ddCvq5RdvQXjVcOFV/9XgAiRZB8xaDCgNZW0Le+dCvg8ov0UWvPv5YeKp61C8kkH8HyVndtFIOYg368+tZ5jlf3pOVDcWRHDCtXC9qljyS8L7MfJjy0SbDj5DocJVe/Q7r8p6LTz4cCOjYm3d2o+lGxRgvjM4b6K58tiI/S3fWg8mKuGFY3pB+lr0+vvsMJCp0HFczjK5g+dzR2O/TlTP/73lve8pZHb3vb2y7fcHvofRbWD5QV0/VXGzWGxu1p64Pyor3Wz96iOfFH6Szxoc1G/RCfnCJZXGIMdE5kozljOsjZZUue+2LLi5AXqPjJ53v9ra1kgn5jc7u2xmH78nMWvHgVfv1k0tUuhexUDEEM1rLyyekX9zU81dwzjQ9rgdzkoGDz9vBJiPn414riyte/xiu5p8+HkNwSG8WUjPHaT4bv+hGkC/FCcvkLeNnTRrtO8h0ylO3sLD/9+kBXbn0J4+Ekmw+tgufba3IVQfpuj77M8XtI/6+KL3c84B76Dn42yF8jc82HXcM5BzuvNQ4P9Vc+nDzyG0+xwxaHc21IH5I/wXbEdnp90VIM7MLaTh5vY8KPmk8eGdtXvNUpL/qwsaHWpyhqd+2n/M4nozW3slCcxbByoZi09Ren/D1wfYefJnbBJa1khTYg2TY1uVrUYejQdBBWDrT52+Q2z+fOJ6Ndf8lDMvHIhZU7+0vrC3bM3q4Bv752/S2S2Tyuj9a6wHNzcdvrbxAqiB12Nswj425RftqjOPrChk1/Ks0fSH7ve997GSuS9gSKt5bNJfa0O3cN+OUG+Ikab5stdMrm49QJzYdytznUiqWz2BlcrJ10l4BeN3d57m16Z7v8RKAls+P68RsH46eaQ8VY8UKwLZnk1o7+8vTTy379kExy29YH/mB174XrT9//BUpkBG042ASwaPPGyLgHYROSDTw2HKzaDqoHOD0Jzmavhpv45PJRnMmc43jatamfbP3V33mU3tLK109PfGLdGM0hsrteBA+tDZJDYpE/30aT9e20PNJ3s1E4e1sNHmBj/+StfwLHrs8l3/Oe91x+S+ktOVsV02I611OLiqc4UXrkVgfYEvtSvHKztiAfUXYXayO9UAxR6ytf2lPmHAPfG1vx0PfCQo5/vMU1PfY7/8bFvbKtqeK78/lB5pAv5/pGuXl+ULbShebQNYjNXH7yn32+8tOcsT6sbXMP+XmmcLMCeQ0WjTosm6wWXwJK7ENINpkdR2w2l72d23Fy+G1Y1Bwsrzakf/IhXjLlosMQL9+gXT14aJzsSfkJOxf6Fx0KnxYpioqhvzLu7bcH2MPjt5Cf9EmfdPl7iez6lrt/R+ytOLtuQw5+MbbmaNdb/8zDUrxkapd6wJH52nMuMtd84OfE5ll/x2drrrO9tvAUsopZBOTEkL7cd5v0AiTWQCf/tZCN1tPaTto5Oju3Y/3sLo/P1rjxR41r+du1hZU5iTwkHz/f+vfEzQpkySlBtUjCS0QyJ0pE7VMlp+SFHdNJd21uPBtLMud842Jv7qSwOvU/mO5Sstf0wspHySMPVzYqDI3Nk8dT4Hwe5iYI3ma7CfbP2/oywUNr/JznPOfJv+SjKPpGW+E0h0de2z7wE/K9cRRr/HjJmOO7W1Bt1FhRPnn1T52I/fIGe27ib1t/KX5z0NpRBaXbZkQ+pA/JacXYP8PLdvpgXZsrRKccnrQy5WTniiN+vPQ2TihftSEf6YR8xaOX/WzrJ5Pd5u6NmxdIi2qxS8mcfAmJ4JyDna9dnLZ2Q8AY2ojojKc1rFx26q9c42TO9pqc+HZs/toBT/chWv3ktR3S00Z8D6Fbi9ZvGn0WWd4UPG+zFU8PkwKkaBr7d9pumez4J4oeYm/VtQpusZxoPbvGYj/5/FX04ulHPeDaCsWOl9+cNn5jBNZcWx/MF1+yUNzlVD/Qb5zczuuvj1BsXmAQyGt5aD38nXHh7Rr1G6eLNqeb4+Ir1vSS3bys7KJ5bUU8W/nXR4Fs4/KI8I2z+ZGAmxXIcCZSa9ElQguSgPCShfOVtmTFO+fOZJq/ZteGxEPF0+Yt74z31A3JJQsrV2wrc+po2W98xgLak+KH+PQ6/Pwbo+DhUwgVNje//qy/YulW6G22ggjeIip+Drm/PN4tUYz9YVi+yOBdQ/5R60Qb7/aTS7b+0slPr4f7Gq0cX5BfsK72a/na/K3u9mH7+aGzvrO1/XwqWvYG5L0XILm/tob6EC8Z7co9xGt8xtVYC7VQvCF5fHFr6VYcs4tg9fMRJQPkEP498WF5ix21sbs5JSM0bsP0JaZXI1i9KPv04oXekmSjTVm5fCTTIcpm/Ta6g1pbvKd8Mr1Sr/41YiMUW3ZRa88HHW22a5MvLvz+7qDPtozNe/Dwk6FLh5wvYhTP8gVumwqow59t88i/0fYHdn0+WT5BvOQQ1I/EELWWYtHufHHzXQ4Q2WQUkm5d+OVj+6fO5iS7YhO72zVqnQisr/H2m6+F4s12sZyUf30tG3LNv3jwW1u50aZjrF0eYre51lX+gZ/OW3NadK4p6nl5qjnInnhQ/V1rMRZPOquX7j3x/ir0NHEurvFJEgFtRnTOL06Zk1anDav/VPYW7NiwNhE1bjM7hEurF63uyjYu7vrFs9T8UvodMLT87CJzioCHy4NCBr+3cc1rrUtfkYyAvEOvSLpVKp5iY9OYT99m98Ny+aaDHxWPvhii4kc7FsvOoXTXbnPJr91tl9KRD2vQz1YxQg/6ogLQ+UqGnrVDe7fj2vyIY/vi10JFEWU/GfJo++YiNlH9leF/nwUt2vU0p78tpH8N6deH5CPjPQPFZdx6ySSnbU7/nviwFchz8c2dvGjnGgO5aOeNw0MyycVfuZO3OsVSe01maefrh8bxTt1dt/7KLwVy8dI7x/EWeOwjcFt0SN3+PJgeFnO+pfZFjFsMcpjN95etFVhjoEPeW+1umBvLtij/53xkrgdHWx+ZP8fatfEQf/2d/eWt/DkH+rXX5OJHK1t/qTijtVk/ZBPRa63Jw64fhdPeWciuIbvRB0PFcFFxDMVWLNr6jet/pOBmBdIrW6+GLfxaApbayA7+Q/PR2mn8VDrLhx2jZGrX9vmA1r/GX14tWztmV3/9nP2TsrGEv33ErkIWf2OpD2QURq0bo5uhzx7TY0vBQ/oKoBiQAunzyv1ZikKp74fj2T/j6C3heQs6qbeDdIyLPZ2TzJWLZHcdjbORTJTsOUatGbGVH9S4+fj5aJzs9vOVXPPGG2NrZL+ik9zqLa2NeKFYIXutYQvbNTnjvWleQzoPYeMVn3H+t5/9eGjXcQ/c7A/mfsd3fMdlMS026Ec7lgxt8vFWf+fQjmE3rf4pFzW3IId201DraFN3zMbK7qFtzhjyp62f3PJgeSsDxtnNV5QMxAN8sdXfuX7G4+D7bxT6FzG9bfYvPfwestyykz1fzvQHdf11n+c///mXotlf/vGQFif5il28+PHoxKuNt1T8kXgiY6gf0Vu5KP3zvGhBXmDlG9fioY3xGn/X2dqWkqsfXx5DMqfc8tHGW6zWaD292MVbpNd88s5IstnRomShOfJra+mMtRhrEWzs9V/84hdfxvfAzQqkP2TQwqHEnkk4aZO1tInaNgr5Af381ybfpu5849qTzo2snz6sTVh+sttm49pcRGZtLu/M1ylXm2xyi+W7ubkxulG6Dfo80YPst48Kn4OvyIH/GlaB9OWMOQ+EG6jC6jeV+SzGikPj4tr+2W5sJ526cMo0l63kl9Kztvq1zsm1B735HecnH8V+riGZXjziNb+2mpO7naOHV5E1RumhdBFYyxY68/HqL4qtHADZdLSrc/Y3nztn3FkQW2vB37jTWT587ud+7qW9B25WIP1FarBI1OJC49rkIF4bW4uPSuzytn9SqL9z56EyXl4yq7Nyya7OSflsjR0uvHCtf/Kyl1+8fUBWL5l0UG/TouJJl4zbpGLnv3kl78FwO/T/0PSFDuCZ87tIf/5MQXWTBD8PcuMUW18I9UDsW2dU39yOUXlameKG1hFaD7T2dJLT4rG5MuyXJ7Q6bOLV3zYYk0/3tNO4teWzGMjUj+Jpi8945Zo/ZbRBbEg+kX3T2sOdZyPol//ViR+a1zbOjr44jItp17/rIIMag3GywZw/4nwv3OwzyMUu/kwMaq5kGNeeCd0+WjvLj9b3yqzdWvPJJreUzjXa+ZWvXxxLxXT63TasTvay/RAli7bI4EfgQenQ+2babxyf97znXcYKmqLpX85o+WXHLVL/Ez/xE598++1G6fbIlzktH+T1K0o7RmxF/G1RNV+su/7WgYcgX+aghzWd5uqzfbZi0Ma7RusT8hE/yq92Y2D75DdOJorHnpYuXvaDPkonGZCHa6TooRB/cRa/LY6tM8pv1JrEdK2/dE0/2SX8e+JmBXIXhPR38+LFr+2QGndIyTa3NtLb5GZzKblrMsvbdvmIjaX4p9zyxZW82Iu/frrFTw+MEZx2Tzp9r82HKOgn3+HXKpg+QzQvXm+XtfbFA8WPPnlzZEHfW2zUT4CKKRjnl83mtVFjPy9yQyXPr9jWZtSYPcW12MRQAWgt5T5feMXRePmNT3/42TplT33xrNzOZ3v16i/le9eivYb4tfKGAA+Vy6XFOYfodEa0uyfFFxX3rnPXccqSOfO58qt/T9zsLfab3vSmJxcjgdtKqrkSDyVh+ytTP5z9xsuHc24J2F0/KP/RbvA5n2524u3cU1EywRiah+yJQ3/H2ihbtWsD6u9Bjxo79A6pP4Lbv8V2S3Q71OeTXLb+v/beBe7OqrrXHTtlqyciGy1qhFaJJA2CCARQblJEpFLachFp7aaKFbFVuZUCx27Zoqj7oLKDiK0irbBFqWghqfXACZfGG9JKAxgE0gTDpbCDjZVGmp96aM55n/WtJ/lnsr6QwMLvHPb79zccc445bnPM+c71vu9a+eCxmv9kLO8qGeefH/JXgciBg8G8zBGZ8jZ/yfydLzBmO5/sGwf4+Jg+4einjL4c6FOyJrTVk+i31MZLGnXxt37ot3kozzFkINdCObKNEfPJ9Qc5rp/MxwMRaCNSH2gHOU+JuSt3DJ41EfqAAGO0DzjggEF/KjC2O8gsSBbDDeI41I7bdixl8CycehJIXTh6tCHj29cOnVau/9SzrR6kT0g9ddKnlDoArr3zAsaXQ9rDkY/yqz3QlnHgBaBO6nIReCFw2PFIzV0hlDHwQa4coMh4xMaOP3DBt+D+FXLjZk5ZD8eTlKEHiMWB6rtL58M4XN9wdMkDMO7dJHb4ZJy5wel7YBlPQp55wCHiOA/GgbEl9LKfcnXTL3195rikPWMZizloIx/VFsq0S6ibsdrcaFMXKeuVeWbujClT1776LaGD/9Qhh+RTibEdkCyExKbNPhPNSUMWELLAUjvmArULRd8LCd/GwsZYwvgZh34rM2bGMK462kHqSaPipE32W136SZl3tlsdoNyat2uQOpJyakifR2V+trPzzjsPvrjhX5swJw4dbX0/iQ05Uxv/EwzeqWgDYQOcY5I+4RCAM2bdaTsH9ZDpl3gQuuTkGkjqqg9yXHm2jSHhExmcPm101UOeY6Ps4dikLOMlAcfgkmO5pqOALuPUxb48KWXopxyYq/nCzVFdiL5jaaNe2tHGF+tFXziuTvqYSoztEfvGG28cFJmLJAlYdC9aYAGy8MqRKYe8K/CfzanrotoGFlg5IA/6EOO2XSiJOBk7x7WV7BtLGYAjt52kTKQcUKNRusqMp5x5O3dBHz/MG27dIezIlTHuGunz7o+58lgN8Rd+eJS2HhkLcCDyb7BZC/6dNt9oY8PhCfDHWmFPbEDe1sRatX6tu3JAm8dndQAy56SvtLMvoYc+86VtXWhD+LceyDM/2hCwnf7ZG+QtMe6YMv0gkyMDxjGXJMckgNzclbV9dZiTBPTDOJS50ldHnjLb2uoLH5B2tiH8KjMOcusCRvlTT18HHXTQQHcqMLY7SJETS3LMNpsx/9kawE5bALdP0Ry3wLTZ3HyTih9k6Lk5sviAdsJF06d940r0W3JMZCzlOS6UoQe0SZ/ZTw4lWr3JxkcR8+Ti9i4ROH8OtvbfZKcd9aXm9DlI+Y968WNzHsGxVc+2sP7WCuAbXTgwjmCMA5hcsfEwQD9tRGtvHxvlzkeMij2qjR75mC/cfZh9Zfprx/WhXkIbCFgrCIwaF5PJgWOZV8K+Oknqt/1WlmOAHGwDdYF6yqTUd3wqMbYD0o2RGwBy0nKJjQ7sM05B/TSX0PPA4zHOv3zNnYt3BBYRHWT40K7dKPRdOOwyb3NnTGR+OS/nlqQuRAzjm4PtltAD+Mg8INtwY2QsY6cMwgYulBuTcQ4w7gI52DgMeZfoD8Z5D8kdIXr4hnNI0eZbbB6zqTd5kT9y2sRwHYhjDrRFth3POQC4RJ741k5d29amJWvQypXpvx3Dnz7VUWYd4BL9yWTYkH/29YN/Yd94zNU9LDn/1IEL+uoAxowl1DeW3Jzh2pgTlLKcQ0v6E8jUTT+Afo5P5nMqMbYD0kJKTo42BXMx7FMMyD7Iwip3wbnouHA5JL1A+f2e//Ep9ODouVG0xRfAnz4dg2dcoF7K8eGckNM3R/Vs6xvQzs1tO2VCv9alpdwsyoBxtYdoO2Yfjg/8E5t68scquBvkIuaA5A9VcGiSH/UE+uQC4gDlw4lvrjlAvcvEL4/e9PGPLevEegDzs018ib61NdeWzDvHbetH345lH0qo047LmT9Qj9gecuTSHna2U5Y5K9fO/OQJYmZ9oNwvKRc5B5BtYkj25eiZq23kyR2DtIE7z9RLXfJjTF3bkD7QtzaOKbM/lXhKD0i4xbJggDYXJJQFZfNwcUKM2WYMXzwOchFzIfLP3fjmFD3uGDk48+6TWNiBjOui0XbTaUfbcfN3sTJP2pK+4LbxgW99AjkwThLQvzHSNxwoF8qTS9olEYvcGOOw40CjjtSVmvIvavynh9S29Wl8/sI4f8CCNjIOQ/5FDbVkHbFNu4TzBekzSTt0Pah9r8k4UCft8KWd4+ow5lqqz1j6yr7j+NIvpL2+HNOnMtspg/QjbCt3jeBtO/XwC5TLRcZqyVztm5tyYFtyHH3H0xYC+mxJ/VHyjK2e7anE2A7InKwTZNJZADYUxCbnIlLPcTky4IIjQ18d2rz74kLmwvaiQZ/NlIQM8uA0B2TmhC0XIXdT3oVydwRx4XOnpS+h/zxYaafcdvYB83PeSSkjL+Zpvh46UNYItP4cIyfl+qFPHr7X446RfzrIz3Ug/q31/fffP4jhwQTwgT8OQPzQnj179rp/s83dPN+Ac2hyR0rNsEcPwM2nJWGttGGMuNbBeVADQAzyQU6+wD2iDH/mkWQcCBgLsg3gxIdnDSXkxHF91EVGP/WwNT9lSSDnn3mmXOBDMA4yXs5R3fSBjvmgK6FrrrT1wRi6uQ8zb9ZC//o2H6AfKWXYw9XFXppKjP2AhJhU24ZTMElZqwssnkAftEXFxguGjemFBB+1OCwgxGEF4B6IxOZuFTt0kXEBtsRhIMdW/8LcXPCUSSDnbk0g5+E4MudofpLz008SaGPpS1vyp8+fK+M9JIcmByZ3kdyl8+HDeEvcdaLLocghyTff2HDA0uZO0hoLcqEmLcwxOdTOxzmkjFyQaQOYEwe0Ppgr9aQNyIHcoDYfdKyTMdo+RB9q86GvPjFZL3Kk7R61htpL5OuecS7JHZccE/bJQ+BX6KPVIw/ySTtAn7FRcvymXL/W07GcH8gc1G/nI8eHNJUY2wFJMdtFh1IuZ9KpIwmLksVhnH76c/OxEXn8gmhDfsJpS98Y2NnXp36QcYgi49DgkIC843KTYw8HmWe72LYBbTeRes7HudAmB23xTV892pIy42csoC1cHTi5q8uByKM1RP04YDj8yYU5kxcxzA9Kn/7BXeQcjtxR+u6RDxLgYQT5gUS75c5ZZJwkQD4e1Pp0zckFP8hYS/Uh7K2fpM+M4VjWPHWsvTrp21rB3Ytw62cu2Annb87WIWsiFzkmNqZv7uZJfNpCucDeuamfNhlLZN+2vLXLNZccZ8z2VGLsB+QoorhSK2v1XCS47dRV1vpwU7ohacMhLiIPuiTvmtDBD8C//jInyI2eHD3GXFQXXdC2z+a3bd4AGw8JN4bjEP4dM5f0K5AL2vjI/CF9YsscuOtDh7s+DjZ98C02vxZAl3l6YaPrBwg1pI/ddtttN3i85rUE/9IGGXaAWM7RO3i586IPOUfR5u+Yhw2EDr44kOHaEJc8ydta2Sc3fcEzDjr0RxFjGdt9op199emnPmPqJ+hbI8hcJPK3juopS9LXZDAvgW7mJAFyR5c+bQg8XhzHzWmUXqsjMTfbzJH+VGJs0S18EoUZJX880k6/bjjkOWYBKWYLdLgIfLEPcSDy7hKZmzsJwLkzgThAiNdezC6ecYkFubCj8gHIM1/nQkznSDv9eUfnO1FzgWxPFg8fcmIRw3mSB4/RvMel7c+mqA11wsY549/c8ePhgj9s+MO5/JqAf6ON7fOf//zBBw/109YDMHPGH/2MAeDWwDjAekFAO2LRJgd+BubrDzg2jPlahDay9JU+jWetbLf6jukr7QQyOTbqOffMBVgDKKE9SB314OlnFFJfXedCWx8g5e38nR/65G9b3wls9JlQX5vk1kXZVOMpO54tpsWWLLh9C59tQIHow71QXZAW6OmTtn02MRczbWRuamMIbTw8vIj1kzapq8z8HINEtkH6YW745rAmT+9KOaS4O+MA4xHYO14OgpzjqHYC/5B1M0fy5QDxjga//HdleMxmLB+x0bf21gUb+s5bIkfeReKbwxwOmR8wH3PDB37R078cUk/b9EWO1Aw97Bl3jD7z4OCHPDR5Pwl5WCawzTzlkHMUytUHjJOLuurr1/VxDvD0DdF37vrKPmRsbUf14YnMQUo7x1hbuH395X53XF3GlQvaOQZsw6XMN+emHNlUYsMqjgEWRrKQkn0XIHXgArkFYjNzB2DxIMaxYeG4UDxkPGgY03/G1ac+hLopQwekDD9uFuRcdJA+xShfKUvf+GrnQNu5cWBCHFjKmYtzxN588NsSm41DB6ItGR8/+M075tQBzE9iLYzle0YOcsbInbEdd9xx8E6ScXJDF7/m4x2dB5nkN+A55q8LjId/7vDxx+9hseFw9udJjFMjcyG+NaNPnvjDFxw/yMjLMWLZJgfayLCHhLboeJefPontvsN/+jAfY2ED0YdnjnDb5qI/ALctst/mbds5mw/5shcgdeDZt5bAuPhJqOuYeoKYOQ/nry7cekwlxnZAUhCIAkPZp5iS47QpNG1g8bRrKYurjxwXrbyNC6UMaJ850M6YIGUsIISuMQE8KWFs5u0mHJWb/rR302T8bAPbadfGo80FxjiHIY/DHDTYcmHnQQA5P/uZF+Qmxg54B8xhxftIHrXVwS9tOYTP9iKRUpdY+ECPfMmDR2n8c3gyD38TC5inZA0k6oAelBe6us4tY4PMyXpA2ADtjSMB9KgRc8h5wSX66Ze+UNZCGTmae3L9aJ8+nBdQnhw7iBpB3nWDtKUtGQvYhuccc85JjsFtu2+mEmM7IN0QLIwbRQ65GW1DOa6dBCi6Y3D6tF2QVlcZ0EZ9+xmLtnmgk9Bfwr6LCIE2DmBzuFkAY+oZl4vVWkiMtf7SJ7KW3FCOo6//PIThHGIQd6Rw5NhycEIeRPqmbU7CecGNzd0Nd2/8ZAjOlzwAHx4M6ENufHiS9VQPIi5z4eLkix8ORu5MX/SiFw0O4rvvvnuggxyf1sv8aQP7kD6tD3Wg7wEP0g+wRnBzhwtyFcZhPq4p7Xa++pKA8852+gZt3xzlAB1iSviHbwwZz/z1yQHJ/HMc0AbOwVhJOVfa7rNsM4av1PGueSoxtgNy1MZkY7ScDaOuZLHlIOVAv5OBMWyIAamvPCll5qYPFolFduGBGwI9FzH11NU3UAbUgTIutfBOJuXJ9ZexIOWAvtyxtLcP98CkrV3GQeaFgBxSD24bOI6trwCoDe8z+cLGiypjAfroMScvKC4K2oxJgAsEP/jH10te8pLB3S7vOvnCzbteSX/WK/tyYE7I1NOG9XBN0KPtBwr1o08NgY/V5gnHJ+RduX6NZ0y4BwXt1DMfCdkopE761oftJCBPOF9r4z6B5wcqshboG99cMq+cY0utrtzDcyoxtgNSUEALazHhUvbVA8nVU0Yf5JgyQFtiDL+2R/Uh9YGytu0mSplwEXOugj62krbmYD5pm4RcHQgdfYDMC5CLcSDb6Q/OhQ3yokSPjQ8BZMqxEfg0X8mDhEODg54veVatWlV33nln3XHHHes2ufG1gZsz3DY5eeD4SOfB48VCLO4ceeeJHV/AYEv+6cvY2YarQxuYC0AXkK9z8kDEPx8AyKwDcF7aAvIkL96P8lMp8s/coGxL5pR1F6kHiGlsfWMPub6pa47KRNsX+Gbu2AHm7q8b0o885VI7Z/NLuW3kaZc2U4mx30FCXhC2276L21JuPIpDGxlwgRPaaCch9+KV0nfqCtsujHABcyFtA/XpywHxHMM3OeQ8kzJfdYA5wZXThjKWegI9xgGbHOAbPfPk8EGPCx65NeLCAsjo6xsumR9+0OHCgXPn+M1vfnNw98g/WYTwy+GkXXIIO3MlN+LLqTU6jPM7Sx6jOYA5rDh8OEjN3xjY6ANgaywgB+ThQUgeSdqgY7749qCGkHNwcHeFDzly4sM54D3okUnmSH7O39jGy1wT6DtPeEvpNwmM8qlMHYEfP1gEuUHk6Z7BHlvnZQ72mXt+QJlPmz/QJus8lXhKDkjI4kHABYfUGdVv5a2OxQX03VDGUo/4EG3szcOFc1H0B6EH9G8fqKM9RD8XWLn5ZJ8LUbI25mruykbBnLAFbh7iWh/snTdtNhl3L+gZCz/qeEfkJmSc93zkTJ7aQMTA1liQsdHlyxN88ujLQcH4kiVLavny5YMDDT1IG+KaZ/KW8IO97za9wyRn5sYdGgend5zkaF3a9SBPOPHlAE4sZBD6+LHmzpV6crFbT2ywpQ2Mhw/uch966KEBR5a2+MK3+hknSd+2AbrYQ6N8tT6FvuDtGP1WJqyLPvFhHWnD8ck4uRjf/JLMFbQ25kCbWknYTSXGdkA6QQlQhJaACwVlW6QfdUDauEDKpIwv7CfPhcyFZQy/xgT4BSxWawOMbT4sLBcrbfL0UNRP5sc4hwU6brycm225MZVBwjmow8HCbynhHCrYkAfzIBZjcPJBDp8xY8a6f0FD/CTsIUAMdHJezJm6cJfHYcYXKLfeeuug7/ygUf6IbV3wjR8vLOT44xD2Ds1xxpwzfS8quHcu1oOYxgDm4TzIDZ5jkGj7+LIPpw+5PzIXc3RMYhzKMdqZJ2jzSBi3jZEy28ohkWPG18Yx9ey3bXKiftSSfvrSNu3Qz5qxpq2OdlOJiezHjHYBLQZFaC+8HLdPUWxTMNrYJofwlX1J2MYfmxDgz0Wz3S4mdtg4zgbn4oe76RmXQPb1STtztA23DnAuSvuM609uG5/eMfHzFt5zecfnXAWHA3+VZ+HChfXAAw+su+vSH5uZQ8eYHDzMjX+Ngl8vWsedAxx72jkf68udHL74K+PE5HDmfWHOD+6cQTtH4tLHJ318Mh/AmHeK+sSXOUIgY2lDPh6a9JEDuOsFpVyZwJ9IXcCY48glgK5zg2jbF6PiGD/HQPZp60+frU3bNg9zybakD/X1kTLl5Gu9cxwO1IWAcoCNcqBd6kwV1mf1JMEkc1GFhbN4iRxzXHLci0BKXePkGByMKnAWnnZuDPsQF6bEBcUFmoejOvCUe/HRJob56B+Z+cGZGz58PPQihmjjD57jAnvJw45HWzmHBmP8W2v+nBl3X+btHSv+yUtdDl3gIzI61htyLQCcvgTwa014vPSH4hyW3K169ycB1wg7yPWxb32tA/4k5LaZF33yMkdzzrXVBo6N64ZvPhj8IEGGvn5dO/MDxrLvGDLiGt82pA2gT+3zgLfdxtAmgQw9cnR+7jX3m9T2k0Da2MZf6rRtOYQ+ecDJizm4L9QF6uecbDsGzAGaSvxco1sQi2d/MlAcC5aFs409vixwypKQZfGB/VyI3GQsdm48+8rSDhkXkQRy0+vbXDJf6sBBhL4XU7ZzHM7hxZci/sgbYh7cSeYhAmbOnFn77rvv4A6Ou0jycN7kg7758wcm+O9hkz9xGIeLzJkxfDAf8nNeHLD44iDkJzgcivwe0j6cvPGLPTZZE3IBcMl8aZMb/s2DtuQYc3IdqAN98zWehExbdKmhB6RySHsI4Me+Mrj+c+1yfsB25sHaUhtIG6EdaH1AmQeUtZNyzDawnWPMlTY85z3KVzuuLX3mwFyAto6lLOegTCifSoztgGSDQWyo3Fy0LTZtCkDbjaw8bS2MY24YfTmehF+4CwPlhsqNN8oWv/pQZi4uojqQUI4upA+hfbbJA25eELbMX5lAFyIGxAHIhczdDo/aHEBw736oK7XUB3+vERveBa5cuXIQBx1+ksO3zuTLnyjbddddB+8fyREZeeAv19F5mxN9CWRugENZO/JB7gGOzBrgi0MCWEtrDSc+dtomMRfIuRMfffNKW8adC36xpw/Ij4Pbw1sCcHXN2/rST33GEsjMxXzMAWLc+XNA0gb4p08+jEHI5MZXj1cZjBHfmOZEG2QekLVOIjfmapua0Xc9pPSNLpxciG9tkbu+AhvGWA/0rFf6Rq7/qcbY/rOv11133QZFkwv6TBxQOIswqijaZ5txdSyqm8E2cDFyDNBv/epTv8jITXIsN01r6xicPkCPjYUecd3UgPzc4JmLG0Ydx5Al9y5D4gLKR2vuKGlzx8bdGnmgw79T5nEbew5KfqvIN8P88HrOnDmDQ9Z5kE/GFNYY2JaTM3GJyXy5YImFP+TIfHeKLNcDDohnGzAGUU/kjsNdH8cgZQD/+lauPWCMPHLMccaynbnSpu7MRzB3/dJGB3vayrCxD4hLfIBfgA8IW/xD+HKMtv6BHBk+IPMArYy2PuzLJUHbfHJcmWTdhOshzI24xtaOtv30b1vaa6+9ht5+/hjbAXn99ddvMCkmSkFsO3E4cJEoFBuFC9liQ24g2mmvz1ZXPcYgYCzGuLPgACCOn4py4thHVxvs4a1v28iJnZuCeSl3A3hxuEHs44OLwL5tCB8gawjQA8jSF7b2saHPwci8+OKFA9hHbQ5K7PmL4LNmzarnPe95A5/WwblBxks4DzlEfsZk7hyQHNbEpc/h7Tqj7/ycGzq0IeUSuuhAttE3Rwn/yLVXri2kT/T019qrq61gvoD8rbMyfAJqINATjFsrbPCLD+0AcvqO0zYPSB2gXuqkDNCWhPGBeqPAmD4la5E5tXmqK4jFGNz5C9rqpw+hn6fFAXnDDTesm2QWLQmZhc3NmIV18SwUnItKe/W1SR/q4FvigteX9upBLVzE3FQuroeRMkgfcGUeFB5ao8YB7cwdYj5Q+oUcVwawN9dse/GaMx8OHJL8uJo2nB9ec/fo4WhscjFnZMYC2QboGYOxjMsdLAckPoiJnMdgDkznggxgq+/k6GRtaEPWqCV04PrTBpl+kKtvLJAx2DfGSh1Azq6rBNSjBhBydJG7F5UJYwLt0cEeoEubeFmrFunDcWMnkKWfbEOtH/rWFVgP+tYzbezTTtA3ljkkaZtcH4y/8pWvHLSnAv+hS2D9ij0JnHXWWQPupEeBxWbibizaHGBcOJCb0g3MGL7ywAHoKEvgz0fQBHIK72JLjo2iFuRBzkBbOLrmrZz45GYebnpk5EfucGulb/3jE33k5mPuKUOfPtAHvuHEgltHLlAOJ5B1Qw6Ih3+INvNRXxCTOMbCD+S6KOP9Jt+c82iNH7+8IQ/ec3Io4wswzhicXMzBemZbHfStAXJroI45KTdvQI7OwVpB6GCrLlx96oGua8Lauc+0x1af+oUD8sKf+rR5H+tPtnxnC7RvCRvnbf74ghMbmDMyob6cHIA5SYBxSL+sl3ZAW5G2+HMd0x82+qBtDUCbC/bAGomTTjpp2Pr5Y+wHJJNj4riFmCjExqbgFBBOMSgMhCwvVIhNAdeWNhsf/24UZMJpIGsLbAwXkTEXMnNMSqCDT0joD13a+oXQ04Z5eJBIHpLmrF/6ztm+OsSQjCFh47whbIgD95Aj1zyA8MG4sQBtxoBzAsjVxz9jxCOG65S+eLd57733Dr7FZpwDkqcA9PgTZdy98oFIHxv2AyA/cySGeSKjDycnx+DGhEPkgV8IkK9+7DsPKHN37sgFbeYA0c51xNY6k5ex0U0d5PoC6FITDkeIWpg/MGbK6OOLMecOzFs9YjkfOPqpw94jL/v6cX6pz5hzQgYHtJ2TUN81UQdCxri1goyHT+rBuPsNoMM4eFockGecccaAM1E2Mo9VXJwUClgkOGChXBALYQHRgaNvsbnA4Ng5Btr03UTa6QM9uBcg7VzM9KdP5IB+5kmfxXRBsbVtbGToMSdydmNKbBCBnvrkbz9j0s842EPoogNPe2S0nSd2rgEkGEffnNFRH7k6jJkPNYQzJ+PJAY/W/PaR953+Kx6+bceGg4FHe7j56Y/94jrn2iAzpzwk4YwDYjsP26PkWR85YFyZ9VGf9YJDzNlvjCH9ma/yXGf86hsd/FMT5osdckDbeTln5gvH3nj4gByjDfQDWhl6xHVu+EOHWMjwi3+ALh9axkPXeSY5J/ThzNc4cICcGNhbN/Ul9c2JPm1x4oknDls/f4ztHeSKFSsGj05cCByOLDALCCiOBeKxy29a2WwWBVgcOUXDzhf8jlk87YBtCg60V65PeMqSJ/QDcjHNVyKGfoV99SUvtMzfPPWTcn3SltInbYGuhNy2drbhIvvmpR1txkGbW3JiZR6AebLWHhAQB6Lg0ZKLBuBXHeIoNw/IPOEtmQegnfsE0LZmyaH0LaVNawfg1gq50IYx55NrLegb18MJZA7KqB/XCL6wM4Y5IEenJeTawSXG/B0t1x9t1okx/UK2zcW8AH0JmXuXunOo+iEn54OA84Dx9Kcdeuhg65ysG7rgVa961YBPBcZ2QH7jG98YLICF5xCUXAQnToEojEVrF0QgBxQSUDx0uNiQ2YeA3AVER5+2wSgbQDxJ2Cc/yDFjQMaw7TjttNUeuTZcJBD5Zb76UdeLCR8ideFCW4BPxiTG2jkAZegDddm4+qCvb9vOR1mCMdaI/eDc2AMckKy/Pt0X1gEgNz8o60Qfbt+46mUeyKw9cJ5wxtBlDA45bltb9cxV+7TNcbiEbhLAFrIvsEXOvFLfeSH3BoQx/OvLPCCAL0g/LQFz4NrN3D1sWTsPUrjyPHQhDzZ4tuGANnrEMj9iA9cWci7kAdDfe++9B+2pwPqr6kmCn45AvH/yX00AJ+4nDAtL3wKw4IzlgQlcQDhyiwZhkxeGoI8eY/DsS/QFviH92k558tYGbgzj2U9um/jMxVr4KWuNIPttzvqhz7g+4PSNIaHnOG1zJ2+AvnOiDYyTfiTlcOLZ1rd5AmLyxQPfnPtEwV0L4G6BvUEe2KCbyLoK/TKG3FzUsw9HRwLOESgTXszqczFnTfApZd+Y6gls8eOhoT+4BwVAB/lksdWnTzzqjU4eUsA9BNI/0M71MWdzzLxoo+e+ou16yrGFm685aw9nXT1QIW6W+GkZZwLrj8xDk7kggzgv+KtHyMiBObFPzHcqMbYDkglBTM6FoYgWxEVx4SALD7IQylwACg93gSgoxccGXUkf9luYA0Tbfo4BdewD2qkD2rZxydO5pYzNxwHoBwXkhpSjB29t9ceY+vqxlupooz9JpI5t1wQyRtqnTGivDm11yIsvIPhJke8bkfEaxnnDmUP6pcaAekL4te74h9NXDzgHoa17L4Fcnr7QhVKe48JYkHMWo3LQT+vTvQ0Zg7bjHIJwfMLJzZg+mVE7/3vmtM0nCRmE3zaWedqXE8sDHlIHoi1p77gyYJt1zTqhB9xryNElnv+4wfG0myqM7RH7mmuuGUyS4gIXiAsBcsJOGpkLB9oCa4+OiwPgxLCf0AZKX9pLjukfKIfST4scg9LGceeKTzeeYyA3DRx94WGRY9YPcpwxCV0IObDvuPryHFPfvvHQNaZjyNC1VrRz7iDrwQHIByZ3EFzQXMj8OB3i7pJxfHlHlP6Q0SY+MD4yxtChL+hD6MGBuQDiuB7YQ86NNnJBmw9l7mjca8hot+uZ9YGIpw1t4yaZu9x50IfwgwwOiIkv1yX9o8MHEbU0HrCNvjV0XowBY6iDnPj6EPQh5w63nXJg/oKc9QkH2gFlxoazHpnn0+IRWzBJCVCs3ERO2r6LNKpPW6KvrTAGoI1OygALoV1y2+1CAca0czHtt5RyYB6ZS86pvaAgAFcPjm36yjEJX3AuDu/GPJRoMw61fqBR/iHayEfp0DZX+zmeoI8PLl7vIPknjvw+kr80zusYDiD0qCF5coDij0cxLiwe0+njx7lKyLHDb65HrkWbF3LsHHft8IcebS5O8spD0xwh+xB27YeXY1DGyjYcMr5ybWyDtOFg9GCHyI87Lj6AqBnrzisND0vGIWzwS64QMFbGBBkv2wBd2h7QLdIPbQh947Ty9J861trxqcTY7iAXLVq0QdElFzPlbiSgXJ1RehQLzhgydZInZWHpT8axhewn9IE8FzJ9Y0vecHNFX1+pSzvHIfpJ6QN9OBsauWPtBdnWDQ7afNq2ebdtKB97JWEN9JVIuTmaL4eO/7qG91IQdwnE4mDkMCQ2tm3uXPApx6djbW7AMQj9vOCSPAD1iw4yX+non/zp6x8w5hyR04dzGLXxaAPtMzf8a5tzto0tHKBDGxvtiMfrJg4tbKCMY9740QY4L20gwLhxAG3tJ5sHhH3LAVwfSQC9ydrJp/IOcmwH5Ne+9rV1hXEBITazG1pZFjH12z6EHgujjaRu9uFAWYscB60NaBfJBVUuGIfYZLbNSb/aOQbPeUI5z1ZO3ThAIA8aSBuIPtAOpC904MiMr53t1CVOjsP1x8XmhabPjIccMmdsId5DQsq40+GC5j/PwN2kL/U5PAHvsgVtDkhhHOdjnzqTmzJg7W0z7pokAS9+8hr1GMo4RFtiLswJEIdxawThg34eUpA5QvpHNor0rT1t4mKjP4gY5A3Rx69rqR/nZFz8GF8YC8BtA3OAaGOnL2Poi37G1cZ2xkkoz/GnxQHJz3woDhOzcLRdBOVwkLpyQFtSRkFpt6ROtl0EfQDbbV+7FvrQT/bJBWjvBqNP27nqVzuQY9okpR8PGSnrCDd2285x/RkftHFaf3APY/Xgzh2uPOeGzByxl/THIcedIn9El8dAZdz9cFDyL284LFevXj2w4R0lX0D4uEhs9wG25kU8gA4yKUGfg898XUNA30dG8gccMgD/AHttMgZ5YIMPAPdARN82ZGxtrT0xIMdoJ1cO4DlfgEy5+TJGfOTkyP4xHrmgpz75I9efPgA+kDtGXwIZ23b20xdIX4A2OqmHXcufNneQwAlT+Lyw4cqzgDkOT2Icrm627aceBNCBRLvIjNFv9USr324I4tmWMpfUhYA52045MKa+qB2bm3Frox19ib4XKuPq6FcoT119pk36dk6MWTd1JfoAvxxm+pdzQfo+jztH3kfK+XfZHJjMm595+O2s79TwTVw4hH8Ie31DzgPQ58BDhg72Ho6CvMWoOWGDH+wB9sBaoM/87EP4Z57ewQHsnLs+HTNnfQB9QYyZV+pJqa+eOuRiHGIiYz/xGoO8GZeMQ5v5Omfs01cSMCdjSwnG0NcHPHXSPxzIjUN/n332GbSnAmM7IL/+9a8PJkxRLHS7iRyzSC5GFhpu37b+1AGOpa5jcNuJXITUUd724UmgzcOFdK6AMdpwdJUlB7Tt66edlzq2HTcPdfWTuQL8MoYsc8cGaKcPdDzc1BVtPLg62HinknIuUPpZHzgHnT8N47DkyxzuLDn8eFfJXSV/9II2hw53n9tss81gHJ/MB84BRK74My4Hk3OhjR5yc8r6KIOolbmqQ982OujjF7l9xrElT2IB+h6QtJHDgbZwyBySkwPccSBHJ0kZ/skFUpf41iNrBKHHGG3GgLVFpk9r6Nz0AUdHf7SNTzv7QjlwzLyRZ1zxtDggvYN0klk0yb56EEW24O1Y6mQ//aufyOLm4oD0k1DPRRP2jQu0lTuHlI8ix0DGEIzhxwvQmrRzzTEJMG83mzB/oK/kSciM7XyMm3aQOUjYwdNX1g0C9AUXHH44/PxzbDxWc2hy2HBA8s03d5R8ySMYIx4XNX69cDmgR+UAlGe/rQ21Ix8Peg8F/Un6SngYou860PZwAciww3fWGcInZFs+Km5LLZDpj/mZC/nRZ37UDq6ceFkL8qPO5O98GM949qVWZvy0kycYB+nDmNB+++03kE8FnrIDUt4ufsrdJLlZGE89yLsPiD76cHQgYaEdsy+yn7bK4dmW285YwDHzdFzf0mRIHe2ZG/PNmjAmRyflyiDzTChLH3Bjpg/kxB21HknmmH34KH/K4cjUpc3mB1yo+OOi5b+Ns/322w9+K8ndIjq8l1y6dGndfPPNg/8YGD48xLDJ3Lngc12QQ+YE4PTRUSY85PBPbB71AXppL7KNvoch3L4y45GPayyZo/lCxkQ+Kn+ohTbqCmuS86O+fBjhh1cbxCQXY3FAeqgyF33SF+qmDLQ5tH2gTXKIWJDtV7/61YPxqcBT+g6SgrgBLKQbwU2RpC1kX25xk9veGCw+yLYYJQMukCSISd/Y6AHyTJiz8jZf+xC6gIvGw8L6MNbWgbakT3nmq3+gD8j1oK1/dVyvXJ9Wjk/tsp3+7DOujbnY1h965MyFixxb3pe96EUvGvw3dfhv5nCXyd0Mf0KNL3PuueeeAafPGuCHugFrCHIOxpWQY+cYIAcOBg4P55F7AaR+2kHq2IfSPuNC5Jq55VjmbS7qKIOLbGc841ATiHzMjXFqyysO5s27YN//evfrHte/c6QvgYwpcryFfoC2EPGsGXhaHZAUg+K6uHKJcWQ5zgI6pn0SyOLBLTrcMaiVAXjqi1E2IPkonfTh5nEOjtuXkGmX9oA+Oti4ibVJe3nWL0FsNjRQ37Z97dKfHHI9jOF4yqyHUIex1mcCO+qFnLaPb9bKeHBqwN2hX+a89KUvrR122GHwpQ4XNO8m+Y+O8cNzfnTOhc0jORzf+JN8nBwVg9gZHz36HBLcPaFrngJdwFiSe9N5shajHlGJYz3lxpfoo5s5t2QeAhkxQMbSnhyUmRs/NGeezJsxwBivNDwcnZPjyIB9OKReylqkLHVBG08ccMABw9bPH2P7e5Af/OAHB5xFY9G9yN18cIkFglOYXEAXnJQolMWynRsVfceVU2AImXYAbjs3lXqQfbltQNv8XExBn7l4sdlnwzGvjMdY+mWMvPSdF6wy9OHMCxkEzBF7NjgEqIU1YMxNJ9cemAv+JeNDuTZJxMKXMSCR/mmnjjlYF3LFlzEYQ99DynlwN4dO+uG9JAekfySFx3AuavxwgPIukz/O68+K/AIoD0rie7dE7f3jCvi7//77B32+GOJxn3FgnZwn3Ny4A8OGOdmGyJdYyNAnBw5trxHIesPTN2PI27jZtm5AGcBOMA4xnoSM3AB14y8tkT//kTc+hPSNrv6YD31zIuf0gwzd1MGPMC4y/dtOQg7GdA/3hDC2A/Kcc84ZcAvmAeGCw9kQbgq5i+8CkA5EsS0UC+LFIkcu1EXO4rpQ6jjmgsFdJEmdFsq0bUHOzoU5Oqfc/PhIe/rqZd/6QOobX44NueacORhoQwAZ7awZpD4wF4BPiJjmLmdOCXS40I2nf+TGB/SNZT6O4xtkXuQD6dP5o8teQqYfYJ28mDkwV61aNbijtE+N0OFg5EDyThLiER7iDopDEhn6HJAcDMTlsOC/Lc47UdeCvED2aTMP6oIv/LAmtOHmTh998yA3/dEnJoQMfUAf/0lArr110ZZxbJFnTdM3Oowhg5MfoC7cuXO4c0cOZxx948HNDc78mbcxclwbQfzMyz2AHty+4958TQXGdkB+4AMfGHCK4mEI99BQBtmHW2CLCiwOhZKykLTtA+UQF4xydJABfbtgcMf01+oC5MD8cgzQd05yiPlZC3wo1x9jECBu1ot2gvlkXPSROW8PSwj/6DoGaCOHaAPjk5PzgogvNyehby6k1idydSCResqdN/20BcgYRyapL5wXuXGwmKP++MKBnwnxhQ7vKL2T47DigvdOjrtM9JH7b8Y5TDkYuXNknNjoZ57mRR5wauihCOkTO/YjeaFH370B4VtKWa4j+sjgkPFpqwNoA/q2sSOX1h9tdWyjwxhrS87Ugfljw925NXDOUOaF3AMSGAvA6ZsDuuaU+ZlHEvjwhz884FOBsR2Q3gZTNC4sOAvuJyVF8rHCwgI4fcgiSRScAkL0KZhtx4E6kBsSoG8b/yxOS/qSRLaB+rYFbecKMR8pDxj66cN5O669tWIuAP2cs3nloejcnS+EHX2gHG4OxjYvAKcvmVP6pc3FYl8ZHHs4uTlm7saFXAtzpg2IKVcG7ONHHYFcXce5A2KvsRfIlTtCYiEjHnLjmqsx9OWYh57IfGkD+rSJxUGMHUQcOMA/beYuIaO+rgWEL+ulnaQMbp+46At1AHLrLxw3d/MGfEjQ9+6bvq8l8MMHD7rGB7QhYrQEmJO6yNAlBv7hUtq5L/Rx7rnnDvhUYOwHJMXwYGDhKS5FdhN4QFpY5RY5i+biWkz7FhBy3DEPSMcAvolr27hw9ECrb1toZzvH8eU83LjWwflKgFiMoy/ZRx97L2LkcPMbVQPmj4w2sA03Z9HmCGizTsI8kUPGICaQt/HMCQ4hF8QyrjnoF06fuMaUEvoAjGGnjr6BdTQXYgB/0mJecIkL3zli5x2ntuqZKxxCZi7cfaUf1hCOPnOjDzc/uHNWDowBtLVvPAiZeY0C8rwejGXuScA1Qw9i/nDurLXDnzVBJsyjJeakHn2AH+ss0R+VGzjvvPMGfCowUfUxwIIIJssCurBZTEA/Zdq3ZPFoqy8fNQayuHDGW+hftLlkLEloO4ra8VFwA+IT7kVgG2JjecEIfTJnN1gbg775Zu2N5aENZUz9oAesbcYxtjr0HeOiSeJC8oDQFpgLfXNyro5B1gGyDwe0iWus9O0YFzex6XsYkQ93k/6UhUPQf97ot7n4Q46d7woBfYh88Q+I6/zhSdYNOCfzIx98+24014Nx9KwPBJxjC31C9iXjawvXL5wcIccyZ++a6XNH6Rc25ElNyNXx9C9oQ4xLypQbH0ImT/upxtgOyAQL4MZ3MSxSFsQNRxsZ48A+xIZNW/qtjuMi45lHC3Qg28AN6ialLynTbxs7yfjmS1voj5z0C9Fn8wH01SGmMvxxEXOX4gFkPEl985Xo499xZdaGQ8F3i+ScsWhrjz5tYiHnQvKLDtoQNuaFDmT+ygE54I8LzgPC/ADtJIAtPoC561Ouf0AbWzjxHcvawY1tTZQjIzfkjtM3X/3qGxvq550kfeOg7xOVhyN9iJjmAAH96T9j5BgwN+TqAmTWF6R/dMgTQmYOxsk8mAvrjC6+uBs3b2BOEDBO1sG86EusA9x8sUcXW3KfaowtAwviRoKEk7ZtEduiAvuQ4xTQhbRtQUHqmgMLbS7CvEaR+pJy0PoX9EHKQNrC8QfQzxzZYMSVQNoC29omUle/Qn38sqGNxTwgNyWEnhe9c7cOEHZwoa0x7MMhN701S6SfzDfnMkpuLAi/QJ5wHE5O5AJvc9GXsI9ugtjmbD2AtvTND2Su2iqzjhJ9xgQ65GmuSSkD9tO+BePGF9pryzjAH0DumOtKG+IwRI+D0rts9wwwDjoSvrLvvkgiRuq17anE+t36JEHxIIoFOUngZCGKIeWY+jlO3wvOjQ5xQNLXziJmMV1UyJyg7LNBocxbmZs3/dMX+haj+vqUAL6MCXkw0TYmkBvfHABj9lu5nHgcir5kR8bdXerTpobZpr60/RDKvFPHi0e9JPRsC3NL4At5jrX1B/iT69c8oJRLeTDK9SPoS4J2ezAA6mA/KetjbNrI04a282rbjGuf80pCLqGLTetDv+4l9hXcHID+7WuXviH7bR3dU9j4eoI2cqB95g33Oma/+K6WvgcmOva1w89UY2wHJEWSXBDIgmVboggWAk5xJIuWhdJOX2lvn7HcFOYD7Gd7MtImQYwW6BnfcWTp37YHYh6GyNlcyPQl0i9jyoB9OVDXOugvNyIwFy8mcuJxz0c+Ly703LhsaDe1/ujneglzBLk+bc6ZO2j7xIeA88oLSRlE3/0Ch8yNdiJzAW1c9TNP8sh+cmLKbU+mj5z6Ojf14MD84eafMoB+6zP7knEAc5bjB278jI1cXaBfgNx9QNtXBb5mUddc0x8y10LufqKdcu2AfKowUZkxIIsNWSwLlJMWbRGBbQsFueAQY7YFslH+1bctbMPNl80kbWwe+ss2Oq1/+7YhDh9Iv+SccaCMqUwaFRsfIPXwgZwNyMt1NjBy3hv5pQAHI7l4EKY9wH9uWjYyfvj0xzeE3LGcS0st0M252Dd25mHbvsBGkIN+zCn7cPLQD23GISAHyiFswagccn7sGWFexoHSXsoxYmEnl4B5KDO31odtYT/3NdBeUp7xAH1zRWYO7Ac/oMzJD1igPdy9I7ctqSfwpZ6+oanE2A5I70C8+Ci8i+QCulC24YAiUCg50JY+BQP4wS6LClxICB/qG8cx+t4xeaeEvI0Nt60tyLj6G0XE8CU8bX0wRkwIOQTcFBnfTeSY+UFZLwjf6Tc5hyK5cFh6UBoj47Dp0fHLFg89dDI+8AIBxHDd9Q2sRcI66MccbDNG3thlngl9kAPvwcjZuUHkpQ25+QGAPuRcJHSR6Ye29cOWNjBu5mYfQk/eXgPoGYeYgL7x0ck++uiSr3mZPwTMy3loC4yXfShzZP+zbsY2T0ibVmZu2NNmr5APMuYMkQcyODUArg/cfcM4c8QPHLnzsJ/1miqM7YCkaC1Z4GzLLTZcyoIwJretHkCmL/vEEYy1ecCT0lbuItEmVtrRtm87qZUL227w3ARsHDaa72XcTDyy+DI8x/E12TwlNibkRcDGNRbxrTMy+nDmikwuuVHh6gHyMLbzhkPoSOrKlQH6ksi2aGX08eM8zI92C/IB6Dsn9O07P30ht3YekBAx5S0Zw7ZEH+Az8zWOcR1XDs9DxX2jbsYWtonrHhCpL6m3sXGRckAOAHv0qCH7k3yR8aFMfPIlb+C8c862UyasAzSVeEoOSDcHPAmZRcgC2Aa5EAA7ig1HT/uENtqZhzLa+lCnBWOtnkQ/SZ/GSDnkfODKHEfOZmBTeTh5kSqjbU6QeeUduoefstQ1FtC/+RrTTeka2HZMufYpy/nYzn5bQ2Mrow23PvYh0HKQ625bG0jf1p58M/eWS9QDfWA+OZ9sj8oBaA+QQxnDuiHP3IgNeQjmYejhaL7GyHySHLNNrFE6Cfyip52+008CXblt50We5IytHyzKmYexIGyQS9bEcQhke6owtgPSwnoxQNlvi06bwrSyUUBuoWh7SOhTAhkfHSlzsPBZfOTa6Qt9beD6SUoZbQ8r/dF2LA80+hJ9Za0NB6GEDsB32qMraQuHmCObkLi0ufjotzw3qW3kEG3jAvxaE3hL1pV2zom29UFGHx2ADOSaJNQDxlGWNuYPOT8vUOcDIVMOoa8f7ZNG5ZU5AHQga5akH9rGJzdImbkmR44d9ZGIKU8CbT/zRkbd4cRUBqXvJICP7NtG7pysEU89/NttOPDftzMPZByi6GsDz3niQ7/yqcTYDkiLBllsyQvEojpxKQsM5CB1sMcXBefA0Kdw3LiZC3JIvYwBtIWnHW1gX9If1Mo9uDgMvNMz5zwItTWeOdAmv9xIbZ3MX1tjpl8IYENcdPHhxSgZp41JHxsImJ8yyDgpSx3HktvGf8pbOMdRYGzUuPk7B+ZKW64MDinTl7K0g0DGM39tHUMO0oeUMSHr791iyuH4xF+uKX0payflWAvHIPJwXtoCxgB95yc5T+XWBlKHR21fD9Embx65OSjZg8yT10baME/brX9gPlOFsR2QTF5qF8q2fUAR6APHgHILBSxWjgHa+JP0kzLl2Zb00W6+tEkugcwPmX1IPew8KGmD1HODyL042DD23Tj6bGlj0BboC99egPRBxleetsQhfyljZw7m6by9sG2L1kZKOe3sC3VtA/SyDegzF+fbXpDIpPZuDqhrHayJfQBv2+24cAyfknkQv71j1AYwJ2sJ5RwFMtcGZA7OA0o9dVukH/XSR+YFjEHutCHa/EaSPz3HHSV585/T4C8Egay3fvVhDOVTibEdkNwheZfEBUGRJYqTi6LcfksWhra2XmQWnk8nkH4YR0/SVh31kTumDW0WBb20d1x9CJijJNwg+EHXuOi4gWizGSD1Ica5ULijoN3qZG7mNArmlBccNbOdG1N9xtTPuMRx3s59MpCf9fLD0jzbWugfDpzjKGA3ivQJaS85nzz8kHkYsX+4k/GbcGpu3c2PNsg6M5akHhxCRl5cB9g5jhxu7Wmbi+QYyDkBfFpT80FHDqFjrQG25ghPf+hBbRygnX4FMgmddtw248akvvzpOf5WJ31fMaGLjnqQ60RbZF5TgbEdkBbLRXKhsoAtXBhJ2KdQypXp077jyuFQInNIvTY3fSFPEjmuPZRyeY4DdGwnkENeRO2cATI3U0KfGSN92LYP0LU+yD041AfpE2Qb2E9uG985dwjfxperwz5JqA/kQF/acZH5ygKeH8yAuVAv5gbZbmXEcN7AfsrM0wMFuzzU8OXFjcyDllzQ9RBWH/KxGj1zbWO2dZSsC+1WBzCe85CU5dzVVwe5pE3qIdfetnNQP+fEXKkbH9DLly8f3FHyyM1feOfP0rFm2qBPW1/6m0o8JQdkEmgnafGQJykH9uEJ+8SyiPY9lNv4IGVupIT5A2Prmz55KVNXf8ZNuRcrfewzb0ng0wvHumS8JMZaH8gYw8YNqy/lEn3taOfmTpg7aPMHjKtjGwLI1BPZTxt1JednPGB8dah33qXahzOeNs6/PaAgL0op9aGsi7kCZNa49QE5Zg70kzI+ZCzhHN1XkH3GlCUhJ5bx4fQTzs/8IeMqV0dubknIJGNKxs62NsyZg5K/psQHBGvGIcmHW+s//UwlxnZAMtk8FNrFA3BpFCi2CwPQow+Spx58lP+Mbw7wVg8S+gU5JncMON7SqLjqj4LzgNywxoG7wdq5AtvpA3JjpV22HdMfZB8oa+slnJttx9JOrly0ulL6EfYzL/TUHUXqwiHmZT1GUV7EaWNb2E8Cxs02hA98c6j5CwJtEui18dJPHpKTzVvow7nZl4Dzte9Y+rLtWBKAZ8728Z1kHhyM5G4dOCD5F17oIHeO+mlzn0qM7YDs0aNHj6cbxvYXxXv06NHj6Yb+DrJHjx49JkF/QPbo0aPHJOgPyB49evSYBP0B2aNHjx6ToD8ge/To0WMS9Adkjx49ekyC/oDs0aNHj0nQH5A9evToMQn6A7JHjx49JkF/QPbo0aPHJOgPyB49evSYBP0B2aNHjx6ToD8ge/To0WMS9Adkjx49ekyC/oDs0aNHj0nQH5A9evToMQn6A7JHjx49JkF/QPbo0aPHJOgPyB49evSYBP0B2aNHjx6ToD8ge/To0WMS9Adkjx49ekyC/oDs0aNHj0nQH5A9evToMQn6A7JHjx49JkF/QPbo0aPHJOgPyB49evSYBP0B2aNHjx6ToD8ge/To0WMSTHJAPlor559Us7afOUG7z6vFjyL/Wa1cPL/OP36f9WPb71MnzJtfi1f+bGD5vzb+qRYcPzfqNS6srmXXf6rO/8o/DftPECvn1wndmu05b3G3wqOwth5ZNr/OOnTnibXd6X21aPXa4ViPTcYGdfZa+vU6f/EjQ4WnA/6/Mq/hNTc8jybf208Mj3MH+bJ695VLavktp9bcLX5WD84/sw456rP1w9+4pG69Z0Ut7+gfb/rvtcv3zq1jDjqzFjzYH5JPCVbeUB9920V1x78P+08Z/qVuvnReXX7v0XXxd++u5Xe8vw7cqn/IeHLYomYccUF3rfyfdcrcLYeyHuPDL9XhFy+u5TfNq4OGknFi03f/2hV17WcX1pqD31rvOmJOudTTZuxT7zrzHbXLmoV1ycIV3T1Ij///4if1ryt/XPXMrWur6f3B2KPHZhyQ/1Y/um9N1T8/XD9uTsFps4+rq+75Xl113JyhQx7VFtWl7z183a3vK46fVwsWrxweoKMeRdtb9qHOoW+tE3zkO/ySWtY5WLvyO3VZ+J516HvrsnW+Hzv+iuM/UTcsWz0c7SItnld7bj+3Tpi/sUfW7rF20SXrHzdHxOkmWTfMe3u9YjC+cx323s/XzQ/8dDg4RKez6JL31mH6GOh9YfhKwjm/tc6/8hN1wk6PjTPIde9T64b6Ud1wyqvX12ztylr8ufC709vr/OuX1fqHHdbg2ngdcniddflN9cBw9DF4dHGdv/ur67TrflT1owvqmFnU55uTrMHjra/z6mL+xcfWz6vL8RPfWVpLr8+5vq8WxNqsxyO1eN6vN4/5q2rRe391Q9napXXp4a7Rr9ZZi1ZNyLtMVi96X7c2KftJLbvk2M7+D+us//21m+z7Fe9d1O2GFrxu+kLsj1zXxOM9isYemJ/7ravd/KXr1vMxe37dem9enTZtLrw2u7aWPaI/wGueDffoX95873Csw8jXN5vyyunxrrNNOSueOmz6AbnFS+uAN8+tuu399YYT5tVVX1lcK7N+gbUP/nWdcfhb67yVb6yv3t49qn3/W3XBdovqtKPeVRcsfniotYm4866q376ibv3+t+uv3v/62mHNd+qCtx5XZ//DK+vim5bW8tv/ps7a7vo6+6g/rs8t+0l3XU2Mf2TlofWXjA9iX1cnHN5diMNXAFvMPbVuvmdxXXTELw36jwWvE95XbzjuqvqFM6+tfxy8SvhCnUycY/+svs6mW3tfLTj9zXXCwm3rnGtv6+JcW6f/wo11+Z3dh4gY6hz/xf+tTieXe5bWN790Ym135X+p4y68MTbqorrwvXfUflfh51t18SuXdPOZqNUg18Hjw3ProPO/MXzd8XAt/vi76pj/9lC9/kvf7vLr/P7p9nXt295cZ8y/b7CxJtbglLp2xpl1dbcG/3jTSfULC79SSycCPhZbzK1TbvlGnXfwc6uee1JdsZz6bD8x1qzBzJWbur7frcu/9NP63RtYpyvq3S+5sT7+xtfXGy//j3VCJ/vHmy6uY+vLddofXzn44NsQ07uLYq+avmZRXb/4XyZEj95Xt371vqqQrb372zX/tmfWQWf9Sb1pelfv624f1nVNV6vvdP8fsrX31o1X3VK178F17Ov332Tfe+85q7YaSET3AbH40/W2oz5Ui195QX3z+3fXrf/Xewbresw7vlDLntCrkG4PfHpF7XnBtyf2wFuqLj/lhDqXw7073D73Dvb8wXUF9b7ntvrqGVvUX7zt+G58zWbVafK5fKIeOvTibi7s9Q/WtgtPqTec/tf14GBdhtfD266rF374mrqV/Xbmc+ray7478PDEsQnX2RRjM56jtq65b/8/6qKTD6667oI6/cQ31P4vnTjtL51/TXxyrqqv/+m8WlhH1DkfOKbmbNmFmLZtHXj6e+vdL7urLnz//BEXw8awVx32+u6RftqM2nW3F9QjN/9N/cWd29Sbusf6A2c8o2rLnestF3eb6p7L6i2zq5Z9+eN14Z2712lnHld7Mk7s006tN9X8OutP81DaCHydsOuR9Z8P2HZQpGkzdq/X779Dt+m+U7cuX9NtuBvqkquf0eVxYh0+u9tyxpk+4QJM6KyuXX776DqAXOoZNWOP19R+s6fXmq/eUsvXfSLOqEM+/J76vTlDP8Na/cWVt47Md+2y+XXOx++qXc7443rXXjO6/Dq/B76jTj/2GbXwT/6821hr6u6FX+7W4Og6/YzfqtndGkyb8Zr6ozOP7o6dJ4Jcgy26w3hT1/fFsU671GG/vftAdvixRw/WZtqMV9VvHfKS7kN3cd3xg/YWY1ptNfc1dfj0VXX7PT+cOPRXfLe+1t3gsscmZN3F/cCKurt2qv0OOLRee9SLa82Se+qhgfIDtWTRxB3OOtkj/7OWL6vaZf+X1+zN8b3zNgwE/qVuvvLLtXR6V9/TXlMzpk2rLeccWxfdsaKWLziuZv/CUG2zQK3W76UDjj2ydukO96tvua8e/cGd9a3b1tT0PXapWdS7O+LmHPdn9d17vlbnHPiCzatTO5e1y7oPvU/V0l27/fPufbq5dOGHe6Wunld/9nUO6InroY49tU4fvF5zv7146OQJYhOus6kGOW06tpxdB536mfpudydxxSfm1Xln/+eac+fn65xT/rCOOejkunRpdzmv/WHdu6Qr6uxda6fBoTDEljNrtz26xVm2oh54ZDM+Yp87s355my2GHe8KfrlmbTfqhfequuObd3Q2e9QuM581lHXYalbtue9zm0NpI5g2p96y4Hu1/PP71QN/Pb8WzJ9fV807sd5w9reGCo/WD763uJa0eQzjiIlXD0vqc/s9VF/pfCyY/8U6/4Tj6pxus2+IHepVO79g/WIMazU6X2O/pH71FdvFAm5dO+6563Bj3TtRh9kza7vBBQW6A2fH3WvvYW+zkGuwSevLZQqeXb+4leuwRT1n6+d1fNfac8etJ0SPh0E9n1lLrvp23b32J3X3t66rJbv+fr37d7apJd+8s37QHVSLr1vUXWAH1747zJiY/23X1Y13/2R4x/SK+oOTj6jpgwP4Z7V68d/WgjW71xH7vaSmbZbv2EvAO7QN6vtkkbXqVus5W9fzh+16wdw67NAZteay99Qfz/tiLViUr1I6PJm5DA/frQ98Rc1cNxX3Sh7Q3S6d9aJ13z2s229PBo97nU09ntjqdncSc3/ziDr8uA/WV7vb/avPf3PNWXNNnfe5xbXad5XP37qes4H3Z9VWv/js7gL+Uf3rGi+gJ4rn1dbP8dAMdLEf/uefDt+hDd9nDGj4bm2T8bNauehDddjLD6nj/+SrtaJLd9rM36kLzn79cPwn9eCK5R1v89i6fnnnGcN2h7UP1qL3HVm7ve4tddbf8AXWM2vmsR+os3iM3QCtn2GtRuLR+vHDPDbdWRce1d1RrJvj7Nr/lK9MqPzfD9WKf+jm267BNi+undrQm4ufy/qKbWqn/XcaHrqr64HlD9UuR/5mHbrjL1fdeEvd9U+31fVXrupk+9QO07aoF+w8t7vrur+WP7B64o5p11+r3/z1XbuPn9vq5rvubg6JzfE9kc1j8JgaPEWY1t11f/R/1MXnv71euPADddpxh9RuG/y87onPZe2PH65/7vjDH39D7bhuL3U0eO89gUcfXFGLu737/K2fHQfGFt12mtnt+CeDx7vOph5jWN6tavZv/W4ds+vwsXHts+u5L+4e5B7zZc5PavUP/61q+nPrPz3pb0iX14oHfzJsB6Y9u7Z+/jO7m5T31dXfn/gZ0gY0eH831N0YVt9Yn3znxXX/ofPq67d/pk45qvswOGK/2q5+PFR4Vm07c1bH/6Ue/nHe4j1c939v5bC9tlZ//dN10qU/qEPO/1rdevGpdeQRnZ8DuscSDvGNYlirkfBObL8669o7HztHfk7yqlk1c4/uJGzXYNV9dcfmfE6MQlfjp359xbNqh/0Orl14l3bddd1F/h+7u+ZZNXsgu7tW3HxX3b5m/Z30tB32qSN2XVUL0O0Ow2d0d0U7zEb247r9+7fXiu7Od/2d0ub5Hol/WFEPbsoTyTjQPb0deMTv1zlXd3dcty+si89+bT3w8VOH77Kf+Fwm7lSn1y5nXzN4B9jup5tPnVvP2nZmza2fdkv+b4NH+Ak82m2nFd2OfxJ43Ots6rGJO3nUN4KB4cE0/bDda9YzfrFesguPWrfVHfmN3iMr6tZ/4NGMx5JRL2kerrtu7u7jN4rhi/v6t/rh6hEHpJ+kw8esdfCbzuG34I+LNQ/XQ2um1w6vetngncwEHuk+me8ftr1bubv+7ns/WL9pVi+vm2/0BFrbuflRrWkfnwfvwdpHbO5wYqutvr3b5PdN1PMxB7qxb6n537o3NuzwG9rtj61Ll205vKPINejW8K5b6qZh7wlj2qas7yZuq03AtBduXy+fvqr+/jOfrQW1V+02a/pQ9q360CkfqyXTJ2QTyhO5rfm7y+riK6sO3f3FtcVA9pxa8oEz6kO3bTMhm9DePN+JLV5cux3WfdD99OFaPba75c0Ah+Vxf1AndE8ivl99wnN5wctqv+5JeeLxfCjrsHbZJXXk9jvXkZcsrbVDnbv/7s74YnYTrtcNrocReNzrbDJsylkxHmziTp5WWx3wtjrn0J/V5e98T50/P77BHvzc5FN10Y2vqtN+b253P7lNHfDOU+sQvhT5r1fUUt5H8aj50Q/WhXfuWO9+3xE1e9rwIPvRFfWpy77XlaS71f7Ol+sL3aGwcXR57Pkb9fsvW1WXn/vpWjS4QFfX0kv+cHh4P1I7HHJ0HdJtivPOvaRuZrzL7+YLP1bn3WbsCU8bxZbb1U4v6zbNFxfWrYP8meP59dHLyG/icJ62w0F13KFVC//kv9XnBu9euzmeN68uX3f2TastXzy75nQH2RV/s2TwzmjwU42PDHU2uLju6+bziYmfu+iHL0HeuW984/ijWrzif9a/fv/79YOZxN6qlnzkY/XJ7/BzCOp3SX30I7fUnJNPrjfM3nqiDrEGa1f+bf33c7/cHdhPFpuyvkPVcWCrl9drj9qm7r5zedVRr6m5/HA93vVOVzbA82ruwQfW9GV31tI6sF47lzvteFc2XdkQm+U78bza86ija86aL9dHz/vbiWvhke/Vpfykip/W/Ot4f9G/9sH59c6d+BnR/OFPb9bWI0sX1Vdv/GnNOXDnehEpPtG5TJtZr3vrITX9tk/XRy/89mAua1d+uz7ZXV9LXvYHddbRs2vaUKeuPrfO/h/D63VRpz+4HoYYHKLT6+HPfKY+P7geuuvuks/Xgo1tuE24ztbd9Gz2WTEejFr90eA9yCevqivO3ad++Onfm/gGm3cVLz2yPrVq1zp9wbn1Fr6FRXXb36qPLPhsnTbjS3XYy3fodParkx44sM678pN10lzeWjyrZr/5Y/WXf/Tyuuns36jdtp9Th3z6kdrnqFcM7DeKLfeqkz57SZ29x9/X8XvP6XLYtQ774i/WaZdcXGceuE0X+4i68IYr6owZV9fvMP7Sfep3rn5hnbEudvdw8Hi/g9xyjzr+gg/Vm+pTdcwg/9fWWUtn1Wnnv6u7cxt+Mzh8L3TR2x+t835t107ndfXRf9+33vQyP6W7A3LuW+r884+u+vgx3Rxn1q/s/cFaOusddd7Je3efnnfXvQ95BzajDtpjdV30OvxQq4ProgXvr8O3HX4J8oK964Q/Orh+1vnZ4zcurbvW/NLEWrznhXXNG/epX+nqt/8br64XvueS+vOT9xq8SJ9Yg4vq9+uTgzX4lb0vqH8/5De7A/vJ4/HXd5wYHnrd/9Z/STC8aPhG/OCXx4eI33x3zXV3st5xjzokNtH34Dei3V4/fn5NvEBhbd9Rf37lf6m5f3/SxLXw8mPqihnvqIsXnFYH/qeNf429ab/DXY9p2/56/dfLPlSvW3luHUq9t9+hdvu1L22w3ptep+HvJrc/qRas5P3AM2rbI86thVeeWC+8+vjBXH5l7+Prmhkn1hWffUfNHdQQnffXX/3571Z9ZOJ63f/cH9frjo3rddqc+r1PX1wn73trnTO4Ho6si/59tzp83fUAmtibcp09mbNiDPgP/0+HYTvADzH/qPY/ZXm9+8or+n8i9ZShr3OPHmMBP1Tf+9RafPJf1U2nzl33GuXJYtPvIHv06NHjfzE8zgE5/CnJ2P86TY8ePXqMA8N/itjdPfqzpHFikkfsHj169OjRP2L36NGjxyToD8gePXr0mAT9AdmjR48ek6A/IHv06NFjEvQHZI8ePXpMgv6A7NGjR49J0B+QPXr06DEJ+gOyR48ePSZBf0D26NGjxyToD8gePXr0mAT9AdmjR48ek6A/IHv06NFjJKr+X2sL+MQnB0TUAAAAAElFTkSuQmCC" alt></p>
<p> </p>
</div>
<div class="question">
<p align="LEFT">Which of the following describe(s) this spider?</p>
<p style="padding-left: 30px;" align="LEFT">I. Primary consumer</p>
<p style="padding-left: 30px;" align="LEFT">II. Heterotroph</p>
<p style="padding-left: 30px;" align="LEFT">III. Arthropod</p>
<p align="LEFT">A. I only</p>
<p align="LEFT">B. I and II only</p>
<p align="LEFT">C. II and III only</p>
<p>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question proved too easy.</p>
</div>
<br><hr><br><div class="specification">
<p><em> </em></p>
<p><em><img 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" alt></em></p>
</div>
<div class="question">
<p>What will happen to the food web above if the sea otter disappears?</p>
<p>A. Large fish increase and sea urchins decrease.<br> B. Abalones increase and sharks increase.<br> C. Sea urchins increase and kelps decrease.<br> D. Sea stars decrease and sharks increase.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>These were second and third easiest question of the exam. This means they were not good discriminators, as almost every candidate had the correct answer. In response to the G2 comments, obviously the candidates had no trouble with the food web.</p>
</div>
<br><hr><br><div class="specification">
<p><em> </em></p>
<p><em><img 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" alt></em></p>
</div>
<div class="question">
<p>Which organism in this food web is both a secondary and tertiary consumer?</p>
<p>A. Large crab<br> B. Small herbivorous fish<br> C. Shark<br> D. Microscopic planktonic algae</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>These were second and third easiest question of the exam. This means they were not good discriminators, as almost every candidate had the correct answer. In response to the G2 comments, obviously the candidates had no trouble with the food web.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a version of the carbon cycle. What is indicated by the numbers?</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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"></p>
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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p align="LEFT"><em>Image I shows a spotted hyena (</em><em>Crocuta crocuta</em>) and image II shows a leopard tortoise <em>(</em><em>Geochelone pardalis</em>).</p>
<p align="LEFT"><img 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" alt></p>
</div>
<div class="question">
<p align="LEFT">Based on their diet, the feces of spotted hyenas appear white because of high calcium content. Leopard tortoises eat hyena feces. What would explain such tortoise behaviour?</p>
<p align="LEFT">A. They are saprotrophs.</p>
<p align="LEFT">B. They transform energy with 100 % efficiency.</p>
<p align="LEFT">C. They need to form bones and shell.</p>
<p>D. They only eat inorganic matter.</p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br>